4Misc_Start4Platform@ %%ROGI'XXp"F<4!*f !]F$.winspoolHP Photosmart C3100 seriesUSB001HP Photosmart C3100 series#C odXXLetterDINU"0 l  5T0 SMTJ HP Photosmart C3100 seriesInputBinFORMSOURCERESDLLUniresDLLHPPreAnalysisFalseMSPreAnalysisFalseHPReportSymmetricMarginsFalseHPMinimizeMarginsTrueHPEmulateLaserJetMarginsFalseHPAlignMarginsForMDTrueDuplexNONEHPPrintPreviewFalseHPOverSprayOptionAutomaticHPOverSpray100HPBorderLessPhotoFalseHPCustomBorderlessTrueHPOutputOrderReverseTrueJobUITruePaperSizeLETTEROrientationPORTRAITHPPaperSizeDuplexConstraintsLEGALHPDocPropResourceDatahpzhl054.cabHPNUseDiffFirstPageChoiceTrueHPMediaTypeDuplexConstraintsPREPRINTEDHPInkVolumeOptionAutomaticHPInkVolumeNormalHPPrintInGrayScaleFalsePrintQualityNormalPrintQualityGroupPQGroup_2HPJobAccountingHPJOBACCT_JOBACNT_TIMESTAMPHPColorModeCOLOR_MODEHPPDLTypePDL_PCL3HPPJLEncodingUTF8HPXMLFileUsedhpac3103.xmlHPMediaTypeTreeviewPopupTrueColorModeColor24MediaTypeAUTOMATICResolution600dpiPQDPIInstalledHPMirrorPrintFalseHPPrintOnBothSidesManuallyFalseHPManualDuplexDialogItemsInstructionID_01_FACEUP-NOROTATEHPManualDuplexPageRotateUserRotateHPManualFeedOrientationFACEUPHPOutputBinOrientationFACEUPHPManualDuplexDialogModelModalHPManualDuplexPageOrderOddPagesFirstHPMapManualFeedToTray1FalsePSAlignmentFileHPZ3A054PSServicesOptionServiceFileEndHPConsumerCustomPaperHPCustomHPColorSelectionForHPAEnabledHPBornOnDateHPBODHPInputColorSpaceCOLORSMARTHPDriverDataDriverDataHPICCProfileNamesRGB_0Color_0Space_0Profile_1icmHPCustomSizeCommandTRUEHPSendPreloadCommandTRUEESPRITSupportedTrueHPRESDLLNameHPFRS054HPRedEyeReductionOffHPDigitalImagingHPHomePrintingHPSmartFocusOnHPContrastOffHPDigitalFlashOnHPSharpnessOffHPSmoothingOffHPJpegPngPassthroughTrueHalftoneHT_PATSIZE_DEFAULTHPMDSideCountTrueHPHagakiPrintingTRUEHPHTDLLNameHPFIG054HPMHDLLNameHPFIE054HPHPAFilterTrueHPIntentPERCEPTUALHPInstalledPrintCartridgesBLACKHPAdvancedColorSettingTrueHPICCPrinterFamily5700_6500HPCRDCommandTrueHPSendUnitMeasureCommandTRUEHPPaperSizeTreeviewPopupMetricHPSimplifiedUITrueHPPosterPrintingOptionSUIFalseHPAutoEnhanceFalseHPNWatermarkTrueHPPhotoFixOFFIUPHdLetter o [none] [none]Arial4Pd?EMIN OROUDJEV<Automatic>44Custom Print SettingsdIgor ProxB xB tI {C zE uD Igor.exeC:\Program Files\WaveMetrics\Igor Pro Folder\Igor.exeIPACDRWDSGATCAPI;F4E8Q;Ki݅&E%9x %%ROGIXXp"F<4!*F$.winspoolHP Photosmart C3100 seriesUSB001HP Photosmart C3100 series#C odXXLetterDINU"0 l  5T0 SMTJ HP Photosmart C3100 seriesInputBinFORMSOURCERESDLLUniresDLLHPPreAnalysisFalseMSPreAnalysisFalseHPReportSymmetricMarginsFalseHPMinimizeMarginsTrueHPEmulateLaserJetMarginsFalseHPAlignMarginsForMDTrueDuplexNONEHPPrintPreviewFalseHPOverSprayOptionAutomaticHPOverSpray100HPBorderLessPhotoFalseHPCustomBorderlessTrueHPOutputOrderReverseTrueJobUITruePaperSizeLETTEROrientationPORTRAITHPPaperSizeDuplexConstraintsLEGALHPDocPropResourceDatahpzhl054.cabHPNUseDiffFirstPageChoiceTrueHPMediaTypeDuplexConstraintsPREPRINTEDHPInkVolumeOptionAutomaticHPInkVolumeNormalHPPrintInGrayScaleFalsePrintQualityNormalPrintQualityGroupPQGroup_2HPJobAccountingHPJOBACCT_JOBACNT_TIMESTAMPHPColorModeCOLOR_MODEHPPDLTypePDL_PCL3HPPJLEncodingUTF8HPXMLFileUsedhpac3103.xmlHPMediaTypeTreeviewPopupTrueColorModeColor24MediaTypeAUTOMATICResolution600dpiPQDPIInstalledHPMirrorPrintFalseHPPrintOnBothSidesManuallyFalseHPManualDuplexDialogItemsInstructionID_01_FACEUP-NOROTATEHPManualDuplexPageRotateUserRotateHPManualFeedOrientationFACEUPHPOutputBinOrientationFACEUPHPManualDuplexDialogModelModalHPManualDuplexPageOrderOddPagesFirstHPMapManualFeedToTray1FalsePSAlignmentFileHPZ3A054PSServicesOptionServiceFileEndHPConsumerCustomPaperHPCustomHPColorSelectionForHPAEnabledHPBornOnDateHPBODHPInputColorSpaceCOLORSMARTHPDriverDataDriverDataHPICCProfileNamesRGB_0Color_0Space_0Profile_1icmHPCustomSizeCommandTRUEHPSendPreloadCommandTRUEESPRITSupportedTrueHPRESDLLNameHPFRS054HPRedEyeReductionOffHPDigitalImagingHPHomePrintingHPSmartFocusOnHPContrastOffHPDigitalFlashOnHPSharpnessOffHPSmoothingOffHPJpegPngPassthroughTrueHalftoneHT_PATSIZE_DEFAULTHPMDSideCountTrueHPHagakiPrintingTRUEHPHTDLLNameHPFIG054HPMHDLLNameHPFIE054HPHPAFilterTrueHPIntentPERCEPTUALHPInstalledPrintCartridgesBLACKHPAdvancedColorSettingTrueHPICCPrinterFamily5700_6500HPCRDCommandTrueHPSendUnitMeasureCommandTRUEHPPaperSizeTreeviewPopupMetricHPSimplifiedUITrueHPPosterPrintingOptionSUIFalseHPAutoEnhanceFalseHPNWatermarkTrueHPPhotoFixOFFIUPHdLetter o [none] [none]Arial4Pd?EMIN OROUDJEV<Automatic>44Custom Print SettingsdIgor ProxB xB tI {C zE uD Igor.exeC:\Program Files\WaveMetrics\Igor Pro Folder\Igor.exeIPACDRWDSGATCAPI;F4E8Q;Ki݅&E%9x %%ROGIXXp"F<4!*F$.winspoolHP Photosmart C3100 seriesUSB001HP Photosmart C3100 series#C odXXLetterDINU"0 l  5T0 SMTJ HP Photosmart C3100 seriesInputBinFORMSOURCERESDLLUniresDLLHPPreAnalysisFalseMSPreAnalysisFalseHPReportSymmetricMarginsFalseHPMinimizeMarginsTrueHPEmulateLaserJetMarginsFalseHPAlignMarginsForMDTrueDuplexNONEHPPrintPreviewFalseHPOverSprayOptionAutomaticHPOverSpray100HPBorderLessPhotoFalseHPCustomBorderlessTrueHPOutputOrderReverseTrueJobUITruePaperSizeLETTEROrientationPORTRAITHPPaperSizeDuplexConstraintsLEGALHPDocPropResourceDatahpzhl054.cabHPNUseDiffFirstPageChoiceTrueHPMediaTypeDuplexConstraintsPREPRINTEDHPInkVolumeOptionAutomaticHPInkVolumeNormalHPPrintInGrayScaleFalsePrintQualityNormalPrintQualityGroupPQGroup_2HPJobAccountingHPJOBACCT_JOBACNT_TIMESTAMPHPColorModeCOLOR_MODEHPPDLTypePDL_PCL3HPPJLEncodingUTF8HPXMLFileUsedhpac3103.xmlHPMediaTypeTreeviewPopupTrueColorModeColor24MediaTypeAUTOMATICResolution600dpiPQDPIInstalledHPMirrorPrintFalseHPPrintOnBothSidesManuallyFalseHPManualDuplexDialogItemsInstructionID_01_FACEUP-NOROTATEHPManualDuplexPageRotateUserRotateHPManualFeedOrientationFACEUPHPOutputBinOrientationFACEUPHPManualDuplexDialogModelModalHPManualDuplexPageOrderOddPagesFirstHPMapManualFeedToTray1FalsePSAlignmentFileHPZ3A054PSServicesOptionServiceFileEndHPConsumerCustomPaperHPCustomHPColorSelectionForHPAEnabledHPBornOnDateHPBODHPInputColorSpaceCOLORSMARTHPDriverDataDriverDataHPICCProfileNamesRGB_0Color_0Space_0Profile_1icmHPCustomSizeCommandTRUEHPSendPreloadCommandTRUEESPRITSupportedTrueHPRESDLLNameHPFRS054HPRedEyeReductionOffHPDigitalImagingHPHomePrintingHPSmartFocusOnHPContrastOffHPDigitalFlashOnHPSharpnessOffHPSmoothingOffHPJpegPngPassthroughTrueHalftoneHT_PATSIZE_DEFAULTHPMDSideCountTrueHPHagakiPrintingTRUEHPHTDLLNameHPFIG054HPMHDLLNameHPFIE054HPHPAFilterTrueHPIntentPERCEPTUALHPInstalledPrintCartridgesBLACKHPAdvancedColorSettingTrueHPICCPrinterFamily5700_6500HPCRDCommandTrueHPSendUnitMeasureCommandTRUEHPPaperSizeTreeviewPopupMetricHPSimplifiedUITrueHPPosterPrintingOptionSUIFalseHPAutoEnhanceFalseHPNWatermarkTrueHPPhotoFixOFFIUPHdLetter o [none] [none]Arial4Pd?EMIN OROUDJEV<Automatic>44Custom Print SettingsdIgor ProxB xB tI {C zE uD Igor.exeC:\Program Files\WaveMetrics\Igor Pro Folder\Igor.exeIPACDRWDSGATCAPI;F4E8Q;Ki݅&E%9x %% ROGI'XXp"F<4!*O! F$.winspoolHP Photosmart C3100 seriesUSB001HP Photosmart C3100 series#C odXXLetterDINU"0 l  5T0 SMTJ HP Photosmart C3100 seriesInputBinFORMSOURCERESDLLUniresDLLHPPreAnalysisFalseMSPreAnalysisFalseHPReportSymmetricMarginsFalseHPMinimizeMarginsTrueHPEmulateLaserJetMarginsFalseHPAlignMarginsForMDTrueDuplexNONEHPPrintPreviewFalseHPOverSprayOptionAutomaticHPOverSpray100HPBorderLessPhotoFalseHPCustomBorderlessTrueHPOutputOrderReverseTrueJobUITruePaperSizeLETTEROrientationPORTRAITHPPaperSizeDuplexConstraintsLEGALHPDocPropResourceDatahpzhl054.cabHPNUseDiffFirstPageChoiceTrueHPMediaTypeDuplexConstraintsPREPRINTEDHPInkVolumeOptionAutomaticHPInkVolumeNormalHPPrintInGrayScaleFalsePrintQualityNormalPrintQualityGroupPQGroup_2HPJobAccountingHPJOBACCT_JOBACNT_TIMESTAMPHPColorModeCOLOR_MODEHPPDLTypePDL_PCL3HPPJLEncodingUTF8HPXMLFileUsedhpac3103.xmlHPMediaTypeTreeviewPopupTrueColorModeColor24MediaTypeAUTOMATICResolution600dpiPQDPIInstalledHPMirrorPrintFalseHPPrintOnBothSidesManuallyFalseHPManualDuplexDialogItemsInstructionID_01_FACEUP-NOROTATEHPManualDuplexPageRotateUserRotateHPManualFeedOrientationFACEUPHPOutputBinOrientationFACEUPHPManualDuplexDialogModelModalHPManualDuplexPageOrderOddPagesFirstHPMapManualFeedToTray1FalsePSAlignmentFileHPZ3A054PSServicesOptionServiceFileEndHPConsumerCustomPaperHPCustomHPColorSelectionForHPAEnabledHPBornOnDateHPBODHPInputColorSpaceCOLORSMARTHPDriverDataDriverDataHPICCProfileNamesRGB_0Color_0Space_0Profile_1icmHPCustomSizeCommandTRUEHPSendPreloadCommandTRUEESPRITSupportedTrueHPRESDLLNameHPFRS054HPRedEyeReductionOffHPDigitalImagingHPHomePrintingHPSmartFocusOnHPContrastOffHPDigitalFlashOnHPSharpnessOffHPSmoothingOffHPJpegPngPassthroughTrueHalftoneHT_PATSIZE_DEFAULTHPMDSideCountTrueHPHagakiPrintingTRUEHPHTDLLNameHPFIG054HPMHDLLNameHPFIE054HPHPAFilterTrueHPIntentPERCEPTUALHPInstalledPrintCartridgesBLACKHPAdvancedColorSettingTrueHPICCPrinterFamily5700_6500HPCRDCommandTrueHPSendUnitMeasureCommandTRUEHPPaperSizeTreeviewPopupMetricHPSimplifiedUITrueHPPosterPrintingOptionSUIFalseHPAutoEnhanceFalseHPNWatermarkTrueHPPhotoFixOFFIUPHdLetter o [none] [none]Arial4Pd?EMIN OROUDJEV<Automatic>44Custom Print SettingsdIgor ProxB xB tI {C zE uD Igor.exeC:\Program Files\WaveMetrics\Igor Pro Folder\Igor.exeIPACDRWDSGATCAPI;F4E8Q;Ki݅&E%9x^Graph*@@??geWDashSettings#  !8Normal@ Arial<HHHH$$8Normal@ Arial<HHHH$$444444 7Normal@ Arial<HHHH$$4 4 4 4 4 4 homeVNdd+ C:Documents and Settings:Emin Oroudjev:Desktop:C:Documents and Settings:Emin Oroudjev:Desktop$P &,| /#@ |`|]|m|/#|! /#Xj`VԱ^_*_*CurrPath_Wdd+ C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907 &,| /#@ |`|]|m|/#|! /#Xj`VԱ^_*_*RecentWindowsAdvanced Topics.ihfErrors.ihfGraphics.ihfHelp BrowserIgor Reference.ihfImage Contrast.ipfImage Histogram Panel.ipfImage Processing.ihfPanel0Programming.ihf 4Misc_EndXOPState_StartData Browsercs.ihfErrors.ihf Gizmos.ihfHelp Browser, USAPeakFunctions2ge Contrast.ipfSurface Plotteranel.ipfn be taXLLoadWaveProcessing.ihfF4XOPState_EndeW$?3@>G!?currstepC@totalstepC@contrast$@hbin@vbin@V_npntsAV_numNaNsV_numINFsV_avg;Qm@V_SumAV_sdev\.@V_rms &m@V_adev[K)@V_skew" ]ļV_kurt@pQV_minloc,AV_maxloc@V_ming@V_maxo@V_minLayerLoc@V_maxLayerLocV_minRowLoc0w@V_minColLoc{@V_maxRowLoc@V_maxColLocV_startRowV_endRowAV_Flag?gLayer1@timestep@tracknumimagenumxscaleL7A`?yscaleL7A`?DatevarTimevarrecordpointattenrecord@attendist^z׊?attendur?cumattendistcumattendurmaxdata)`)@growthrecordgrowthdistgrowthdurcumgrowthdistcumgrowthdurmetidcumslopegrowthcumslopeshortaverslopeshortaverslopegrowthcumshortdistcumshortdurDeltaExtDeltaTimegrowthcountshortecountattencountrescountcatcountshortrecord@shortdisthA@shortdur[El?catrecord@resrecord@curpointmaxrecordV_numImagesC@slope*F7@durationگ(?distanceףp= ?startpointendpointlastpointcureventflagpreveventflag?gdurpar?gslopepar@sdurpar?sslopeparadurpar?gdispar433333?sdispar433333ӿtimecon@extmet@strcurimZ || currimage37timewaveZ ||Elapsed_TimeCAb121907_03_01.xlsXwaveveZ ||XwaveCAb121907_03_01.xlsYwaveveZ ||YwaveCAb121907_03_01.xlsS_nameeZ ||Table0FileStatWaveZ ||ResultsTableWaveDatestrWaveZ ||TimestrWaveZ ||prevfilenameZ ||S_waveNamesZ ||currimage0;currimage1;currimage2;currimage3;currimage4;currimage5;currimage6;currimage7;currimage8;currimage9;currimage10;currimage11;currimage12;currimage13;currimage14;currimage15;currimage16;currimage17;currimage18;currimage19;currimage20;currimage21;currimage22;currimage23;currimage24;currimage25;currimage26;currimage27;currimage28;currimage29;currimage30;currimage31;currimage32;currimage33;currimage34;currimage35;currimage36;currimage37;S_fileNameZ ||040309#1_02.tifS_pathameZ ||/C:Documents and Settings:Emin Oroudjev:Desktop:S_infoameZ ||,ImageJ=1.42q images=38 slices=38 loop=false filenamestrZ ||notestrstrZ ||reportstrZ ||failFileBaseNameZ ||probeleNameZ ||5 ShowTools/A arrow Button loadimage title="Load Image",size={120,20},proc=LoadImage Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif WM_MakeStackMovie(); Image from: Stack.tif Display;AppendImage currimage0 Display;AppendImage M_Inverted Image from: Stack.tif Display;AppendImage currimage0 Button invertstack title="Invert Current Stack",size={120,20};DelayUpdate Button invertstack proc=InvertCurrentStack Image from: Stack.tif Image from: Stack.tif Display;AppendImage currstackimage WMAppend3DImageSlider(); Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage WMNormalizationPanel(); WMCreateImageHistPanel(); WMCreateImageHistPanel(); Display;AppendImage currimage WMCreateImageHistPanel(); Button Hist01 title="HistProbe",size={100,20},proc=WMDoAdaptiveHistButtonProcDup Button Hist01 title="Call&Adapt Frame",size={160,20},proc=CallAdaptFrame;DelayUpdate Button Hist01 rename=calframeadap Display;AppendImage currimage Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage WMCreateImageHistPanel(); ShowTools/A arrow ShowTools/A arrow ImageHistModification /C=(10)/O/A/H=(4)/V=(4) currimage Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage WMCreateImageHistPanel(); Button invertcurrimage title="Invert Image",size={160,20},proc=InvertCurrImage ShowInfo HideInfo ShowInfo HideInfo Image from: Stack.tif Image from: Stack.tif Edit currimage Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif SetVariable setvar0 size={60,20},bodyWidth=120,value=strcurim,format="" Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage2 Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage2 variable/G contrast, hbin, vbin SetVariable contrast title="Contrast",bodyWidth=60,value=contrast SetVariable hbin title="Norizontal Bin",bodyWidth=60,value=hbin SetVariable hbin title="Horizontal Bin" SetVariable vbin title="Vertical Bin",bodyWidth=60,value=vbin Image from: Stack.tif Image from: Stack.tif V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; Image from: Stack.tif Image from: Stack.tif V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; Image from: Stack.tif Image from: Stack.tif V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; Image from: Stack.tif Image from: Stack.tif V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; WaveStats currimage V_npnts= 9.8304e+06; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.9186; V_Sum= 3.62925e+08; V_sdev= 38.3386; V_rms= 53.2243; V_adev= 29.8756; V_skew= 1.65802; V_kurt= 2.14534; V_minloc= 2.04723e+06; V_maxloc= 99976; V_min= 0; V_max= 255; V_minLayerLoc= 6; V_maxLayerLoc= 0; V_minRowLoc= 30; V_minColLoc= 340; V_maxRowLoc= 376; V_maxColLoc= 166; V_startRow= 0; V_endRow= 9.8304e+06; Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage2 Image from: Stack.tif Display;AppendImage currimage2 Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage2 Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage0 Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage0 Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Edit/K=0 'currimage';DelayUpdate Display;AppendImage currimage Image from: Stack.tif Image from: Stack.tif Edit/K=0 'M_Stack';DelayUpdate Display;AppendImage M_Stack Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage Display;AppendImage currimage4 Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif WMCreateImageContrastGraph(); Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage31 WMCreateImageContrastGraph(); WMCreateImageRangeGraph(); WMNormalizationPanel(); 0.00396825 0 0.00396825 0 0.00396825 0 0.00396825 0 0.00396825 0 0.00396825 0 1.0119 0 1.0119 0 1.0119 0 1.0119 0 1.0119 0 1.0119 0 1 0 Edit currimage28 Display;AppendImage currimage28 WMNormalizationPanel(); 7.08333 1551.25 7.08333 1551.25 Edit/K=0 'M_Stack';DelayUpdate WMNormalizationPanel(); ShowTools/A arrow WMCreateImageContrastGraph(); Display;AppendImage M_Stack Image from: Stack.tif Image from: Stack.tif WMCreateImageContrastGraph(); Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage0 WMCreateImageContrastGraph(); ShowTools/A arrow WMNormalizationPanel(); 0.00392157 0 0.00392157 0 Edit currimage Image from: Stack.tif Image from: Stack.tif Display;AppendImage currimage31 WaveStats currimage31 V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; currimage31=currimage31-219 Edit currimage31 currimage31=currimage31*7.083 Display;AppendImage currimage31 ImageTransform stackImages currimage0 currimage=M_Stack Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; ShowTools/A arrow Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.641; V_Sum= 4.812e+07; V_sdev= 54.6717; V_rms= 165.908; V_adev= 44.0751; V_skew= -0.839751; V_kurt= 0.0494424; V_minloc= 99976; V_maxloc= 512; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 512; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 160.369; V_Sum= 4.92653e+07; V_sdev= 53.1722; V_rms= 168.954; V_adev= 42.9124; V_skew= -0.849751; V_kurt= 0.0529841; V_minloc= 99976; V_maxloc= 513; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 513; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.169; V_Sum= 5.07398e+07; V_sdev= 50.5354; V_rms= 172.727; V_adev= 40.7433; V_skew= -0.862726; V_kurt= 0.0785184; V_minloc= 29269; V_maxloc= 504; V_min= 20; V_max= 252; V_minRowLoc= 469; V_minColLoc= 48; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.459; V_Sum= 5.23649e+07; V_sdev= 48.3352; V_rms= 177.179; V_adev= 38.9444; V_skew= -0.866551; V_kurt= 0.0910071; V_minloc= 19039; V_maxloc= 510; V_min= 31; V_max= 254; V_minRowLoc= 439; V_minColLoc= 31; V_maxRowLoc= 510; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.055; V_Sum= 5.62345e+07; V_sdev= 40.2189; V_rms= 187.421; V_adev= 32.3722; V_skew= -0.874693; V_kurt= 0.10286; V_minloc= 19581; V_maxloc= 511; V_min= 67; V_max= 252; V_minRowLoc= 381; V_minColLoc= 32; V_maxRowLoc= 511; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.998; V_Sum= 5.74457e+07; V_sdev= 37.9683; V_rms= 190.813; V_adev= 30.5406; V_skew= -0.883279; V_kurt= 0.115349; V_minloc= 35963; V_maxloc= 1103; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 503; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.044; V_Sum= 5.96102e+07; V_sdev= 35.5177; V_rms= 197.267; V_adev= 28.488; V_skew= -0.904211; V_kurt= 0.164364; V_minloc= 76797; V_maxloc= 508; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 508; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.681; V_Sum= 5.98059e+07; V_sdev= 33.7004; V_rms= 197.576; V_adev= 27.059; V_skew= -0.906794; V_kurt= 0.16117; V_minloc= 77397; V_maxloc= 504; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.385; V_Sum= 6.00223e+07; V_sdev= 34.1879; V_rms= 198.353; V_adev= 27.4213; V_skew= -0.920255; V_kurt= 0.192058; V_minloc= 77397; V_maxloc= 516; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 516; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.367; V_Sum= 6.27816e+07; V_sdev= 29.6642; V_rms= 206.509; V_adev= 23.7414; V_skew= -0.932116; V_kurt= 0.23246; V_minloc= 77397; V_maxloc= 507; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 507; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.737; V_Sum= 6.38169e+07; V_sdev= 26.8828; V_rms= 209.47; V_adev= 21.4922; V_skew= -0.936739; V_kurt= 0.250983; V_minloc= 77997; V_maxloc= 1701; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 501; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.471; V_Sum= 6.37352e+07; V_sdev= 27.1161; V_rms= 209.236; V_adev= 21.673; V_skew= -0.943866; V_kurt= 0.263235; V_minloc= 76797; V_maxloc= 490; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 490; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.177; V_Sum= 6.45664e+07; V_sdev= 26.256; V_rms= 211.811; V_adev= 20.9284; V_skew= -0.962567; V_kurt= 0.315813; V_minloc= 73197; V_maxloc= 501; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 501; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.212; V_Sum= 6.54987e+07; V_sdev= 22.916; V_rms= 214.44; V_adev= 18.245; V_skew= -0.967052; V_kurt= 0.332766; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.582; V_Sum= 6.80699e+07; V_sdev= 19.4571; V_rms= 222.434; V_adev= 15.4314; V_skew= -0.98739; V_kurt= 0.415567; V_minloc= 76797; V_maxloc= 500; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.993; V_Sum= 6.85035e+07; V_sdev= 18.5498; V_rms= 223.763; V_adev= 14.6807; V_skew= -0.994874; V_kurt= 0.446548; V_minloc= 77397; V_maxloc= 504; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.616; V_Sum= 6.83875e+07; V_sdev= 18.1544; V_rms= 223.355; V_adev= 14.3923; V_skew= -0.992699; V_kurt= 0.423049; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.053; V_Sum= 7.00579e+07; V_sdev= 15.6714; V_rms= 228.591; V_adev= 12.3809; V_skew= -1.01385; V_kurt= 0.517677; V_minloc= 77397; V_maxloc= 1101; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 501; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.012; V_Sum= 7.03525e+07; V_sdev= 14.3705; V_rms= 229.462; V_adev= 11.354; V_skew= -1.01462; V_kurt= 0.536201; V_minloc= 77397; V_maxloc= 1105; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 505; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.194; V_Sum= 7.04085e+07; V_sdev= 14.266; V_rms= 229.638; V_adev= 11.2619; V_skew= -1.02172; V_kurt= 0.555996; V_minloc= 77397; V_maxloc= 503; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 503; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.085; V_Sum= 7.12964e+07; V_sdev= 13.247; V_rms= 232.462; V_adev= 10.4254; V_skew= -1.03659; V_kurt= 0.639966; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.88; V_Sum= 7.1848e+07; V_sdev= 12.1674; V_rms= 234.196; V_adev= 9.56091; V_skew= -1.04418; V_kurt= 0.718169; V_minloc= 77397; V_maxloc= 484; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 484; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.914; V_Sum= 7.24728e+07; V_sdev= 10.9787; V_rms= 236.169; V_adev= 8.61705; V_skew= -1.05745; V_kurt= 0.84153; V_minloc= 72597; V_maxloc= 500; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.631; V_Sum= 7.2693e+07; V_sdev= 10.5818; V_rms= 236.867; V_adev= 8.31387; V_skew= -1.05158; V_kurt= 0.830699; V_minloc= 73197; V_maxloc= 498; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 498; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.928; V_Sum= 7.30915e+07; V_sdev= 9.7804; V_rms= 238.129; V_adev= 7.661; V_skew= -1.06279; V_kurt= 0.948821; V_minloc= 73197; V_maxloc= 588; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.347; V_Sum= 7.32202e+07; V_sdev= 9.51153; V_rms= 238.537; V_adev= 7.47945; V_skew= -1.04564; V_kurt= 0.897162; V_minloc= 71997; V_maxloc= 502; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.568; V_Sum= 7.35953e+07; V_sdev= 8.76867; V_rms= 239.728; V_adev= 6.88486; V_skew= -1.05136; V_kurt= 1.01889; V_minloc= 72597; V_maxloc= 571; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 571; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.112; V_Sum= 7.34551e+07; V_sdev= 8.99874; V_rms= 239.281; V_adev= 7.07114; V_skew= -1.03213; V_kurt= 0.852355; V_minloc= 72597; V_maxloc= 570; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.284; V_Sum= 7.44298e+07; V_sdev= 7.20477; V_rms= 242.392; V_adev= 5.65864; V_skew= -1.08801; V_kurt= 1.56925; V_minloc= 71997; V_maxloc= 570; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.667; V_Sum= 7.42401e+07; V_sdev= 7.53444; V_rms= 241.784; V_adev= 5.9197; V_skew= -1.04977; V_kurt= 1.13141; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.488; V_Sum= 7.44924e+07; V_sdev= 7.01298; V_rms= 242.59; V_adev= 5.51593; V_skew= -1.05397; V_kurt= 1.30599; V_minloc= 72597; V_maxloc= 569; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 569; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.577; V_Sum= 7.45197e+07; V_sdev= 6.91253; V_rms= 242.675; V_adev= 5.4406; V_skew= -1.02816; V_kurt= 1.1847; V_minloc= 73197; V_maxloc= 502; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Display;AppendImage currimage31 Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Button RecOri title="Record Ori Point",size={120,20},proc=RecOri Button rectippos title="Record Tip Position",size={170,20},proc=RecordTipPosition Button RecOri size={170,20} Button loadimage size={170,20} Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Cursor /I/A=1/P/S=2/C=(0,0,65535) B currimage 200,200 Cursor /I/A=1/P/S=2/C=(65535,0,0) A currimage 100,100 Cursor /I/A=1/P/H=0/S=2/C=(65535,0,0) A currimage 100,100 SetAxis/A MarqueeToTable() Cursor /I/A=1/P/S=1/C=(65535,0,0) A currimage 100,100 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; variable/G gLayer ShowTools/A arrow ShowTools/A line SetAxis/A variable/G gLayer, timestep SetVariable timestep title="Time Step",bodyWidth=60,value=timestep variable/G tracknum, imagenum ValDisplay valdisp0 title="imagenum",bodyWidth=60,value=imagenum ValDisplay valdisp1 title="tracnum",bodyWidth=60,value=tracknum ValDisplay valdisp1 title="tracknum" KillWaves W_YPoly0,W_XPoly0,W_YPoly1,W_XPoly1,W_YPoly2,W_XPoly2,W_YPoly3;DelayUpdate KillWaves W_XPoly3,W_YPoly4,W_XPoly4,W_YPoly5,W_XPoly5,W_YPoly6,W_XPoly6;DelayUpdate KillWaves W_YPoly7,W_XPoly7,W_YPoly8,W_XPoly8,W_YPoly9,W_XPoly9,W_YPoly10;DelayUpdate KillWaves W_XPoly10,W_YPoly11,W_XPoly11,W_YPoly12,W_XPoly12,W_YPoly13,W_XPoly13;DelayUpdate KillWaves W_YPoly14,W_XPoly14,W_YPoly15,W_XPoly15,W_YPoly16,W_XPoly16,W_YPoly17;DelayUpdate KillWaves W_XPoly17,W_YPoly18,W_XPoly18,W_YPoly19,W_XPoly19,W_YPoly20,W_XPoly20;DelayUpdate KillWaves W_YPoly21,W_XPoly21,W_YPoly22,W_XPoly22,W_YPoly23,W_XPoly23 Edit X_0_track_0 timestep = 4 Edit Elapsed_Time_0_track_0 Edit X_0_track_0 Edit Y_0_track_0 SetVariable contrast bodyWidth=50 SetVariable hbin bodyWidth=30 SetVariable vbin bodyWidth=30 SetVariable timestep bodyWidth=30 SetVariable timestep title="Time Step (sec)" SetVariable timestep size={150,18} SetVariable vbin size={150,18} Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 150.867; V_Sum= 4.63465e+07; V_sdev= 56.4192; V_rms= 161.072; V_adev= 47.2342; V_skew= -0.622929; V_kurt= -0.432982; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.613; V_Sum= 4.74972e+07; V_sdev= 54.7145; V_rms= 164.009; V_adev= 45.8053; V_skew= -0.63471; V_kurt= -0.424469; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.785; V_Sum= 4.90859e+07; V_sdev= 52.1223; V_rms= 168.071; V_adev= 43.6234; V_skew= -0.645056; V_kurt= -0.411812; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.439; V_Sum= 5.08229e+07; V_sdev= 49.8138; V_rms= 172.776; V_adev= 41.6366; V_skew= -0.65338; V_kurt= -0.393701; V_minloc= 116750; V_maxloc= 4728; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 178.881; V_Sum= 5.49522e+07; V_sdev= 41.5011; V_rms= 183.632; V_adev= 34.7009; V_skew= -0.659549; V_kurt= -0.393454; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.16; V_Sum= 5.62668e+07; V_sdev= 39.251; V_rms= 187.319; V_adev= 32.8043; V_skew= -0.670777; V_kurt= -0.379739; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.591; V_Sum= 5.85497e+07; V_sdev= 36.906; V_rms= 194.132; V_adev= 30.805; V_skew= -0.686316; V_kurt= -0.357014; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.298; V_Sum= 5.87666e+07; V_sdev= 35.0013; V_rms= 194.473; V_adev= 29.2464; V_skew= -0.688203; V_kurt= -0.363276; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.067; V_Sum= 5.9003e+07; V_sdev= 35.6273; V_rms= 195.344; V_adev= 29.7362; V_skew= -0.705577; V_kurt= -0.335419; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.598; V_Sum= 6.1931e+07; V_sdev= 31.0045; V_rms= 203.969; V_adev= 25.8293; V_skew= -0.717459; V_kurt= -0.309442; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.144; V_Sum= 6.30201e+07; V_sdev= 28.2017; V_rms= 207.073; V_adev= 23.5046; V_skew= -0.719033; V_kurt= -0.310917; V_minloc= 36561; V_maxloc= 3529; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.734; V_Sum= 6.28944e+07; V_sdev= 28.4809; V_rms= 206.706; V_adev= 23.7296; V_skew= -0.730209; V_kurt= -0.300238; V_minloc= 33564; V_maxloc= 4129; V_min= 127; V_max= 254; V_minRowLoc= 564; V_minColLoc= 55; V_maxRowLoc= 529; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.619; V_Sum= 6.37805e+07; V_sdev= 27.7129; V_rms= 209.46; V_adev= 23.0313; V_skew= -0.744248; V_kurt= -0.269744; V_minloc= 37163; V_maxloc= 2933; V_min= 131; V_max= 255; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 533; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.924; V_Sum= 6.47958e+07; V_sdev= 24.2313; V_rms= 212.311; V_adev= 20.122; V_skew= -0.749269; V_kurt= -0.26134; V_minloc= 36561; V_maxloc= 530; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.699; V_Sum= 6.74916e+07; V_sdev= 20.6364; V_rms= 220.666; V_adev= 17.1047; V_skew= -0.755675; V_kurt= -0.237205; V_minloc= 37161; V_maxloc= 1132; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.271; V_Sum= 6.79745e+07; V_sdev= 19.8166; V_rms= 222.157; V_adev= 16.3851; V_skew= -0.771676; V_kurt= -0.206394; V_minloc= 36561; V_maxloc= 1130; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.864; V_Sum= 6.78493e+07; V_sdev= 19.3457; V_rms= 221.709; V_adev= 15.9911; V_skew= -0.779287; V_kurt= -0.198376; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.635; V_Sum= 6.96222e+07; V_sdev= 16.6966; V_rms= 227.249; V_adev= 13.7623; V_skew= -0.792645; V_kurt= -0.16307; V_minloc= 30578; V_maxloc= 1730; V_min= 180; V_max= 255; V_minRowLoc= 578; V_minColLoc= 50; V_maxRowLoc= 530; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.704; V_Sum= 6.99506e+07; V_sdev= 15.3229; V_rms= 228.219; V_adev= 12.6207; V_skew= -0.791583; V_kurt= -0.158623; V_minloc= 30579; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.877; V_Sum= 7.00038e+07; V_sdev= 15.3029; V_rms= 228.39; V_adev= 12.581; V_skew= -0.810785; V_kurt= -0.123779; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.892; V_Sum= 7.09301e+07; V_sdev= 14.2756; V_rms= 231.333; V_adev= 11.7057; V_skew= -0.824485; V_kurt= -0.0928726; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.769; V_Sum= 7.15065e+07; V_sdev= 13.1777; V_rms= 233.141; V_adev= 10.7992; V_skew= -0.832075; V_kurt= -0.0794932; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.903; V_Sum= 7.21621e+07; V_sdev= 11.9002; V_rms= 235.204; V_adev= 9.73657; V_skew= -0.837326; V_kurt= -0.0599628; V_minloc= 29980; V_maxloc= 576; V_min= 201; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.67; V_Sum= 7.23977e+07; V_sdev= 11.4656; V_rms= 235.948; V_adev= 9.363; V_skew= -0.847426; V_kurt= -0.037624; V_minloc= 29959; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.041; V_Sum= 7.28191e+07; V_sdev= 10.6268; V_rms= 237.279; V_adev= 8.64747; V_skew= -0.855268; V_kurt= -0.00398345; V_minloc= 37161; V_maxloc= 1177; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 577; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.397; V_Sum= 7.29284e+07; V_sdev= 10.4102; V_rms= 237.625; V_adev= 8.47141; V_skew= -0.858949; V_kurt= 0.00670177; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.725; V_Sum= 7.33364e+07; V_sdev= 9.63308; V_rms= 238.92; V_adev= 7.83091; V_skew= -0.858391; V_kurt= 0.0119754; V_minloc= 30559; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 50; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.184; V_Sum= 7.31701e+07; V_sdev= 9.96698; V_rms= 238.392; V_adev= 8.08451; V_skew= -0.867213; V_kurt= 0.0262803; V_minloc= 33560; V_maxloc= 589; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 55; V_maxRowLoc= 589; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.698; V_Sum= 7.42497e+07; V_sdev= 7.86432; V_rms= 241.826; V_adev= 6.37135; V_skew= -0.857729; V_kurt= 0.0233322; V_minloc= 22789; V_maxloc= 570; V_min= 219; V_max= 255; V_minRowLoc= 589; V_minColLoc= 37; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.978; V_Sum= 7.40285e+07; V_sdev= 8.32388; V_rms= 241.122; V_adev= 6.73849; V_skew= -0.874175; V_kurt= 0.0451546; V_minloc= 28183; V_maxloc= 0; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.82; V_Sum= 7.42871e+07; V_sdev= 7.78036; V_rms= 241.945; V_adev= 6.2931; V_skew= -0.873947; V_kurt= 0.0617643; V_minloc= 29383; V_maxloc= 526; V_min= 219; V_max= 255; V_minRowLoc= 583; V_minColLoc= 48; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.923; V_Sum= 7.43187e+07; V_sdev= 7.73118; V_rms= 242.046; V_adev= 6.24848; V_skew= -0.869766; V_kurt= 0.0456556; V_minloc= 30549; V_maxloc= 517; V_min= 219; V_max= 255; V_minRowLoc= 549; V_minColLoc= 50; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; HideTools/A SetAxis/A ShowTools/A arrow tracknum=tracknum+1 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.641; V_Sum= 4.812e+07; V_sdev= 54.6717; V_rms= 165.908; V_adev= 44.0751; V_skew= -0.839751; V_kurt= 0.0494424; V_minloc= 99976; V_maxloc= 512; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 512; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 160.369; V_Sum= 4.92653e+07; V_sdev= 53.1722; V_rms= 168.954; V_adev= 42.9124; V_skew= -0.849751; V_kurt= 0.0529841; V_minloc= 99976; V_maxloc= 513; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 513; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.169; V_Sum= 5.07398e+07; V_sdev= 50.5354; V_rms= 172.727; V_adev= 40.7433; V_skew= -0.862726; V_kurt= 0.0785184; V_minloc= 29269; V_maxloc= 504; V_min= 20; V_max= 252; V_minRowLoc= 469; V_minColLoc= 48; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.459; V_Sum= 5.23649e+07; V_sdev= 48.3352; V_rms= 177.179; V_adev= 38.9444; V_skew= -0.866551; V_kurt= 0.0910071; V_minloc= 19039; V_maxloc= 510; V_min= 31; V_max= 254; V_minRowLoc= 439; V_minColLoc= 31; V_maxRowLoc= 510; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.055; V_Sum= 5.62345e+07; V_sdev= 40.2189; V_rms= 187.421; V_adev= 32.3722; V_skew= -0.874693; V_kurt= 0.10286; V_minloc= 19581; V_maxloc= 511; V_min= 67; V_max= 252; V_minRowLoc= 381; V_minColLoc= 32; V_maxRowLoc= 511; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.998; V_Sum= 5.74457e+07; V_sdev= 37.9683; V_rms= 190.813; V_adev= 30.5406; V_skew= -0.883279; V_kurt= 0.115349; V_minloc= 35963; V_maxloc= 1103; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 503; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.044; V_Sum= 5.96102e+07; V_sdev= 35.5177; V_rms= 197.267; V_adev= 28.488; V_skew= -0.904211; V_kurt= 0.164364; V_minloc= 76797; V_maxloc= 508; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 508; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.681; V_Sum= 5.98059e+07; V_sdev= 33.7004; V_rms= 197.576; V_adev= 27.059; V_skew= -0.906794; V_kurt= 0.16117; V_minloc= 77397; V_maxloc= 504; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.385; V_Sum= 6.00223e+07; V_sdev= 34.1879; V_rms= 198.353; V_adev= 27.4213; V_skew= -0.920255; V_kurt= 0.192058; V_minloc= 77397; V_maxloc= 516; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 516; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.367; V_Sum= 6.27816e+07; V_sdev= 29.6642; V_rms= 206.509; V_adev= 23.7414; V_skew= -0.932116; V_kurt= 0.23246; V_minloc= 77397; V_maxloc= 507; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 507; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.737; V_Sum= 6.38169e+07; V_sdev= 26.8828; V_rms= 209.47; V_adev= 21.4922; V_skew= -0.936739; V_kurt= 0.250983; V_minloc= 77997; V_maxloc= 1701; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 501; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.471; V_Sum= 6.37352e+07; V_sdev= 27.1161; V_rms= 209.236; V_adev= 21.673; V_skew= -0.943866; V_kurt= 0.263235; V_minloc= 76797; V_maxloc= 490; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 490; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.177; V_Sum= 6.45664e+07; V_sdev= 26.256; V_rms= 211.811; V_adev= 20.9284; V_skew= -0.962567; V_kurt= 0.315813; V_minloc= 73197; V_maxloc= 501; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 501; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.212; V_Sum= 6.54987e+07; V_sdev= 22.916; V_rms= 214.44; V_adev= 18.245; V_skew= -0.967052; V_kurt= 0.332766; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.582; V_Sum= 6.80699e+07; V_sdev= 19.4571; V_rms= 222.434; V_adev= 15.4314; V_skew= -0.98739; V_kurt= 0.415567; V_minloc= 76797; V_maxloc= 500; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.993; V_Sum= 6.85035e+07; V_sdev= 18.5498; V_rms= 223.763; V_adev= 14.6807; V_skew= -0.994874; V_kurt= 0.446548; V_minloc= 77397; V_maxloc= 504; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.616; V_Sum= 6.83875e+07; V_sdev= 18.1544; V_rms= 223.355; V_adev= 14.3923; V_skew= -0.992699; V_kurt= 0.423049; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.053; V_Sum= 7.00579e+07; V_sdev= 15.6714; V_rms= 228.591; V_adev= 12.3809; V_skew= -1.01385; V_kurt= 0.517677; V_minloc= 77397; V_maxloc= 1101; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 501; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.012; V_Sum= 7.03525e+07; V_sdev= 14.3705; V_rms= 229.462; V_adev= 11.354; V_skew= -1.01462; V_kurt= 0.536201; V_minloc= 77397; V_maxloc= 1105; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 505; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.194; V_Sum= 7.04085e+07; V_sdev= 14.266; V_rms= 229.638; V_adev= 11.2619; V_skew= -1.02172; V_kurt= 0.555996; V_minloc= 77397; V_maxloc= 503; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 503; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.085; V_Sum= 7.12964e+07; V_sdev= 13.247; V_rms= 232.462; V_adev= 10.4254; V_skew= -1.03659; V_kurt= 0.639966; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.88; V_Sum= 7.1848e+07; V_sdev= 12.1674; V_rms= 234.196; V_adev= 9.56091; V_skew= -1.04418; V_kurt= 0.718169; V_minloc= 77397; V_maxloc= 484; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 484; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.914; V_Sum= 7.24728e+07; V_sdev= 10.9787; V_rms= 236.169; V_adev= 8.61705; V_skew= -1.05745; V_kurt= 0.84153; V_minloc= 72597; V_maxloc= 500; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.631; V_Sum= 7.2693e+07; V_sdev= 10.5818; V_rms= 236.867; V_adev= 8.31387; V_skew= -1.05158; V_kurt= 0.830699; V_minloc= 73197; V_maxloc= 498; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 498; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.928; V_Sum= 7.30915e+07; V_sdev= 9.7804; V_rms= 238.129; V_adev= 7.661; V_skew= -1.06279; V_kurt= 0.948821; V_minloc= 73197; V_maxloc= 588; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.347; V_Sum= 7.32202e+07; V_sdev= 9.51153; V_rms= 238.537; V_adev= 7.47945; V_skew= -1.04564; V_kurt= 0.897162; V_minloc= 71997; V_maxloc= 502; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.568; V_Sum= 7.35953e+07; V_sdev= 8.76867; V_rms= 239.728; V_adev= 6.88486; V_skew= -1.05136; V_kurt= 1.01889; V_minloc= 72597; V_maxloc= 571; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 571; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.112; V_Sum= 7.34551e+07; V_sdev= 8.99874; V_rms= 239.281; V_adev= 7.07114; V_skew= -1.03213; V_kurt= 0.852355; V_minloc= 72597; V_maxloc= 570; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.284; V_Sum= 7.44298e+07; V_sdev= 7.20477; V_rms= 242.392; V_adev= 5.65864; V_skew= -1.08801; V_kurt= 1.56925; V_minloc= 71997; V_maxloc= 570; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.667; V_Sum= 7.42401e+07; V_sdev= 7.53444; V_rms= 241.784; V_adev= 5.9197; V_skew= -1.04977; V_kurt= 1.13141; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.488; V_Sum= 7.44924e+07; V_sdev= 7.01298; V_rms= 242.59; V_adev= 5.51593; V_skew= -1.05397; V_kurt= 1.30599; V_minloc= 72597; V_maxloc= 569; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 569; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.577; V_Sum= 7.45197e+07; V_sdev= 6.91253; V_rms= 242.675; V_adev= 5.4406; V_skew= -1.02816; V_kurt= 1.1847; V_minloc= 73197; V_maxloc= 502; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.641; V_Sum= 4.812e+07; V_sdev= 54.6717; V_rms= 165.908; V_adev= 44.0751; V_skew= -0.839751; V_kurt= 0.0494424; V_minloc= 99976; V_maxloc= 512; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 512; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 160.369; V_Sum= 4.92653e+07; V_sdev= 53.1722; V_rms= 168.954; V_adev= 42.9124; V_skew= -0.849751; V_kurt= 0.0529841; V_minloc= 99976; V_maxloc= 513; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 513; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.169; V_Sum= 5.07398e+07; V_sdev= 50.5354; V_rms= 172.727; V_adev= 40.7433; V_skew= -0.862726; V_kurt= 0.0785184; V_minloc= 29269; V_maxloc= 504; V_min= 20; V_max= 252; V_minRowLoc= 469; V_minColLoc= 48; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.459; V_Sum= 5.23649e+07; V_sdev= 48.3352; V_rms= 177.179; V_adev= 38.9444; V_skew= -0.866551; V_kurt= 0.0910071; V_minloc= 19039; V_maxloc= 510; V_min= 31; V_max= 254; V_minRowLoc= 439; V_minColLoc= 31; V_maxRowLoc= 510; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.055; V_Sum= 5.62345e+07; V_sdev= 40.2189; V_rms= 187.421; V_adev= 32.3722; V_skew= -0.874693; V_kurt= 0.10286; V_minloc= 19581; V_maxloc= 511; V_min= 67; V_max= 252; V_minRowLoc= 381; V_minColLoc= 32; V_maxRowLoc= 511; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.998; V_Sum= 5.74457e+07; V_sdev= 37.9683; V_rms= 190.813; V_adev= 30.5406; V_skew= -0.883279; V_kurt= 0.115349; V_minloc= 35963; V_maxloc= 1103; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 503; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.044; V_Sum= 5.96102e+07; V_sdev= 35.5177; V_rms= 197.267; V_adev= 28.488; V_skew= -0.904211; V_kurt= 0.164364; V_minloc= 76797; V_maxloc= 508; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 508; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 194.681; V_Sum= 5.98059e+07; V_sdev= 33.7004; V_rms= 197.576; V_adev= 27.059; V_skew= -0.906794; V_kurt= 0.16117; V_minloc= 77397; V_maxloc= 504; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.385; V_Sum= 6.00223e+07; V_sdev= 34.1879; V_rms= 198.353; V_adev= 27.4213; V_skew= -0.920255; V_kurt= 0.192058; V_minloc= 77397; V_maxloc= 516; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 516; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.367; V_Sum= 6.27816e+07; V_sdev= 29.6642; V_rms= 206.509; V_adev= 23.7414; V_skew= -0.932116; V_kurt= 0.23246; V_minloc= 77397; V_maxloc= 507; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 507; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.737; V_Sum= 6.38169e+07; V_sdev= 26.8828; V_rms= 209.47; V_adev= 21.4922; V_skew= -0.936739; V_kurt= 0.250983; V_minloc= 77997; V_maxloc= 1701; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 501; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.471; V_Sum= 6.37352e+07; V_sdev= 27.1161; V_rms= 209.236; V_adev= 21.673; V_skew= -0.943866; V_kurt= 0.263235; V_minloc= 76797; V_maxloc= 490; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 490; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.177; V_Sum= 6.45664e+07; V_sdev= 26.256; V_rms= 211.811; V_adev= 20.9284; V_skew= -0.962567; V_kurt= 0.315813; V_minloc= 73197; V_maxloc= 501; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 501; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.212; V_Sum= 6.54987e+07; V_sdev= 22.916; V_rms= 214.44; V_adev= 18.245; V_skew= -0.967052; V_kurt= 0.332766; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.582; V_Sum= 6.80699e+07; V_sdev= 19.4571; V_rms= 222.434; V_adev= 15.4314; V_skew= -0.98739; V_kurt= 0.415567; V_minloc= 76797; V_maxloc= 500; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.993; V_Sum= 6.85035e+07; V_sdev= 18.5498; V_rms= 223.763; V_adev= 14.6807; V_skew= -0.994874; V_kurt= 0.446548; V_minloc= 77397; V_maxloc= 504; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.616; V_Sum= 6.83875e+07; V_sdev= 18.1544; V_rms= 223.355; V_adev= 14.3923; V_skew= -0.992699; V_kurt= 0.423049; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.053; V_Sum= 7.00579e+07; V_sdev= 15.6714; V_rms= 228.591; V_adev= 12.3809; V_skew= -1.01385; V_kurt= 0.517677; V_minloc= 77397; V_maxloc= 1101; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 501; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.012; V_Sum= 7.03525e+07; V_sdev= 14.3705; V_rms= 229.462; V_adev= 11.354; V_skew= -1.01462; V_kurt= 0.536201; V_minloc= 77397; V_maxloc= 1105; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 505; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.194; V_Sum= 7.04085e+07; V_sdev= 14.266; V_rms= 229.638; V_adev= 11.2619; V_skew= -1.02172; V_kurt= 0.555996; V_minloc= 77397; V_maxloc= 503; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 503; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.085; V_Sum= 7.12964e+07; V_sdev= 13.247; V_rms= 232.462; V_adev= 10.4254; V_skew= -1.03659; V_kurt= 0.639966; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.88; V_Sum= 7.1848e+07; V_sdev= 12.1674; V_rms= 234.196; V_adev= 9.56091; V_skew= -1.04418; V_kurt= 0.718169; V_minloc= 77397; V_maxloc= 484; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 484; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.914; V_Sum= 7.24728e+07; V_sdev= 10.9787; V_rms= 236.169; V_adev= 8.61705; V_skew= -1.05745; V_kurt= 0.84153; V_minloc= 72597; V_maxloc= 500; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.631; V_Sum= 7.2693e+07; V_sdev= 10.5818; V_rms= 236.867; V_adev= 8.31387; V_skew= -1.05158; V_kurt= 0.830699; V_minloc= 73197; V_maxloc= 498; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 498; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.928; V_Sum= 7.30915e+07; V_sdev= 9.7804; V_rms= 238.129; V_adev= 7.661; V_skew= -1.06279; V_kurt= 0.948821; V_minloc= 73197; V_maxloc= 588; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.347; V_Sum= 7.32202e+07; V_sdev= 9.51153; V_rms= 238.537; V_adev= 7.47945; V_skew= -1.04564; V_kurt= 0.897162; V_minloc= 71997; V_maxloc= 502; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.568; V_Sum= 7.35953e+07; V_sdev= 8.76867; V_rms= 239.728; V_adev= 6.88486; V_skew= -1.05136; V_kurt= 1.01889; V_minloc= 72597; V_maxloc= 571; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 571; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.112; V_Sum= 7.34551e+07; V_sdev= 8.99874; V_rms= 239.281; V_adev= 7.07114; V_skew= -1.03213; V_kurt= 0.852355; V_minloc= 72597; V_maxloc= 570; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.284; V_Sum= 7.44298e+07; V_sdev= 7.20477; V_rms= 242.392; V_adev= 5.65864; V_skew= -1.08801; V_kurt= 1.56925; V_minloc= 71997; V_maxloc= 570; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.667; V_Sum= 7.42401e+07; V_sdev= 7.53444; V_rms= 241.784; V_adev= 5.9197; V_skew= -1.04977; V_kurt= 1.13141; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.488; V_Sum= 7.44924e+07; V_sdev= 7.01298; V_rms= 242.59; V_adev= 5.51593; V_skew= -1.05397; V_kurt= 1.30599; V_minloc= 72597; V_maxloc= 569; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 569; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.577; V_Sum= 7.45197e+07; V_sdev= 6.91253; V_rms= 242.675; V_adev= 5.4406; V_skew= -1.02816; V_kurt= 1.1847; V_minloc= 73197; V_maxloc= 502; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.356; V_Sum= 5.32551e+07; V_sdev= 56.8356; V_rms= 182.435; V_adev= 46.3499; V_skew= -1.08059; V_kurt= 0.281943; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.53; V_Sum= 5.42299e+07; V_sdev= 54.9683; V_rms= 184.89; V_adev= 44.7951; V_skew= -1.09356; V_kurt= 0.308527; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.878; V_Sum= 5.55657e+07; V_sdev= 51.8215; V_rms= 188.155; V_adev= 42.2202; V_skew= -1.09829; V_kurt= 0.322581; V_minloc= 94778; V_maxloc= 1185; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 585; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.54; V_Sum= 5.6998e+07; V_sdev= 49.3633; V_rms= 191.995; V_adev= 40.1678; V_skew= -1.10985; V_kurt= 0.347181; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.44; V_Sum= 6.00391e+07; V_sdev= 41.1775; V_rms= 199.731; V_adev= 33.5096; V_skew= -1.10947; V_kurt= 0.337863; V_minloc= 117950; V_maxloc= 1180; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 580; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.916; V_Sum= 6.11069e+07; V_sdev= 38.6192; V_rms= 202.63; V_adev= 31.4507; V_skew= -1.11312; V_kurt= 0.346947; V_minloc= 35364; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.021; V_Sum= 6.29825e+07; V_sdev= 36.0181; V_rms= 208.161; V_adev= 29.2798; V_skew= -1.12963; V_kurt= 0.382102; V_minloc= 76797; V_maxloc= 582; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.306; V_Sum= 6.30699e+07; V_sdev= 34.0218; V_rms= 208.105; V_adev= 27.7474; V_skew= -1.11555; V_kurt= 0.342648; V_minloc= 77397; V_maxloc= 4816; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.302; V_Sum= 6.33758e+07; V_sdev= 34.1222; V_rms= 209.104; V_adev= 27.8248; V_skew= -1.12241; V_kurt= 0.358635; V_minloc= 77397; V_maxloc= 171620; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.528; V_Sum= 6.55958e+07; V_sdev= 29.6795; V_rms= 215.581; V_adev= 24.2412; V_skew= -1.11766; V_kurt= 0.333516; V_minloc= 77397; V_maxloc= 581; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 581; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.081; V_Sum= 6.638e+07; V_sdev= 26.8969; V_rms= 217.748; V_adev= 22.0042; V_skew= -1.1132; V_kurt= 0.323409; V_minloc= 77997; V_maxloc= 168635; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.158; V_Sum= 6.64038e+07; V_sdev= 26.7966; V_rms= 217.813; V_adev= 21.9107; V_skew= -1.11566; V_kurt= 0.333892; V_minloc= 76797; V_maxloc= 176436; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.729; V_Sum= 6.71935e+07; V_sdev= 25.7615; V_rms= 220.241; V_adev= 21.0495; V_skew= -1.1267; V_kurt= 0.359292; V_minloc= 73197; V_maxloc= 582; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 582; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.693; V_Sum= 6.77968e+07; V_sdev= 22.6934; V_rms= 221.856; V_adev= 18.5975; V_skew= -1.11051; V_kurt= 0.309982; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.493; V_Sum= 6.98859e+07; V_sdev= 19.381; V_rms= 228.317; V_adev= 15.8576; V_skew= -1.12195; V_kurt= 0.365675; V_minloc= 76797; V_maxloc= 1187; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 587; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.683; V_Sum= 7.02513e+07; V_sdev= 18.5053; V_rms= 229.43; V_adev= 15.1456; V_skew= -1.12392; V_kurt= 0.368434; V_minloc= 77397; V_maxloc= 131461; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 61; V_maxColLoc= 219; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.394; V_Sum= 7.01627e+07; V_sdev= 17.9291; V_rms= 229.097; V_adev= 14.6896; V_skew= -1.11831; V_kurt= 0.347489; V_minloc= 77397; V_maxloc= 588; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.731; V_Sum= 7.14951e+07; V_sdev= 15.5937; V_rms= 233.253; V_adev= 12.7661; V_skew= -1.12961; V_kurt= 0.413743; V_minloc= 77397; V_maxloc= 33630; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.384; V_Sum= 7.16956e+07; V_sdev= 14.3307; V_rms= 233.824; V_adev= 11.7465; V_skew= -1.1252; V_kurt= 0.417436; V_minloc= 77397; V_maxloc= 3621; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.695; V_Sum= 7.1791e+07; V_sdev= 14.0876; V_rms= 234.119; V_adev= 11.5384; V_skew= -1.12669; V_kurt= 0.432518; V_minloc= 77397; V_maxloc= 23421; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.162; V_Sum= 7.25489e+07; V_sdev= 13.1141; V_rms= 236.526; V_adev= 10.7258; V_skew= -1.14154; V_kurt= 0.51306; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.619; V_Sum= 7.29964e+07; V_sdev= 12.0244; V_rms= 237.923; V_adev= 9.82729; V_skew= -1.15047; V_kurt= 0.602307; V_minloc= 77397; V_maxloc= 583; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 583; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.186; V_Sum= 7.3478e+07; V_sdev= 10.907; V_rms= 239.435; V_adev= 8.9087; V_skew= -1.15707; V_kurt= 0.703697; V_minloc= 72597; V_maxloc= 576; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.871; V_Sum= 7.36885e+07; V_sdev= 10.4104; V_rms= 240.097; V_adev= 8.48717; V_skew= -1.16404; V_kurt= 0.747095; V_minloc= 73197; V_maxloc= 601; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.877; V_Sum= 7.39974e+07; V_sdev= 9.68861; V_rms= 241.072; V_adev= 7.90096; V_skew= -1.17206; V_kurt= 0.839973; V_minloc= 73197; V_maxloc= 6000; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.275; V_Sum= 7.41196e+07; V_sdev= 9.35159; V_rms= 241.456; V_adev= 7.6401; V_skew= -1.16152; V_kurt= 0.80334; V_minloc= 71997; V_maxloc= 624; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.215; V_Sum= 7.44084e+07; V_sdev= 8.68295; V_rms= 242.37; V_adev= 7.08616; V_skew= -1.16798; V_kurt= 0.919493; V_minloc= 72597; V_maxloc= 4200; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.978; V_Sum= 7.43355e+07; V_sdev= 8.76523; V_rms= 242.136; V_adev= 7.14635; V_skew= -1.15311; V_kurt= 0.784416; V_minloc= 72597; V_maxloc= 615; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.391; V_Sum= 7.50768e+07; V_sdev= 7.19097; V_rms= 244.496; V_adev= 5.85738; V_skew= -1.21724; V_kurt= 1.55743; V_minloc= 71997; V_maxloc= 3137; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.977; V_Sum= 7.49497e+07; V_sdev= 7.39158; V_rms= 244.089; V_adev= 6.01486; V_skew= -1.18005; V_kurt= 1.12846; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.653; V_Sum= 7.51573e+07; V_sdev= 6.89774; V_rms= 244.75; V_adev= 5.62585; V_skew= -1.18671; V_kurt= 1.31725; V_minloc= 72597; V_maxloc= 3600; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.791; V_Sum= 7.51999e+07; V_sdev= 6.7467; V_rms= 244.884; V_adev= 5.50592; V_skew= -1.16853; V_kurt= 1.20977; V_minloc= 73197; V_maxloc= 1200; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.028; V_Sum= 5.16182e+07; V_sdev= 60.2464; V_rms= 178.502; V_adev= 50.7089; V_skew= -0.90723; V_kurt= -0.197135; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.371; V_Sum= 5.26451e+07; V_sdev= 58.3406; V_rms= 181.029; V_adev= 49.029; V_skew= -0.919601; V_kurt= -0.175276; V_minloc= 77931; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.674; V_Sum= 5.3967e+07; V_sdev= 55.5231; V_rms= 184.239; V_adev= 46.646; V_skew= -0.927742; V_kurt= -0.163103; V_minloc= 116150; V_maxloc= 195023; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 180.841; V_Sum= 5.55542e+07; V_sdev= 52.827; V_rms= 188.398; V_adev= 44.2559; V_skew= -0.946179; V_kurt= -0.113468; V_minloc= 116750; V_maxloc= 183661; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.658; V_Sum= 5.88773e+07; V_sdev= 44.0223; V_rms= 196.649; V_adev= 36.8395; V_skew= -0.95418; V_kurt= -0.102367; V_minloc= 18981; V_maxloc= 5325; V_min= 68; V_max= 252; V_minRowLoc= 381; V_minColLoc= 31; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.329; V_Sum= 6.0005e+07; V_sdev= 41.5865; V_rms= 199.707; V_adev= 34.783; V_skew= -0.965001; V_kurt= -0.0822601; V_minloc= 98176; V_maxloc= 41476; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.859; V_Sum= 6.20112e+07; V_sdev= 38.8408; V_rms= 205.562; V_adev= 32.3544; V_skew= -0.991936; V_kurt= -0.0183335; V_minloc= 29980; V_maxloc= 2326; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.143; V_Sum= 6.20983e+07; V_sdev= 36.8142; V_rms= 205.468; V_adev= 30.6979; V_skew= -0.991095; V_kurt= -0.0277317; V_minloc= 29381; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.076; V_Sum= 6.23849e+07; V_sdev= 37.2757; V_rms= 206.468; V_adev= 31.0184; V_skew= -1.00739; V_kurt= 0.0030738; V_minloc= 117350; V_maxloc= 171620; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.955; V_Sum= 6.48054e+07; V_sdev= 32.3567; V_rms= 213.422; V_adev= 26.8949; V_skew= -1.01108; V_kurt= 0.013356; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.725; V_Sum= 6.56564e+07; V_sdev= 29.3192; V_rms= 215.727; V_adev= 24.3542; V_skew= -1.01739; V_kurt= 0.0263521; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.621; V_Sum= 6.56243e+07; V_sdev= 29.5312; V_rms= 215.652; V_adev= 24.4746; V_skew= -1.03343; V_kurt= 0.0577659; V_minloc= 35363; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.258; V_Sum= 6.64343e+07; V_sdev= 28.5041; V_rms= 218.128; V_adev= 23.5595; V_skew= -1.04984; V_kurt= 0.0948491; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.541; V_Sum= 6.71358e+07; V_sdev= 24.9041; V_rms= 219.955; V_adev= 20.6138; V_skew= -1.04163; V_kurt= 0.0648265; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.895; V_Sum= 6.9395e+07; V_sdev= 21.1949; V_rms= 226.887; V_adev= 17.5274; V_skew= -1.04307; V_kurt= 0.0648958; V_minloc= 37161; V_maxloc= 34801; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 1; V_maxColLoc= 58; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.206; V_Sum= 6.97978e+07; V_sdev= 20.2215; V_rms= 228.104; V_adev= 16.7304; V_skew= -1.04587; V_kurt= 0.0598578; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.799; V_Sum= 6.96727e+07; V_sdev= 19.6996; V_rms= 227.653; V_adev= 16.2945; V_skew= -1.04579; V_kurt= 0.0511258; V_minloc= 37160; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.574; V_Sum= 7.11396e+07; V_sdev= 17.0486; V_rms= 232.201; V_adev= 14.0941; V_skew= -1.04817; V_kurt= 0.050187; V_minloc= 35963; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.266; V_Sum= 7.13521e+07; V_sdev= 15.6098; V_rms= 232.79; V_adev= 12.8999; V_skew= -1.0487; V_kurt= 0.0494376; V_minloc= 35361; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.552; V_Sum= 7.14399e+07; V_sdev= 15.4464; V_rms= 233.064; V_adev= 12.7548; V_skew= -1.05628; V_kurt= 0.0704474; V_minloc= 35963; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.16; V_Sum= 7.22412e+07; V_sdev= 14.3428; V_rms= 235.597; V_adev= 11.8261; V_skew= -1.06224; V_kurt= 0.0853563; V_minloc= 34767; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 567; V_minColLoc= 57; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.715; V_Sum= 7.27189e+07; V_sdev= 13.1725; V_rms= 237.082; V_adev= 10.8624; V_skew= -1.0639; V_kurt= 0.0795686; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.452; V_Sum= 7.32525e+07; V_sdev= 11.8678; V_rms= 238.747; V_adev= 9.78007; V_skew= -1.06232; V_kurt= 0.0749667; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.086; V_Sum= 7.34471e+07; V_sdev= 11.4271; V_rms= 239.359; V_adev= 9.40597; V_skew= -1.06338; V_kurt= 0.0686568; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.204; V_Sum= 7.37906e+07; V_sdev= 10.579; V_rms= 240.437; V_adev= 8.69964; V_skew= -1.06388; V_kurt= 0.0732877; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.579; V_Sum= 7.39058e+07; V_sdev= 10.2941; V_rms= 240.799; V_adev= 8.4678; V_skew= -1.06099; V_kurt= 0.060824; V_minloc= 35362; V_maxloc= 0; V_min= 208; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.621; V_Sum= 7.42261e+07; V_sdev= 9.51474; V_rms= 241.809; V_adev= 7.83092; V_skew= -1.05991; V_kurt= 0.0530685; V_minloc= 35960; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.273; V_Sum= 7.41191e+07; V_sdev= 9.72385; V_rms= 241.469; V_adev= 8.00585; V_skew= -1.04959; V_kurt= 0.0229088; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.936; V_Sum= 7.49372e+07; V_sdev= 7.83486; V_rms= 244.062; V_adev= 6.45145; V_skew= -1.03368; V_kurt= -0.0262482; V_minloc= 34761; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 8.14019; V_rms= 243.582; V_adev= 6.71381; V_skew= -1.03853; V_kurt= -0.0169327; V_minloc= 34761; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.157; V_Sum= 7.50052e+07; V_sdev= 7.62729; V_rms= 244.277; V_adev= 6.28557; V_skew= -1.03222; V_kurt= -0.0339499; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 244.284; V_Sum= 7.5044e+07; V_sdev= 7.49665; V_rms= 244.399; V_adev= 6.18122; V_skew= -1.03218; V_kurt= -0.0321438; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 150.867; V_Sum= 4.63465e+07; V_sdev= 56.4192; V_rms= 161.072; V_adev= 47.2342; V_skew= -0.622929; V_kurt= -0.432982; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.613; V_Sum= 4.74972e+07; V_sdev= 54.7145; V_rms= 164.009; V_adev= 45.8053; V_skew= -0.63471; V_kurt= -0.424469; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.785; V_Sum= 4.90859e+07; V_sdev= 52.1223; V_rms= 168.071; V_adev= 43.6234; V_skew= -0.645056; V_kurt= -0.411812; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.439; V_Sum= 5.08229e+07; V_sdev= 49.8138; V_rms= 172.776; V_adev= 41.6366; V_skew= -0.65338; V_kurt= -0.393701; V_minloc= 116750; V_maxloc= 4728; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 178.881; V_Sum= 5.49522e+07; V_sdev= 41.5011; V_rms= 183.632; V_adev= 34.7009; V_skew= -0.659549; V_kurt= -0.393454; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.16; V_Sum= 5.62668e+07; V_sdev= 39.251; V_rms= 187.319; V_adev= 32.8043; V_skew= -0.670777; V_kurt= -0.379739; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.591; V_Sum= 5.85497e+07; V_sdev= 36.906; V_rms= 194.132; V_adev= 30.805; V_skew= -0.686316; V_kurt= -0.357014; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.298; V_Sum= 5.87666e+07; V_sdev= 35.0013; V_rms= 194.473; V_adev= 29.2464; V_skew= -0.688203; V_kurt= -0.363276; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.067; V_Sum= 5.9003e+07; V_sdev= 35.6273; V_rms= 195.344; V_adev= 29.7362; V_skew= -0.705577; V_kurt= -0.335419; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 201.598; V_Sum= 6.1931e+07; V_sdev= 31.0045; V_rms= 203.969; V_adev= 25.8293; V_skew= -0.717459; V_kurt= -0.309442; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 205.144; V_Sum= 6.30201e+07; V_sdev= 28.2017; V_rms= 207.073; V_adev= 23.5046; V_skew= -0.719033; V_kurt= -0.310917; V_minloc= 36561; V_maxloc= 3529; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.734; V_Sum= 6.28944e+07; V_sdev= 28.4809; V_rms= 206.706; V_adev= 23.7296; V_skew= -0.730209; V_kurt= -0.300238; V_minloc= 33564; V_maxloc= 4129; V_min= 127; V_max= 254; V_minRowLoc= 564; V_minColLoc= 55; V_maxRowLoc= 529; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.619; V_Sum= 6.37805e+07; V_sdev= 27.7129; V_rms= 209.46; V_adev= 23.0313; V_skew= -0.744248; V_kurt= -0.269744; V_minloc= 37163; V_maxloc= 2933; V_min= 131; V_max= 255; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 533; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.924; V_Sum= 6.47958e+07; V_sdev= 24.2313; V_rms= 212.311; V_adev= 20.122; V_skew= -0.749269; V_kurt= -0.26134; V_minloc= 36561; V_maxloc= 530; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.699; V_Sum= 6.74916e+07; V_sdev= 20.6364; V_rms= 220.666; V_adev= 17.1047; V_skew= -0.755675; V_kurt= -0.237205; V_minloc= 37161; V_maxloc= 1132; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.271; V_Sum= 6.79745e+07; V_sdev= 19.8166; V_rms= 222.157; V_adev= 16.3851; V_skew= -0.771676; V_kurt= -0.206394; V_minloc= 36561; V_maxloc= 1130; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.864; V_Sum= 6.78493e+07; V_sdev= 19.3457; V_rms= 221.709; V_adev= 15.9911; V_skew= -0.779287; V_kurt= -0.198376; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.635; V_Sum= 6.96222e+07; V_sdev= 16.6966; V_rms= 227.249; V_adev= 13.7623; V_skew= -0.792645; V_kurt= -0.16307; V_minloc= 30578; V_maxloc= 1730; V_min= 180; V_max= 255; V_minRowLoc= 578; V_minColLoc= 50; V_maxRowLoc= 530; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.704; V_Sum= 6.99506e+07; V_sdev= 15.3229; V_rms= 228.219; V_adev= 12.6207; V_skew= -0.791583; V_kurt= -0.158623; V_minloc= 30579; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.877; V_Sum= 7.00038e+07; V_sdev= 15.3029; V_rms= 228.39; V_adev= 12.581; V_skew= -0.810785; V_kurt= -0.123779; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.892; V_Sum= 7.09301e+07; V_sdev= 14.2756; V_rms= 231.333; V_adev= 11.7057; V_skew= -0.824485; V_kurt= -0.0928726; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.769; V_Sum= 7.15065e+07; V_sdev= 13.1777; V_rms= 233.141; V_adev= 10.7992; V_skew= -0.832075; V_kurt= -0.0794932; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.903; V_Sum= 7.21621e+07; V_sdev= 11.9002; V_rms= 235.204; V_adev= 9.73657; V_skew= -0.837326; V_kurt= -0.0599628; V_minloc= 29980; V_maxloc= 576; V_min= 201; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.67; V_Sum= 7.23977e+07; V_sdev= 11.4656; V_rms= 235.948; V_adev= 9.363; V_skew= -0.847426; V_kurt= -0.037624; V_minloc= 29959; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.041; V_Sum= 7.28191e+07; V_sdev= 10.6268; V_rms= 237.279; V_adev= 8.64747; V_skew= -0.855268; V_kurt= -0.00398345; V_minloc= 37161; V_maxloc= 1177; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 577; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.397; V_Sum= 7.29284e+07; V_sdev= 10.4102; V_rms= 237.625; V_adev= 8.47141; V_skew= -0.858949; V_kurt= 0.00670177; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.725; V_Sum= 7.33364e+07; V_sdev= 9.63308; V_rms= 238.92; V_adev= 7.83091; V_skew= -0.858391; V_kurt= 0.0119754; V_minloc= 30559; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 50; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.184; V_Sum= 7.31701e+07; V_sdev= 9.96698; V_rms= 238.392; V_adev= 8.08451; V_skew= -0.867213; V_kurt= 0.0262803; V_minloc= 33560; V_maxloc= 589; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 55; V_maxRowLoc= 589; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.698; V_Sum= 7.42497e+07; V_sdev= 7.86432; V_rms= 241.826; V_adev= 6.37135; V_skew= -0.857729; V_kurt= 0.0233322; V_minloc= 22789; V_maxloc= 570; V_min= 219; V_max= 255; V_minRowLoc= 589; V_minColLoc= 37; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.978; V_Sum= 7.40285e+07; V_sdev= 8.32388; V_rms= 241.122; V_adev= 6.73849; V_skew= -0.874175; V_kurt= 0.0451546; V_minloc= 28183; V_maxloc= 0; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.82; V_Sum= 7.42871e+07; V_sdev= 7.78036; V_rms= 241.945; V_adev= 6.2931; V_skew= -0.873947; V_kurt= 0.0617643; V_minloc= 29383; V_maxloc= 526; V_min= 219; V_max= 255; V_minRowLoc= 583; V_minColLoc= 48; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.923; V_Sum= 7.43187e+07; V_sdev= 7.73118; V_rms= 242.046; V_adev= 6.24848; V_skew= -0.869766; V_kurt= 0.0456556; V_minloc= 30549; V_maxloc= 517; V_min= 219; V_max= 255; V_minRowLoc= 549; V_minColLoc= 50; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.129; V_Sum= 5.68718e+07; V_sdev= 61.9683; V_rms= 195.225; V_adev= 52.3436; V_skew= -1.05524; V_kurt= -0.233574; V_minloc= 99976; V_maxloc= 158428; V_min= 1; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.334; V_Sum= 5.78563e+07; V_sdev= 59.5398; V_rms= 197.522; V_adev= 50.3306; V_skew= -1.05637; V_kurt= -0.240239; V_minloc= 99976; V_maxloc= 122404; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 4; V_maxColLoc= 204; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.942; V_Sum= 5.89647e+07; V_sdev= 56.1472; V_rms= 199.986; V_adev= 47.5093; V_skew= -1.05045; V_kurt= -0.264192; V_minloc= 116150; V_maxloc= 195023; V_min= 21; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 23; V_maxColLoc= 325; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.29; V_Sum= 6.03001e+07; V_sdev= 53.0139; V_rms= 203.323; V_adev= 44.8588; V_skew= -1.05124; V_kurt= -0.270535; V_minloc= 116750; V_maxloc= 183661; V_min= 33; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 61; V_maxColLoc= 306; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.799; V_Sum= 6.26069e+07; V_sdev= 44.8183; V_rms= 208.669; V_adev= 37.9387; V_skew= -1.05064; V_kurt= -0.274403; V_minloc= 117950; V_maxloc= 89443; V_min= 67; V_max= 252; V_minRowLoc= 350; V_minColLoc= 196; V_maxRowLoc= 43; V_maxColLoc= 149; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.861; V_Sum= 6.35478e+07; V_sdev= 41.9127; V_rms= 211.065; V_adev= 35.4584; V_skew= -1.05451; V_kurt= -0.265602; V_minloc= 98176; V_maxloc= 41476; V_min= 78; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 76; V_maxColLoc= 69; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.29; V_Sum= 6.52154e+07; V_sdev= 38.951; V_rms= 215.833; V_adev= 32.8971; V_skew= -1.06508; V_kurt= -0.24205; V_minloc= 35965; V_maxloc= 204030; V_min= 91; V_max= 255; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 30; V_maxColLoc= 340; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.503; V_Sum= 6.52808e+07; V_sdev= 36.6626; V_rms= 215.642; V_adev= 30.9874; V_skew= -1.05953; V_kurt= -0.264472; V_minloc= 115551; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 351; V_minColLoc= 192; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.783; V_Sum= 6.56742e+07; V_sdev= 36.5884; V_rms= 216.892; V_adev= 30.9292; V_skew= -1.06314; V_kurt= -0.269701; V_minloc= 117350; V_maxloc= 171620; V_min= 96; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 20; V_maxColLoc= 286; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.586; V_Sum= 6.74567e+07; V_sdev= 32.1971; V_rms= 221.933; V_adev= 27.2272; V_skew= -1.06034; V_kurt= -0.286909; V_minloc= 35365; V_maxloc= 165626; V_min= 118; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.565; V_Sum= 6.80646e+07; V_sdev= 29.2475; V_rms= 223.487; V_adev= 24.7198; V_skew= -1.06053; V_kurt= -0.290132; V_minloc= 36561; V_maxloc= 168635; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 35; V_maxColLoc= 281; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.877; V_Sum= 6.81606e+07; V_sdev= 28.9372; V_rms= 223.756; V_adev= 24.4023; V_skew= -1.07348; V_kurt= -0.25572; V_minloc= 152266; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.329; V_Sum= 6.89138e+07; V_sdev= 27.6388; V_rms= 226.025; V_adev= 23.292; V_skew= -1.0791; V_kurt= -0.239504; V_minloc= 151666; V_maxloc= 4207; V_min= 132; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.508; V_Sum= 6.92761e+07; V_sdev= 24.4852; V_rms= 226.834; V_adev= 20.6607; V_skew= -1.06844; V_kurt= -0.277236; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.174; V_Sum= 7.10166e+07; V_sdev= 21.1631; V_rms= 232.14; V_adev= 17.852; V_skew= -1.06734; V_kurt= -0.281708; V_minloc= 37161; V_maxloc= 141005; V_min= 163; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 5; V_maxColLoc= 235; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.313; V_Sum= 7.13667e+07; V_sdev= 20.0704; V_rms= 233.179; V_adev= 16.93; V_skew= -1.06652; V_kurt= -0.28237; V_minloc= 36561; V_maxloc= 173419; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 19; V_maxColLoc= 289; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.044; V_Sum= 7.12839e+07; V_sdev= 19.3331; V_rms= 232.848; V_adev= 16.2948; V_skew= -1.07063; V_kurt= -0.274701; V_minloc= 37762; V_maxloc= 156018; V_min= 167; V_max= 254; V_minRowLoc= 562; V_minColLoc= 62; V_maxRowLoc= 18; V_maxColLoc= 260; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.652; V_Sum= 7.23924e+07; V_sdev= 16.9698; V_rms= 236.263; V_adev= 14.3099; V_skew= -1.06802; V_kurt= -0.281571; V_minloc= 36561; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.1; V_Sum= 7.25299e+07; V_sdev= 15.5422; V_rms= 236.611; V_adev= 13.1047; V_skew= -1.06476; V_kurt= -0.284337; V_minloc= 35961; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.448; V_Sum= 7.26369e+07; V_sdev= 15.1972; V_rms= 236.936; V_adev= 12.8105; V_skew= -1.06935; V_kurt= -0.269411; V_minloc= 36560; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 560; V_minColLoc= 60; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.683; V_Sum= 7.33234e+07; V_sdev= 14.0961; V_rms= 239.099; V_adev= 11.8697; V_skew= -1.071; V_kurt= -0.25767; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.921; V_Sum= 7.37037e+07; V_sdev= 12.9815; V_rms= 240.272; V_adev= 10.9283; V_skew= -1.06879; V_kurt= -0.266057; V_minloc= 36560; V_maxloc= 3022; V_min= 196; V_max= 255; V_minRowLoc= 560; V_minColLoc= 60; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.18; V_Sum= 7.40904e+07; V_sdev= 11.7949; V_rms= 241.468; V_adev= 9.92666; V_skew= -1.0686; V_kurt= -0.267489; V_minloc= 37159; V_maxloc= 5436; V_min= 201; V_max= 255; V_minRowLoc= 559; V_minColLoc= 61; V_maxRowLoc= 36; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.801; V_Sum= 7.42812e+07; V_sdev= 11.1891; V_rms= 242.06; V_adev= 9.40963; V_skew= -1.07336; V_kurt= -0.255113; V_minloc= 35962; V_maxloc= 601; V_min= 204; V_max= 255; V_minRowLoc= 562; V_minColLoc= 59; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.682; V_Sum= 7.4552e+07; V_sdev= 10.4006; V_rms= 242.905; V_adev= 8.73997; V_skew= -1.07043; V_kurt= -0.251493; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.092; V_Sum= 7.46779e+07; V_sdev= 10.0293; V_rms= 243.299; V_adev= 8.42045; V_skew= -1.06794; V_kurt= -0.259151; V_minloc= 37761; V_maxloc= 624; V_min= 208; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 24; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.934; V_Sum= 7.49367e+07; V_sdev= 9.25027; V_rms= 244.11; V_adev= 7.75692; V_skew= -1.06728; V_kurt= -0.246226; V_minloc= 36560; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.831; V_Sum= 7.4905e+07; V_sdev= 9.2212; V_rms= 244.006; V_adev= 7.72939; V_skew= -1.07824; V_kurt= -0.227812; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 245.718; V_Sum= 7.54846e+07; V_sdev= 7.68331; V_rms= 245.838; V_adev= 6.44958; V_skew= -1.05778; V_kurt= -0.268166; V_minloc= 36561; V_maxloc= 3137; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 137; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 245.486; V_Sum= 7.54134e+07; V_sdev= 7.79352; V_rms= 245.61; V_adev= 6.53397; V_skew= -1.05415; V_kurt= -0.262818; V_minloc= 182505; V_maxloc= 3; V_min= 216; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 246.089; V_Sum= 7.55985e+07; V_sdev= 7.26628; V_rms= 246.196; V_adev= 6.09294; V_skew= -1.05081; V_kurt= -0.272105; V_minloc= 182505; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 246.26; V_Sum= 7.5651e+07; V_sdev= 7.06435; V_rms= 246.361; V_adev= 5.92283; V_skew= -1.05199; V_kurt= -0.261816; V_minloc= 182505; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; SetAxis/A frameRate = 10 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; ModifyGraph height=300 ModifyGraph height=400 ModifyGraph height=350 ModifyGraph height=320 ModifyGraph width=320 ModifyGraph noLabel(left)=2 ModifyGraph noLabel=2 mMakeMagnifier() MagnifierDoneButtonProc("xxx") Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; SetAxis/A ShowTools/A arrow HideTools/A ModifyGraph width=320 ModifyGraph width=320 ModifyGraph width=350 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; ModifyGraph width=350 ModifyGraph width=360 ModifyGraph width=370 ModifyGraph width=380 ModifyGraph width=375 Button initializebut title="Initialize",size={120,20},proc=Initialize ShowTools/A arrow Button button0 title="Record Ori Point",size={150,20},pos={180,20},proc=RecOri Button button0 title="Record Tip Position",size={150,20},pos={350,20},proc=RecordTipPosition Button button0 title="Record Tip Position",size={150,20},pos={150,20},proc=RecordTipPosition Button button0 title="Record Tip Position",size={150,20},pos={350,5},proc=RecordTipPosition Button button0 title="Record Tip Position",size={150,20},pos={400,20},proc=RecordTipPosition Button button0 title="Record Tip Position",size={150,20},pos={400,5},proc=RecordTipPosition Button button0 title="Record Ori Point",size={150,20},pos={580,5},proc=RecOri Button button0 title="Record Ori Point",size={150,20},pos={180,20},proc=RecOri Button button0 title="Record Ori Point",size={150,20},pos={580,5},proc=RecOri Button button0 title="Record Ori Point",size={150,20},pos={580,5},proc=RecOri Button button1 title="Record Tip Position",size={150,20},pos={400,5},proc=RecordTipPosition Button lifehistplot title="Life History Plot",size={120,20},proc=LifeHistoryPlot Edit Elapsed_Time_11_track_4 Edit X_11_track_4 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Edit Elapsed_Time_12_track_5 Edit Elapsed_Time_12_track_5 Edit X_12_track_5 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Edit Elapsed_Time_13_track_6 Variable/G xscale, yscale SetVariable xscale title="X scale (um/pixel)",bodyWidth=60,value=xscale SetVariable yscalevar title="Y scale (um/pixel)",bodyWidth=60,value=yscale Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 100; V_Sum= 2300; V_sdev= 30.1511; V_rms= 104.257; V_adev= 8.69565; V_skew= 0; V_kurt= 7.52174; V_minloc= 22; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 22; Edit X_EXT V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 146.143; V_Sum= 1023; V_sdev= 97.6805; V_rms= 171.861; V_adev= 76.6939; V_skew= -0.0700123; V_kurt= -1.53275; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 287; V_startRow= 0; V_endRow= 6; Edit X_EXT Edit Elapsed_Time_14_track_8 Edit X_14_track_8 Edit X_TimeEXT Edit X_14_track_10 V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; Edit Y_14_track_10 V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 149.249; V_Sum= 895.493; V_sdev= 119.748; V_rms= 185; V_adev= 86.573; V_skew= 0.411287; V_kurt= -1.28701; V_minloc= 5; V_maxloc= 4; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 5; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 134.286; V_Sum= 940; V_sdev= 87.7681; V_rms= 156.957; V_adev= 69.102; V_skew= -0.126969; V_kurt= -1.49869; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 260; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.36; V_Sum= 968.52; V_sdev= 113.047; V_rms= 173.486; V_adev= 83.5386; V_skew= 0.6238; V_kurt= -0.929324; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 348.459; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Edit Elapsed_Time_1_track_0 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 124.923; V_Sum= 1624; V_sdev= 82.5858; V_rms= 147.992; V_adev= 69.1716; V_skew= -0.0397514; V_kurt= -1.4707; V_minloc= 12; V_maxloc= 0; V_min= 0; V_max= 264; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.176; V_Sum= 1978.29; V_sdev= 97.9089; V_rms= 178.903; V_adev= 81.9662; V_skew= 0.267221; V_kurt= -1.27974; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 331.809; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.338462; V_Sum= 4.4; V_sdev= 0.251605; V_rms= 0.415922; V_adev= 0.210651; V_skew= 0.0737664; V_kurt= -1.53757; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 124.923; V_Sum= 1624; V_sdev= 82.5858; V_rms= 147.992; V_adev= 69.1716; V_skew= -0.0397514; V_kurt= -1.4707; V_minloc= 12; V_maxloc= 0; V_min= 0; V_max= 264; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.176; V_Sum= 1978.29; V_sdev= 97.9089; V_rms= 178.903; V_adev= 81.9662; V_skew= 0.267221; V_kurt= -1.27974; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 331.809; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.338462; V_Sum= 4.4; V_sdev= 0.251605; V_rms= 0.415922; V_adev= 0.210651; V_skew= 0.0737664; V_kurt= -1.53757; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 124.923; V_Sum= 1624; V_sdev= 82.5858; V_rms= 147.992; V_adev= 69.1716; V_skew= -0.0397514; V_kurt= -1.4707; V_minloc= 12; V_maxloc= 0; V_min= 0; V_max= 264; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.176; V_Sum= 1978.29; V_sdev= 97.9089; V_rms= 178.903; V_adev= 81.9662; V_skew= 0.267221; V_kurt= -1.27974; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 331.809; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.338462; V_Sum= 4.4; V_sdev= 0.251605; V_rms= 0.415922; V_adev= 0.210651; V_skew= 0.0737664; V_kurt= -1.53757; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={68.469,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= NaN;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =68.469 -1.#J b =0 -1.#J Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 34; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.765; V_Sum= 5194; V_sdev= 32.646; V_rms= 156.114; V_adev= 20.0727; V_skew= -2.81547; V_kurt= 11.3902; V_minloc= 33; V_maxloc= 0; V_min= 0; V_max= 202; V_startRow= 0; V_endRow= 33; V_npnts= 34; V_numNaNs= 0; V_numINFs= 0; V_avg= 56.2652; V_Sum= 1913.02; V_sdev= 60.3185; V_rms= 81.8357; V_adev= 24.4245; V_skew= 4.642; V_kurt= 22.5189; V_minloc= 33; V_maxloc= 32; V_min= 0; V_max= 383.51; V_startRow= 0; V_endRow= 33; V_npnts= 34; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.03529; V_Sum= 35.2; V_sdev= 0.660626; V_rms= 1.22288; V_adev= 0.564706; V_skew= 0.0145787; V_kurt= -1.32288; V_minloc= 0; V_maxloc= 32; V_min= 0; V_max= 2.13333; V_startRow= 0; V_endRow= 33; SetAxis/A Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 131.286; V_Sum= 919; V_sdev= 89.712; V_rms= 155.353; V_adev= 75.0204; V_skew= -0.751287; V_kurt= -1.60474; V_minloc= 0; V_maxloc= 3; V_min= 0; V_max= 185; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.1607; V_Sum= 253.125; V_sdev= 24.7024; V_rms= 42.7859; V_adev= 20.6632; V_skew= -0.752837; V_kurt= -1.60408; V_minloc= 0; V_maxloc= 2; V_min= 0; V_max= 50.6304; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.66667; V_Sum= 11.6667; V_sdev= 1.1418; V_rms= 1.97364; V_adev= 0.952381; V_skew= -0.737899; V_kurt= -1.60988; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 2.46667; V_startRow= 0; V_endRow= 6; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.412; V_Sum= 2999; V_sdev= 11.689; V_rms= 176.776; V_adev= 8.50519; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 162; V_max= 207; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.73646; V_Sum= 80.5198; V_sdev= 1.69007; V_rms= 5.01222; V_adev= 1.17639; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 6.732; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; SetAxis/A V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 23.2864; V_Sum= 395.868; V_sdev= 1.54295; V_rms= 23.3344; V_adev= 1.12269; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 21.384; V_max= 27.324; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.625212; V_Sum= 10.6286; V_sdev= 0.223089; V_rms= 0.661613; V_adev= 0.155283; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 0.888624; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.0738; V_Sum= 52.2546; V_sdev= 0.203669; V_rms= 3.08014; V_adev= 0.148194; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 2.82269; V_max= 3.60677; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.082528; V_Sum= 1.40298; V_sdev= 0.0294478; V_rms= 0.0873329; V_adev= 0.0204973; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 0.117298; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.405741; V_Sum= 6.8976; V_sdev= 0.0268843; V_rms= 0.406579; V_adev= 0.0195617; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 0.372595; V_max= 0.476093; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0108937; V_Sum= 0.185193; V_sdev= 0.0038871; V_rms= 0.0115279; V_adev= 0.00270565; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 0.0154834; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0535579; V_Sum= 0.910484; V_sdev= 0.00354873; V_rms= 0.0536684; V_adev= 0.00258214; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 0.0491825; V_max= 0.0628443; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00143797; V_Sum= 0.0244455; V_sdev= 0.000513098; V_rms= 0.00152169; V_adev= 0.000357146; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 0.00204381; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00706964; V_Sum= 0.120184; V_sdev= 0.000468432; V_rms= 0.00708423; V_adev= 0.000340842; V_skew= 0.687916; V_kurt= 0.406807; V_minloc= 13; V_maxloc= 0; V_min= 0.00649209; V_max= 0.00829545; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000189812; V_Sum= 0.0032268; V_sdev= 6.77289e-05; V_rms= 0.000200863; V_adev= 4.71432e-05; V_skew= -0.989216; V_kurt= 1.15422; V_minloc= 16; V_maxloc= 12; V_min= 0; V_max= 0.000269782; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 75.938; V_Sum= 2430.02; V_sdev= 82.1347; V_rms= 110.914; V_adev= 80.6831; V_skew= 0.11942; V_kurt= -2.0468; V_minloc= 13; V_maxloc= 17; V_min= 0.000856956; V_max= 162; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 23.583; V_Sum= 754.657; V_sdev= 25.5078; V_rms= 34.4452; V_adev= 25.0569; V_skew= 0.11942; V_kurt= -2.0468; V_minloc= 31; V_maxloc= 16; V_min= 0; V_max= 50.3104; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.00208; V_Sum= 32.0667; V_sdev= 0.648237; V_rms= 1.18796; V_adev= 0.560547; V_skew= 0.0365828; V_kurt= -1.39044; V_minloc= 0; V_maxloc= 31; V_min= 0; V_max= 2.06667; V_startRow= 0; V_endRow= 31; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 149; V_Sum= 1192; V_sdev= 64.1159; V_rms= 160.618; V_adev= 41.25; V_skew= -1.43506; V_kurt= 0.751691; V_minloc= 7; V_maxloc= 0; V_min= 0.000125687; V_max= 207; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.942; V_Sum= 87.5361; V_sdev= 16.3335; V_rms= 18.7926; V_adev= 9.92454; V_skew= 1.72528; V_kurt= 1.40023; V_minloc= 7; V_maxloc= 6; V_min= 0; V_max= 50.6402; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.183333; V_Sum= 1.46667; V_sdev= 0.141421; V_rms= 0.226078; V_adev= 0.116667; V_skew= 0.206239; V_kurt= -1.66725; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 19.668; V_Sum= 157.344; V_sdev= 8.4633; V_rms= 21.2015; V_adev= 5.445; V_skew= -1.43506; V_kurt= 0.751691; V_minloc= 7; V_maxloc= 0; V_min= 1.65907e-05; V_max= 27.324; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.44435; V_Sum= 11.5548; V_sdev= 2.15602; V_rms= 2.48062; V_adev= 1.31004; V_skew= 1.72528; V_kurt= 1.40023; V_minloc= 7; V_maxloc= 6; V_min= 0; V_max= 6.6845; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.183333; V_Sum= 1.46667; V_sdev= 0.141421; V_rms= 0.226078; V_adev= 0.116667; V_skew= 0.206239; V_kurt= -1.66725; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.667; V_Sum= 3976; V_sdev= 18.53; V_rms= 166.657; V_adev= 14.25; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 126; V_max= 208; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.08308; V_Sum= 145.994; V_sdev= 2.30717; V_rms= 6.48884; V_adev= 1.73141; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 10.8248; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; SetAxis/A SetAxis/A SetAxis/A=2 left SetAxis/A SetAxis/A V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 21.868; V_Sum= 524.832; V_sdev= 2.44597; V_rms= 21.9987; V_adev= 1.881; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 16.632; V_max= 27.456; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.802966; V_Sum= 19.2712; V_sdev= 0.304547; V_rms= 0.856527; V_adev= 0.228546; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 1.42887; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88658; V_Sum= 69.2778; V_sdev= 0.322867; V_rms= 2.90383; V_adev= 0.248292; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 2.19542; V_max= 3.62419; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.105992; V_Sum= 2.5438; V_sdev= 0.0402002; V_rms= 0.113062; V_adev= 0.0301681; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 0.188611; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.381028; V_Sum= 9.14467; V_sdev= 0.0426185; V_rms= 0.383305; V_adev= 0.0327745; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 0.289796; V_max= 0.478393; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0139909; V_Sum= 0.335781; V_sdev= 0.00530642; V_rms= 0.0149241; V_adev= 0.00398219; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 0.0248967; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0502957; V_Sum= 1.2071; V_sdev= 0.00562564; V_rms= 0.0505963; V_adev= 0.00432624; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 0.0382531; V_max= 0.0631479; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0018468; V_Sum= 0.0443231; V_sdev= 0.000700448; V_rms= 0.00196999; V_adev= 0.000525649; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 0.00328637; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00663903; V_Sum= 0.159337; V_sdev= 0.000742585; V_rms= 0.00667871; V_adev= 0.000571064; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 0.0050494; V_max= 0.00833553; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000243777; V_Sum= 0.00585065; V_sdev= 9.24591e-05; V_rms= 0.000260038; V_adev= 6.93857e-05; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 0.0004338; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000876352; V_Sum= 0.0210325; V_sdev= 9.80212e-05; V_rms= 0.00088159; V_adev= 7.53804e-05; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 0.000666521; V_max= 0.00110029; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.21786e-05; V_Sum= 0.000772286; V_sdev= 1.22046e-05; V_rms= 3.4325e-05; V_adev= 9.15891e-06; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 5.72616e-05; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000115679; V_Sum= 0.00277628; V_sdev= 1.29388e-05; V_rms= 0.00011637; V_adev= 9.95021e-06; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 8.79808e-05; V_max= 0.000145238; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.24757e-06; V_Sum= 0.000101942; V_sdev= 1.61101e-06; V_rms= 4.5309e-06; V_adev= 1.20898e-06; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 7.55853e-06; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.52696e-05; V_Sum= 0.000366469; V_sdev= 1.70792e-06; V_rms= 1.53608e-05; V_adev= 1.31343e-06; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 1.16135e-05; V_max= 1.91714e-05; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.6068e-07; V_Sum= 1.34563e-05; V_sdev= 2.12653e-07; V_rms= 5.98079e-07; V_adev= 1.59585e-07; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 9.97727e-07; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.01558e-06; V_Sum= 4.8374e-05; V_sdev= 2.25446e-07; V_rms= 2.02763e-06; V_adev= 1.73373e-07; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 1.53298e-06; V_max= 2.53063e-06; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.40097e-08; V_Sum= 1.77623e-06; V_sdev= 2.80702e-08; V_rms= 7.89465e-08; V_adev= 2.10652e-08; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 1.317e-07; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.66057e-07; V_Sum= 6.38536e-06; V_sdev= 2.97588e-08; V_rms= 2.67647e-07; V_adev= 2.28852e-08; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 2.02353e-07; V_max= 3.34043e-07; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.76928e-09; V_Sum= 2.34463e-07; V_sdev= 3.70527e-09; V_rms= 1.04209e-08; V_adev= 2.78061e-09; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 1.73844e-08; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.51195e-08; V_Sum= 8.42868e-07; V_sdev= 3.92816e-09; V_rms= 3.53294e-08; V_adev= 3.02084e-09; V_skew= -0.216501; V_kurt= -0.151779; V_minloc= 20; V_maxloc= 0; V_min= 2.67106e-08; V_max= 4.40937e-08; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.28955e-09; V_Sum= 3.09491e-08; V_sdev= 4.89095e-10; V_rms= 1.37556e-09; V_adev= 3.6704e-10; V_skew= -0.182509; V_kurt= 0.427023; V_minloc= 23; V_maxloc= 19; V_min= 0; V_max= 2.29474e-09; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.8; V_Sum= 1568; V_sdev= 57.4259; V_rms= 165.995; V_adev= 31.36; V_skew= -1.9308; V_kurt= 2.63761; V_minloc= 9; V_maxloc= 0; V_min= 5.03686e-09; V_max= 208; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.6829; V_Sum= 96.829; V_sdev= 14.5216; V_rms= 16.8389; V_adev= 8.16138; V_skew= 2.16692; V_kurt= 3.26348; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 50.4898; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.246667; V_Sum= 2.46667; V_sdev= 0.183384; V_rms= 0.301846; V_adev= 0.153333; V_skew= 0.166042; V_kurt= -1.61388; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 20.6976; V_Sum= 206.976; V_sdev= 7.58022; V_rms= 21.9113; V_adev= 4.13952; V_skew= -1.9308; V_kurt= 2.63761; V_minloc= 9; V_maxloc= 0; V_min= 6.64865e-10; V_max= 27.456; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27814; V_Sum= 12.7814; V_sdev= 1.91685; V_rms= 2.22273; V_adev= 1.0773; V_skew= 2.16692; V_kurt= 3.26348; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 6.66465; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.246667; V_Sum= 2.46667; V_sdev= 0.183384; V_rms= 0.301846; V_adev= 0.153333; V_skew= 0.166042; V_kurt= -1.61388; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; Edit/K=0 'fit_X_EXT';DelayUpdate Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.063; V_Sum= 2863.14; V_sdev= 41.6896; V_rms= 164.142; V_adev= 20.9088; V_skew= -2.77194; V_kurt= 8.0091; V_minloc= 17; V_maxloc= 0; V_min= 3.13632; V_max= 209; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.26429; V_Sum= 148.757; V_sdev= 10.6162; V_rms= 13.2189; V_adev= 4.63869; V_skew= 3.33462; V_kurt= 10.3134; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 50.0125; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.507407; V_Sum= 9.13333; V_sdev= 0.344624; V_rms= 0.607972; V_adev= 0.292593; V_skew= 0.0756294; V_kurt= -1.45761; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; SetAxis/A Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.356; V_Sum= 1980.63; V_sdev= 45.1375; V_rms= 158.408; V_adev= 29.3637; V_skew= -1.54064; V_kurt= 2.34872; V_minloc= 12; V_maxloc= 0; V_min= 23.628; V_max= 208; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.16684; V_Sum= 119.169; V_sdev= 10.8687; V_rms= 13.895; V_adev= 5.34688; V_skew= 2.42912; V_kurt= 5.10225; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 43.9216; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 20.111; V_Sum= 261.443; V_sdev= 5.95815; V_rms= 20.9098; V_adev= 3.87601; V_skew= -1.54064; V_kurt= 2.34872; V_minloc= 12; V_maxloc= 0; V_min= 3.1189; V_max= 27.456; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.21002; V_Sum= 15.7303; V_sdev= 1.43466; V_rms= 1.83414; V_adev= 0.705788; V_skew= 2.42912; V_kurt= 5.10225; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 5.79765; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.65465; V_Sum= 34.5105; V_sdev= 0.786476; V_rms= 2.7601; V_adev= 0.511633; V_skew= -1.54064; V_kurt= 2.34872; V_minloc= 12; V_maxloc= 0; V_min= 0.411694; V_max= 3.62419; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.159723; V_Sum= 2.0764; V_sdev= 0.189375; V_rms= 0.242107; V_adev= 0.0931641; V_skew= 2.42912; V_kurt= 5.10225; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 0.76529; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 157.827; V_Sum= 2367.41; V_sdev= 46.6002; V_rms= 164.123; V_adev= 25.3432; V_skew= -2.44717; V_kurt= 5.82636; V_minloc= 14; V_maxloc= 0; V_min= 0.407094; V_max= 213; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.3908; V_Sum= 140.862; V_sdev= 11.5138; V_rms= 14.5573; V_adev= 5.63072; V_skew= 2.91495; V_kurt= 7.54223; V_minloc= 14; V_maxloc= 13; V_min= 0; V_max= 50.1872; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.408889; V_Sum= 6.13333; V_sdev= 0.28493; V_rms= 0.492913; V_adev= 0.240593; V_skew= 0.0987745; V_kurt= -1.50411; V_minloc= 0; V_maxloc= 13; V_min= 0; V_max= 0.866667; V_startRow= 0; V_endRow= 14; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1127,30.569} V_chisq= 1.1931;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.972455; W_sigma={0.646,5.18} Coefficient values one standard deviation a =4.1127 0.646 b =30.569 5.18 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Curve fit with data subrange: X_EXT[3,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7847,-5.0052} V_chisq= 10.1116;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 12;V_q= 1;V_Rab= -0.933859; V_Pr= -0.689938; W_sigma={0.994,1.86} Coefficient values one standard deviation a =9.7847 0.994 b =-5.0052 1.86 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.026; V_Sum= 1793.29; V_sdev= 49.992; V_rms= 169.852; V_adev= 27.426; V_skew= -1.73432; V_kurt= 2.6336; V_minloc= 10; V_maxloc= 0; V_min= 24.288; V_max= 226; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.2369; V_Sum= 123.606; V_sdev= 11.158; V_rms= 15.4742; V_adev= 5.87194; V_skew= 2.09097; V_kurt= 3.48185; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 43.5326; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.278788; V_Sum= 3.06667; V_sdev= 0.204; V_rms= 0.339935; V_adev= 0.170799; V_skew= 0.148675; V_kurt= -1.58849; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; maxdata = 52.23906226772669 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.366; V_Sum= 2345.5; V_sdev= 41.2876; V_rms= 161.374; V_adev= 24.0092; V_skew= -2.00015; V_kurt= 4.40789; V_minloc= 14; V_maxloc= 0; V_min= 23.496; V_max= 212; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.09969; V_Sum= 136.495; V_sdev= 9.9635; V_rms= 13.246; V_adev= 4.65446; V_skew= 2.79259; V_kurt= 7.10233; V_minloc= 14; V_maxloc= 13; V_min= 0; V_max= 44.0081; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 42.0553; V_Sum= 630.83; V_sdev= 10.0235; V_rms= 43.1558; V_adev= 4.81516; V_skew= -3.098; V_kurt= 8.23968; V_minloc= 14; V_maxloc= 5; V_min= 5.94158; V_max= 45.936; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.408889; V_Sum= 6.13333; V_sdev= 0.28493; V_rms= 0.492913; V_adev= 0.240593; V_skew= 0.0987745; V_kurt= -1.50411; V_minloc= 0; V_maxloc= 13; V_min= 0; V_max= 0.866667; V_startRow= 0; V_endRow= 14; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.364; V_Sum= 1797; V_sdev= 55.5541; V_rms= 171.736; V_adev= 29.7025; V_skew= -2.23326; V_kurt= 3.85733; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 212; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.10196; V_Sum= 100.122; V_sdev= 13.8724; V_rms= 16.056; V_adev= 7.5376; V_skew= 2.38381; V_kurt= 4.27269; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 50.5588; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.272727; V_Sum= 3; V_sdev= 0.211775; V_rms= 0.33934; V_adev= 0.176309; V_skew= 0.0949252; V_kurt= -1.5967; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 21.564; V_Sum= 237.204; V_sdev= 7.33314; V_rms= 22.6692; V_adev= 3.92073; V_skew= -2.23326; V_kurt= 3.85733; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 27.984; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.20146; V_Sum= 13.216; V_sdev= 1.83116; V_rms= 2.11939; V_adev= 0.994963; V_skew= 2.38381; V_kurt= 4.27269; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 6.67376; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.272727; V_Sum= 3; V_sdev= 0.211775; V_rms= 0.33934; V_adev= 0.176309; V_skew= 0.0949252; V_kurt= -1.5967; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.057; V_Sum= 1694.63; V_sdev= 49.4043; V_rms= 161.098; V_adev= 30.3014; V_skew= -1.39533; V_kurt= 1.75393; V_minloc= 10; V_maxloc= 0; V_min= 23.628; V_max= 221; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.1348; V_Sum= 122.483; V_sdev= 11.3142; V_rms= 15.5035; V_adev= 5.94401; V_skew= 2.08084; V_kurt= 3.43329; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 43.8268; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.278788; V_Sum= 3.06667; V_sdev= 0.204; V_rms= 0.339935; V_adev= 0.170799; V_skew= 0.148675; V_kurt= -1.58849; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Edit X_EXT WaveStats X_EXT V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.73957; V_Sum= 78.6561; V_sdev= 2.1133; V_rms= 8.96381; V_adev= 1.86737; V_skew= -0.324466; V_kurt= -1.80479; V_minloc= 1; V_maxloc= 5; V_min= 5.41844; V_max= 10.6463; V_startRow= 0; V_endRow= 8; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.72; V_Sum= 1277.76; V_sdev= 58.7278; V_rms= 168.903; V_adev= 35.92; V_skew= -1.37823; V_kurt= 0.758446; V_minloc= 7; V_maxloc= 0; V_min= 23.76; V_max= 222; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.2435; V_Sum= 89.9483; V_sdev= 13.5057; V_rms= 16.9121; V_adev= 8.14339; V_skew= 1.66089; V_kurt= 1.29705; V_minloc= 7; V_maxloc= 6; V_min= 0; V_max= 43.8171; V_startRow= 0; V_endRow= 7; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.68853; V_Sum= 46.1312; V_sdev= 1.64562; V_rms= 7.83392; V_adev= 1.27922; V_skew= 0.228804; V_kurt= -1.69274; V_minloc= 1; V_maxloc= 5; V_min= 5.60184; V_max= 10.1055; V_startRow= 0; V_endRow= 5; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.183333; V_Sum= 1.46667; V_sdev= 0.141421; V_rms= 0.226078; V_adev= 0.116667; V_skew= 0.206239; V_kurt= -1.66725; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 161.376; V_Sum= 1613.76; V_sdev= 53.2462; V_rms= 169.097; V_adev= 32.4736; V_skew= -1.52129; V_kurt= 1.69421; V_minloc= 9; V_maxloc= 0; V_min= 23.76; V_max= 226; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.387; V_Sum= 113.87; V_sdev= 11.8816; V_rms= 16.0224; V_adev= 6.69617; V_skew= 1.91706; V_kurt= 2.62661; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 43.7921; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.75968; V_Sum= 70.0774; V_sdev= 2.25426; V_rms= 9.00991; V_adev= 1.82733; V_skew= 0.31881; V_kurt= -1.54454; V_minloc= 1; V_maxloc= 7; V_min= 6.12486; V_max= 12.4626; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.246667; V_Sum= 2.46667; V_sdev= 0.183384; V_rms= 0.301846; V_adev= 0.153333; V_skew= 0.166042; V_kurt= -1.61388; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.5805,-21.835} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.5805 -1.#J b =-21.835 -1.#J Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.297,-9.0768} V_chisq= 0.482286;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.776489; W_sigma={0.634,7.37} Coefficient values one standard deviation a =7.297 0.634 b =-9.0768 7.37 Button button0 title="Finalize/Prep",size={100,20},proc=ButtonProc Button button0 proc=Finalize_Prep SetVariable setvar1 bodyWidth=60,value=recordpoint Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.297,-9.0768} V_chisq= 0.482286;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.776489; W_sigma={0.634,7.37} Coefficient values one standard deviation a =7.297 0.634 b =-9.0768 7.37 Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.297,-9.0768} V_chisq= 0.482286;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.776489; W_sigma={0.634,7.37} Coefficient values one standard deviation a =7.297 0.634 b =-9.0768 7.37 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 161.757; V_Sum= 2911.63; V_sdev= 37.8245; V_rms= 165.881; V_adev= 19.0477; V_skew= -2.48691; V_kurt= 7.17173; V_minloc= 17; V_maxloc= 0; V_min= 23.628; V_max= 218; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.3809; V_Sum= 168.856; V_sdev= 8.88941; V_rms= 12.7528; V_adev= 3.82505; V_skew= 3.14328; V_kurt= 9.57142; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 43.8063; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.81562; V_Sum= 125.05; V_sdev= 1.43885; V_rms= 7.93882; V_adev= 1.26542; V_skew= -0.43814; V_kurt= -1.42031; V_minloc= 1; V_maxloc= 9; V_min= 5.12595; V_max= 9.15475; V_startRow= 0; V_endRow= 15; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.507407; V_Sum= 9.13333; V_sdev= 0.344624; V_rms= 0.607972; V_adev= 0.292593; V_skew= 0.0756294; V_kurt= -1.45761; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.8944,-11.526} V_chisq= 1.2326e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =5.8944 1.#J b =-11.526 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.9905,14.562} V_chisq= 0.12226;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= 0.987274; W_sigma={0.303,1.66} Coefficient values one standard deviation a =3.9905 0.303 b =14.562 1.66 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.298,-15.905} V_chisq= 3.9443e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =12.298 1.#J b =-15.905 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.2325,-0.51622} V_chisq= 0.0248978;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.990867; V_Pr= -0.294742; W_sigma={0.676,1.67} Coefficient values one standard deviation a =7.2325 0.676 b =-0.51622 1.67 Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.2325,-0.51622} V_chisq= 0.0248978;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.990867; V_Pr= -0.294742; W_sigma={0.676,1.67} Coefficient values one standard deviation a =7.2325 0.676 b =-0.51622 1.67 Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Image from: 103107_c_05.tif Edit currimage31 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.052; V_Sum= 2890.89; V_sdev= 40.8017; V_rms= 174.599; V_adev= 19.8083; V_skew= -2.48776; V_kurt= 7.00423; V_minloc= 16; V_maxloc= 0; V_min= 23.892; V_max= 232; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.3272; V_Sum= 175.562; V_sdev= 8.98086; V_rms= 13.5115; V_adev= 4.03159; V_skew= 2.99764; V_kurt= 8.71125; V_minloc= 16; V_maxloc= 15; V_min= 0; V_max= 43.9859; V_startRow= 0; V_endRow= 16; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.77171; V_Sum= 131.576; V_sdev= 1.02263; V_rms= 8.82717; V_adev= 0.765665; V_skew= 0.435928; V_kurt= -0.526575; V_minloc= 1; V_maxloc= 14; V_min= 7.21305; V_max= 10.9369; V_startRow= 0; V_endRow= 14; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.47451; V_Sum= 8.06667; V_sdev= 0.324793; V_rms= 0.5696; V_adev= 0.274971; V_skew= 0.0823772; V_kurt= -1.47176; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.274,-15.914} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.274 1.#J b =-15.914 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.213,-3.747e-014} V_chisq= 3.1955e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= NaN; W_sigma={inf,inf} Coefficient values one standard deviation a =7.213 1.#J b =-3.747e-014 1.#J Curve fit with data subrange: X_EXT[2,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.5404,6.4762} V_chisq= 0.208731;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 7;V_q= 1;V_Rab= -0.934934;V_Pr= 0.969464; W_sigma={0.263,0.819} Coefficient values one standard deviation a =6.5404 0.263 b =6.4762 0.819 Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.38,-16.526} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 8;V_q= 1;V_Rab= -0.997785;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.38 1.#J b =-16.526 1.#J Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.5668,0} V_chisq= 0;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0;V_startRow= 8; V_endRow= 11;V_q= 1;V_Rab= -0.993146;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.5668 0 b =0 0 Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.5668,0} V_chisq= 0;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0;V_startRow= 8; V_endRow= 11;V_q= 1;V_Rab= -0.993146;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.5668 0 b =0 0 Curve fit with data subrange: X_EXT[11,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.28236,11.508} V_chisq= 0.0813685;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 14;V_q= 1;V_Rab= -0.996024; V_Pr= 0.986455; W_sigma={1.13,1.35} Coefficient values one standard deviation a =0.28236 1.13 b =11.508 1.35 attenrecord = 3 attenrecord = 3 attendist = 0 attendur = 0.2 growthrecord = 5 growthdur = 0.2000000000000001 growthcount = 5 shortecount = 4 attencount = 3 rescount = 4 catcount = 2 catrecord = 2 catrecord = 2 resrecord = 4 resrecord = 4 maxrecord = 1 maxrecord = 1 maxrecord = 1 maxrecord = 1 maxrecord = 1 Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.274,-15.914} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.274 1.#J b =-15.914 1.#J Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; ShowTools/A arrow HideTools/A Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.794; V_Sum= 2321.12; V_sdev= 48.0782; V_rms= 172.146; V_adev= 23.752; V_skew= -2.69974; V_kurt= 6.41128; V_minloc= 13; V_maxloc= 0; V_min= 3.1189; V_max= 208; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.71539; V_Sum= 108.015; V_sdev= 12.1903; V_rms= 14.054; V_adev= 6.00044; V_skew= 2.88943; V_kurt= 7.08359; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 49.7185; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.85808; V_Sum= 58.297; V_sdev= 0.957601; V_rms= 4.94384; V_adev= 0.743131; V_skew= 0.0913865; V_kurt= -1.04084; V_minloc= 1; V_maxloc= 10; V_min= 3.33153; V_max= 6.37985; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 21.8848; V_Sum= 306.388; V_sdev= 6.34632; V_rms= 22.7232; V_adev= 3.13526; V_skew= -2.69974; V_kurt= 6.41128; V_minloc= 13; V_maxloc= 0; V_min= 0.411694; V_max= 27.456; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.01843; V_Sum= 14.258; V_sdev= 1.60912; V_rms= 1.85513; V_adev= 0.792059; V_skew= 2.88943; V_kurt= 7.08359; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 6.56284; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.641266; V_Sum= 7.6952; V_sdev= 0.126403; V_rms= 0.652586; V_adev= 0.0980933; V_skew= 0.0913865; V_kurt= -1.04084; V_minloc= 1; V_maxloc= 10; V_min= 0.439762; V_max= 0.84214; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 185; V_Sum= 1480; V_sdev= 9.22729; V_rms= 185.201; V_adev= 6; V_skew= 1.60952; V_kurt= 1.08984; V_minloc= 1; V_maxloc= 0; V_min= 179; V_max= 207; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.40752; V_Sum= 27.2601; V_sdev= 1.4277; V_rms= 3.65988; V_adev= 0.916585; V_skew= -1.61121; V_kurt= 1.1105; V_minloc= 7; V_maxloc= 0; V_min= 0; V_max= 4.39384; V_startRow= 0; V_endRow= 7; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.82271; V_Sum= 22.9362; V_sdev= 0.39576; V_rms= 3.83974; V_adev= 0.224672; V_skew= -0.322219; V_kurt= -0.874961; V_minloc= 1; V_maxloc= 0; V_min= 3.14869; V_max= 4.39384; V_startRow= 0; V_endRow= 5; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.183333; V_Sum= 1.46667; V_sdev= 0.141421; V_rms= 0.226078; V_adev= 0.116667; V_skew= 0.206239; V_kurt= -1.66725; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.3938,-18.677} V_chisq= 4.93038e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.3938 1.#J b =-18.677 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.8484,-4.996e-014} V_chisq= 2.23346e-029;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901; V_Pr= -6.7987e-016; W_sigma={1.04e-14,5.01e-14} Coefficient values one standard deviation a =3.8484 1.04e-014 b =-4.996e-014 5.01e-014 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.8484,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =3.8484 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.3938,-18.677} V_chisq= 4.93038e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.3938 1.#J b =-18.677 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.3938,-18.677} V_chisq= 4.93038e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.3938 1.#J b =-18.677 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J Curve fit with data subrange: X_EXT[2,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.8484,-4.996e-015} V_chisq= 6.65601e-031;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 5;V_q= 1;V_Rab= -0.952579;V_Pr= NaN; W_sigma={9.48e-16,3.87e-15} Coefficient values one standard deviation a =3.8484 9.48e-016 b =-4.996e-015 3.87e-015 Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.449,10.496} V_chisq= 1.42981e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.449 1.#J b =10.496 1.#J V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.5; V_Sum= 1161; V_sdev= 95.3452; V_rms= 212.174; V_adev= 64.5; V_skew= -1.32534; V_kurt= -0.139676; V_minloc= 5; V_maxloc= 0; V_min= 0; V_max= 249; V_startRow= 0; V_endRow= 5; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.3389; V_Sum= 68.0335; V_sdev= 22.3682; V_rms= 23.3564; V_adev= 15.1917; V_skew= 1.34954; V_kurt= -0.101509; V_minloc= 5; V_maxloc= 4; V_min= 0; V_max= 56.914; V_startRow= 0; V_endRow= 5; V_npnts= 4; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.77986; V_Sum= 11.1194; V_sdev= 0.999429; V_rms= 2.91149; V_adev= 0.795388; V_skew= 0.112628; V_kurt= -2.13979; V_minloc= 0; V_maxloc= 3; V_min= 1.72107; V_max= 3.97975; V_startRow= 0; V_endRow= 3; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.111111; V_Sum= 0.666667; V_sdev= 0.108866; V_rms= 0.149071; V_adev= 0.0888889; V_skew= 0.212629; V_kurt= -1.86458; V_minloc= 0; V_maxloc= 4; V_min= 0; V_max= 0.266667; V_startRow= 0; V_endRow= 5; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7211,7.9021} V_chisq= 1.2326e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =1.7211 1.#J b =7.9021 1.#J Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.4009,12.989} V_chisq= 0.00216098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.99928; W_sigma={0.071,0.493} Coefficient values one standard deviation a =1.4009 0.071 b =12.989 0.493 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.059; V_Sum= 2993; V_sdev= 49.5826; V_rms= 182.512; V_adev= 21.9585; V_skew= -2.38823; V_kurt= 6.70352; V_minloc= 16; V_maxloc= 0; V_min= 0; V_max= 253; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.524; V_Sum= 195.907; V_sdev= 10.3553; V_rms= 15.2881; V_adev= 4.56243; V_skew= 2.99373; V_kurt= 8.6662; V_minloc= 16; V_maxloc= 15; V_min= 0; V_max= 50.3046; V_startRow= 0; V_endRow= 16; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.70684; V_Sum= 145.603; V_sdev= 1.45048; V_rms= 9.80746; V_adev= 1.32116; V_skew= -0.637588; V_kurt= -1.69333; V_minloc= 0; V_maxloc= 5; V_min= 7.7251; V_max= 10.6977; V_startRow= 0; V_endRow= 14; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.470588; V_Sum= 8; V_sdev= 0.330379; V_rms= 0.569371; V_adev= 0.278662; V_skew= 0.0481653; V_kurt= -1.45734; V_minloc= 0; V_maxloc= 15; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7251,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.7251 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7251,-1.4988e-014} V_chisq= 1.6147e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= NaN; W_sigma={1.8e-15,1.1e-14} Coefficient values one standard deviation a =7.7251 1.8e-015 b =-1.4988e-014 1.1e-014 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.1653,44.589} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-4.1653 1.#J b =44.589 1.#J Curve fit with data subrange: X_EXT[5,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.698,-1.9378e-014} V_chisq= 2.75645e-028;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 14;V_q= 1;V_Rab= -0.957206; V_Pr= 4.05857e-016; W_sigma={6.41e-15,9.69e-15} Coefficient values one standard deviation a =10.698 6.41e-015 b =-1.9378e-014 9.69e-015 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.1653,44.589} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-4.1653 1.#J b =44.589 1.#J V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 261.667; V_Sum= 2355; V_sdev= 98.1924; V_rms= 277.561; V_adev= 58.1481; V_skew= -2.06848; V_kurt= 2.61514; V_minloc= 8; V_maxloc= 0; V_min= 0; V_max= 304; V_startRow= 0; V_endRow= 8; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.83165; V_Sum= 79.4848; V_sdev= 20.0661; V_rms= 20.8784; V_adev= 11.8813; V_skew= 2.06739; V_kurt= 2.61237; V_minloc= 8; V_maxloc= 7; V_min= 0; V_max= 62.2974; V_startRow= 0; V_endRow= 8; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.45534; V_Sum= 17.1874; V_sdev= 0; V_rms= 2.45534; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 2.45534; V_max= 2.45534; V_startRow= 0; V_endRow= 6; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.207407; V_Sum= 1.86667; V_sdev= 0.171414; V_rms= 0.262937; V_adev= 0.141564; V_skew= 0.126534; V_kurt= -1.67685; V_minloc= 0; V_maxloc= 7; V_min= 0; V_max= 0.466667; V_startRow= 0; V_endRow= 8; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.5; V_Sum= 2838; V_sdev= 75.08; V_rms= 247.183; V_adev= 39.4167; V_skew= -2.56523; V_kurt= 5.22593; V_minloc= 11; V_maxloc= 0; V_min= 0; V_max= 288; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.64447; V_Sum= 115.734; V_sdev= 17.2137; V_rms= 19.0954; V_adev= 9.07619; V_skew= 2.60918; V_kurt= 5.35931; V_minloc= 11; V_maxloc= 10; V_min= 0; V_max= 64.1016; V_startRow= 0; V_endRow= 11; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.16321; V_Sum= 51.6321; V_sdev= 9.36222e-16; V_rms= 5.16321; V_adev= 8.88178e-16; V_skew= -0.853815; V_kurt= -2.19; V_minloc= 0; V_maxloc= 0; V_min= 5.16321; V_max= 5.16321; V_startRow= 0; V_endRow= 9; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.305556; V_Sum= 3.66667; V_sdev= 0.231741; V_rms= 0.377614; V_adev= 0.194444; V_skew= 0.083355; V_kurt= -1.56502; V_minloc= 0; V_maxloc= 10; V_min= 0; V_max= 0.666667; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1632,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =5.1632 -1.#J b =0 -1.#J V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.333; V_Sum= 2073; V_sdev= 87.0618; V_rms= 244.522; V_adev= 51.1852; V_skew= -2.00755; V_kurt= 2.46986; V_minloc= 8; V_maxloc= 0; V_min= 0; V_max= 288; V_startRow= 0; V_endRow= 8; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.1382; V_Sum= 100.244; V_sdev= 19.9345; V_rms= 21.847; V_adev= 11.7696; V_skew= 2.04352; V_kurt= 2.55361; V_minloc= 8; V_maxloc= 7; V_min= 0; V_max= 64.1016; V_startRow= 0; V_endRow= 8; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.16321; V_Sum= 36.1425; V_sdev= 9.59342e-16; V_rms= 5.16321; V_adev= 8.88178e-16; V_skew= 0.79356; V_kurt= -2.26531; V_minloc= 0; V_maxloc= 0; V_min= 5.16321; V_max= 5.16321; V_startRow= 0; V_endRow= 6; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.207407; V_Sum= 1.86667; V_sdev= 0.171414; V_rms= 0.262937; V_adev= 0.141564; V_skew= 0.126534; V_kurt= -1.67685; V_minloc= 0; V_maxloc= 7; V_min= 0; V_max= 0.466667; V_startRow= 0; V_endRow= 8; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1632,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =5.1632 -1.#J b =0 -1.#J ImageLoad/T=any "C:Bio:Maytansine:MTDynamics:Control:103107_c_05.stk" Image from: 103107_c_05.stk Edit '103107_c_05.stk' ImageLoad/T=any "C:Bio:Maytansine:MTDynamics:Control:103107_c_05.stk" Image from: 103107_c_05.stk Edit '103107_c_05.stk' Edit '103107_c_05.stk0' KillWaves '103107_c_05.stk','103107_c_05.stk0' ImageLoad/T=any "C:Bio:Maytansine:MTDynamics:Control:103107_c_05.stk" Image from: 103107_c_05.stk Edit '103107_c_05.stk' KillWaves '103107_c_05.stk' ImageLoad/T=tiff/S=0/C=40 "C:Documents and Settings:Emin Oroudjev:Desktop:Stack.tif" Image from: Stack.tif loadFolderImagePanel(); KillWaves 'Stack.tif0','Stack.tif1','Stack.tif2','Stack.tif3','Stack.tif4';DelayUpdate KillWaves 'Stack.tif5','Stack.tif6','Stack.tif7','Stack.tif8','Stack.tif9';DelayUpdate KillWaves 'Stack.tif10','Stack.tif11','Stack.tif12','Stack.tif13','Stack.tif14';DelayUpdate KillWaves 'Stack.tif15','Stack.tif16','Stack.tif17','Stack.tif18','Stack.tif19';DelayUpdate KillWaves 'Stack.tif20','Stack.tif21','Stack.tif22','Stack.tif23','Stack.tif24';DelayUpdate KillWaves 'Stack.tif25','Stack.tif26','Stack.tif27','Stack.tif28','Stack.tif29';DelayUpdate KillWaves 'Stack.tif30','Stack.tif31' ImageLoad/T=any "C:Bio:Maytansine:MTDynamics:Control:103107_c_05.stk" Image from: 103107_c_05.stk Edit M_Stack KillWaves M_Stack ImageLoad/T=any "C:Bio:Maytansine:MTDynamics:Control:103107_c_05.stk" Image from: 103107_c_05.stk Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: 103107_c_05stk.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; SetVariable setvar2 title="image name",bodyWidth=200,value=strcurim,format="" string/G strcurim, filenamestr SetVariable setvar2 value=filenamestr Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.444; V_Sum= 1651; V_sdev= 10.5251; V_rms= 183.713; V_adev= 6.81481; V_skew= 1.69624; V_kurt= 1.55709; V_minloc= 5; V_maxloc= 0; V_min= 177; V_max= 210; V_startRow= 0; V_endRow= 8; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.14711; V_Sum= 37.324; V_sdev= 1.63973; V_rms= 4.42588; V_adev= 1.04805; V_skew= -1.70837; V_kurt= 1.60127; V_minloc= 8; V_maxloc= 4; V_min= 0; V_max= 5.16321; V_startRow= 0; V_endRow= 8; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.65209; V_Sum= 32.5646; V_sdev= 0.598779; V_rms= 4.685; V_adev= 0.460873; V_skew= -0.566642; V_kurt= -1.43089; V_minloc= 2; V_maxloc= 4; V_min= 3.6246; V_max= 5.16321; V_startRow= 0; V_endRow= 6; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.214815; V_Sum= 1.93333; V_sdev= 0.162542; V_rms= 0.263874; V_adev= 0.134979; V_skew= 0.185508; V_kurt= -1.64044; V_minloc= 0; V_maxloc= 7; V_min= 0; V_max= 0.466667; V_startRow= 0; V_endRow= 8; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7318,-9.4692} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7318 1.#J b =-9.4692 1.#J Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.664; V_Sum= 2309.63; V_sdev= 46.8608; V_rms= 183.28; V_adev= 23.6978; V_skew= -2.68525; V_kurt= 6.01099; V_minloc= 12; V_maxloc= 0; V_min= 23.628; V_max= 214; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.89658; V_Sum= 89.6555; V_sdev= 11.1711; V_rms= 12.7576; V_adev= 5.68758; V_skew= 2.75707; V_kurt= 6.24083; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 43.8658; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.1627; V_Sum= 45.7897; V_sdev= 0.319476; V_rms= 4.17383; V_adev= 0.175137; V_skew= 2.46691; V_kurt= 4.52066; V_minloc= 1; V_maxloc= 0; V_min= 4.06637; V_max= 5.12595; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.126,-15.894} V_chisq= 4.93038e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =5.126 1.#J b =-15.894 1.#J V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.859; V_Sum= 1001.15; V_sdev= 67.2303; V_rms= 177.788; V_adev= 45.2356; V_skew= -1.28947; V_kurt= -0.184967; V_minloc= 5; V_maxloc= 0; V_min= 31.152; V_max= 214; V_startRow= 0; V_endRow= 5; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.89702; V_Sum= 59.3821; V_sdev= 16.3553; V_rms= 17.9127; V_adev= 11.0732; V_skew= 1.32941; V_kurt= -0.130319; V_minloc= 5; V_maxloc= 4; V_min= 0; V_max= 43.1167; V_startRow= 0; V_endRow= 5; V_npnts= 4; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.06637; V_Sum= 16.2655; V_sdev= 0; V_rms= 4.06637; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.06637; V_max= 4.06637; V_startRow= 0; V_endRow= 3; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.122222; V_Sum= 0.733333; V_sdev= 0.0981307; V_rms= 0.151535; V_adev= 0.0777778; V_skew= 0.232262; V_kurt= -1.71647; V_minloc= 0; V_maxloc= 4; V_min= 0; V_max= 0.266667; V_startRow= 0; V_endRow= 5; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0664,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.0664 -1.#J b =0 -1.#J V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 172.51; V_Sum= 2415.14; V_sdev= 43.2343; V_rms= 177.469; V_adev= 20.9105; V_skew= -2.69652; V_kurt= 6.44856; V_minloc= 13; V_maxloc= 0; V_min= 26.136; V_max= 214; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.52999; V_Sum= 105.42; V_sdev= 10.8052; V_rms= 12.8497; V_adev= 5.31428; V_skew= 2.8787; V_kurt= 7.0547; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 44.7299; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.05749; V_Sum= 60.6899; V_sdev= 0.594519; V_rms= 5.08942; V_adev= 0.561248; V_skew= 0.296697; V_kurt= -2.06369; V_minloc= 0; V_maxloc= 7; V_min= 4.57642; V_max= 5.73099; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5764,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.5764 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5764,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.5764 -1.#J b =0 -1.#J V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 182.097; V_Sum= 1274.68; V_sdev= 64.619; V_rms= 191.672; V_adev= 40.9773; V_skew= -1.46786; V_kurt= 0.533147; V_minloc= 6; V_maxloc= 0; V_min= 38.676; V_max= 234; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.99947; V_Sum= 69.9963; V_sdev= 16.6862; V_rms= 18.4022; V_adev= 10.7507; V_skew= 1.58031; V_kurt= 0.72178; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 47.6269; V_startRow= 0; V_endRow= 6; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.47389; V_Sum= 22.3694; V_sdev= 0.723875; V_rms= 4.52049; V_adev= 0.517963; V_skew= -1.07331; V_kurt= -0.92; V_minloc= 0; V_maxloc= 1; V_min= 3.17898; V_max= 4.79761; V_startRow= 0; V_endRow= 4; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.152381; V_Sum= 1.06667; V_sdev= 0.119965; V_rms= 0.188562; V_adev= 0.0979592; V_skew= 0.225156; V_kurt= -1.69284; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.179,24.28} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =3.179 -1.#J b =24.28 -1.#J KillWaves Elapsed_Time_2_track_1,X_2_track_1,Y_2_track_1,Elapsed_Time_0_track_0;DelayUpdate KillWaves X_0_track_0,Y_0_track_0,Elapsed_Time_1_track_1,X_1_track_1,Y_1_track_1;DelayUpdate KillWaves Elapsed_Time_0_track_1,X_0_track_1,Y_0_track_1,Elapsed_Time_0_track_2;DelayUpdate KillWaves X_0_track_2,Y_0_track_2,Elapsed_Time_0_track_3,X_0_track_3,Y_0_track_3;DelayUpdate KillWaves Elapsed_Time_2_track_4,X_2_track_4,Y_2_track_4,Elapsed_Time_2_track_5;DelayUpdate KillWaves X_2_track_5,Y_2_track_5,Elapsed_Time_2_track_6,X_2_track_6,Y_2_track_6;DelayUpdate KillWaves Elapsed_Time_0_track_4,X_0_track_4,Y_0_track_4,Elapsed_Time_0_track_5;DelayUpdate KillWaves X_0_track_5,Y_0_track_5,Elapsed_Time_0_track_6,X_0_track_6,Y_0_track_6;DelayUpdate KillWaves Elapsed_Time_0_track_7,X_0_track_7,Y_0_track_7,Elapsed_Time_0_track_8;DelayUpdate KillWaves X_0_track_8,Y_0_track_8 Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.929; V_Sum= 2295; V_sdev= 49.3207; V_rms= 170.679; V_adev= 23.949; V_skew= -2.51211; V_kurt= 5.82172; V_minloc= 13; V_maxloc= 0; V_min= 0; V_max= 217; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.22399; V_Sum= 129.136; V_sdev= 12.1138; V_rms= 14.8777; V_adev= 5.92642; V_skew= 2.82288; V_kurt= 6.85309; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 50.709; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.53558; V_Sum= 78.4269; V_sdev= 1.16227; V_rms= 6.62963; V_adev= 0.948931; V_skew= -0.28917; V_kurt= -1.42749; V_minloc= 1; V_maxloc= 8; V_min= 4.68739; V_max= 7.8003; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.371429; V_Sum= 5.2; V_sdev= 0.271387; V_rms= 0.454257; V_adev= 0.228571; V_skew= 0.0657348; V_kurt= -1.51361; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2264,-23.086} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =6.2264 -1.#J b =-23.086 -1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6874,-2.498e-014} V_chisq= 1.44214e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= NaN; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6874 1.#J b =-2.498e-014 1.#J Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7325,8.4093} V_chisq= 0.226156;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.965854; W_sigma={0.368,1.3} Coefficient values one standard deviation a =3.7325 0.368 b =8.4093 1.3 Curve fit with data subrange: X_EXT[6,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.559,-8.8332} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 7;V_q= 1;V_Rab= -0.997054;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =10.559 1.#J b =-8.8332 1.#J Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.1065,20.45} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 7; V_endRow= 8;V_q= 1;V_Rab= -0.997785;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-3.1065 -1.#J b =20.45 -1.#J Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8003,0} V_chisq= 0;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0;V_startRow= 8; V_endRow= 11;V_q= 1;V_Rab= -0.993146;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =7.8003 0 b =0 0 V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.6; V_Sum= 1566; V_sdev= 56.2577; V_rms= 165.445; V_adev= 31.32; V_skew= -2.08049; V_kurt= 3.05971; V_minloc= 9; V_maxloc= 0; V_min= 0; V_max= 204; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.4606; V_Sum= 84.606; V_sdev= 13.1378; V_rms= 15.064; V_adev= 7.4111; V_skew= 2.19793; V_kurt= 3.35207; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 45.5161; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.88624; V_Sum= 39.09; V_sdev= 0.964762; V_rms= 4.96888; V_adev= 0.899212; V_skew= -0.0167298; V_kurt= -2.21546; V_minloc= 1; V_maxloc= 4; V_min= 3.92464; V_max= 5.78546; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.24; V_Sum= 2.4; V_sdev= 0.191679; V_rms= 0.301109; V_adev= 0.16; V_skew= 0.109053; V_kurt= -1.63356; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.24; V_Sum= 2341.36; V_sdev= 42.8589; V_rms= 172.264; V_adev= 20.9081; V_skew= -2.61532; V_kurt= 6.14419; V_minloc= 13; V_maxloc= 0; V_min= 23.364; V_max= 209; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.46755; V_Sum= 104.546; V_sdev= 10.6076; V_rms= 12.6589; V_adev= 5.20324; V_skew= 2.85179; V_kurt= 6.95102; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 43.8902; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.05463; V_Sum= 60.6555; V_sdev= 0.97821; V_rms= 5.14066; V_adev= 0.739105; V_skew= -0.364686; V_kurt= -0.962744; V_minloc= 1; V_maxloc= 11; V_min= 3.33153; V_max= 6.49354; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-21.417} V_chisq= 4.43734e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-21.417 1.#J Curve fit with data subrange: X_EXT[1,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.2209,1.6591} V_chisq= 1.46987e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2;V_q= 1;V_Rab= -0.948683;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.2209 1.#J b =1.6591 1.#J V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 143.871; V_Sum= 1150.97; V_sdev= 50.848; V_rms= 151.53; V_adev= 30.2257; V_skew= -1.54233; V_kurt= 1.12625; V_minloc= 7; V_maxloc= 0; V_min= 22.968; V_max= 195; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.89687; V_Sum= 71.1749; V_sdev= 12.6257; V_rms= 14.7863; V_adev= 7.72585; V_skew= 1.77022; V_kurt= 1.52319; V_minloc= 7; V_maxloc= 6; V_min= 0; V_max= 39.8003; V_startRow= 0; V_endRow= 7; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.22911; V_Sum= 31.3747; V_sdev= 0.438422; V_rms= 5.24441; V_adev= 0.350919; V_skew= -0.608158; V_kurt= -1.55119; V_minloc= 0; V_maxloc= 3; V_min= 4.50544; V_max= 5.55812; V_startRow= 0; V_endRow= 5; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.183333; V_Sum= 1.46667; V_sdev= 0.141421; V_rms= 0.226078; V_adev= 0.116667; V_skew= 0.206239; V_kurt= -1.66725; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5054,5.9189} V_chisq= 1.2326e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.5054 1.#J b =5.9189 1.#J Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.2; V_Sum= 1702; V_sdev= 60.1051; V_rms= 179.498; V_adev= 34.04; V_skew= -2.23245; V_kurt= 3.44646; V_minloc= 9; V_maxloc= 0; V_min= 0; V_max= 205; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.31268; V_Sum= 73.1268; V_sdev= 15.2428; V_rms= 16.2045; V_adev= 8.65941; V_skew= 2.2598; V_kurt= 3.52143; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 50.6097; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.81463; V_Sum= 22.517; V_sdev= 0.401165; V_rms= 2.83953; V_adev= 0.248208; V_skew= 1.85616; V_kurt= 1.70312; V_minloc= 1; V_maxloc= 0; V_min= 2.6728; V_max= 3.80746; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.24; V_Sum= 2.4; V_sdev= 0.191679; V_rms= 0.301109; V_adev= 0.16; V_skew= 0.109053; V_kurt= -1.63356; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.8075,-17.02} V_chisq= 4.93038e-032;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.8075 1.#J b =-17.02 1.#J V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.364; V_Sum= 2149; V_sdev= 65.045; V_rms= 204.971; V_adev= 35.5207; V_skew= -2.43063; V_kurt= 4.41177; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 232; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.65278; V_Sum= 73.1806; V_sdev= 14.1094; V_rms= 15.0079; V_adev= 7.72231; V_skew= 2.45187; V_kurt= 4.47437; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 49.1255; V_startRow= 0; V_endRow= 10; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.6728; V_Sum= 24.0552; V_sdev= 0; V_rms= 2.6728; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 2.6728; V_max= 2.6728; V_startRow= 0; V_endRow= 8; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.272727; V_Sum= 3; V_sdev= 0.211775; V_rms= 0.33934; V_adev= 0.176309; V_skew= 0.0949252; V_kurt= -1.5967; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.6728,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =2.6728 -1.#J b =0 -1.#J V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 178.429; V_Sum= 1249; V_sdev= 81.9224; V_rms= 193.88; V_adev= 50.9796; V_skew= -1.34307; V_kurt= 0.323172; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 252; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.5892; V_Sum= 88.1243; V_sdev= 18.2247; V_rms= 21.0518; V_adev= 11.6464; V_skew= 1.52381; V_kurt= 0.618867; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 53.3515; V_startRow= 0; V_endRow= 6; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.95456; V_Sum= 34.7728; V_sdev= 1.87363; V_rms= 7.15362; V_adev= 1.34066; V_skew= -1.07331; V_kurt= -0.92; V_minloc= 0; V_maxloc= 1; V_min= 3.6029; V_max= 7.79247; V_startRow= 0; V_endRow= 4; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.6029,62.844} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.6029 1.#J b =62.844 1.#J V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.846; V_Sum= 2559; V_sdev= 59.6138; V_rms= 205.009; V_adev= 30.284; V_skew= -2.73284; V_kurt= 6.16501; V_minloc= 12; V_maxloc= 0; V_min= 0; V_max= 238; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.93891; V_Sum= 90.2058; V_sdev= 12.7745; V_rms= 14.099; V_adev= 6.51973; V_skew= 2.78249; V_kurt= 6.32675; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 49.3172; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.71715; V_Sum= 40.8887; V_sdev= 0; V_rms= 3.71715; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 3.71715; V_max= 3.71715; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.338462; V_Sum= 4.4; V_sdev= 0.251605; V_rms= 0.415922; V_adev= 0.210651; V_skew= 0.0737664; V_kurt= -1.53757; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7172,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =3.7172 -1.#J b =0 -1.#J Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Button blancbut title="Blank",proc=ButtonProc,fColor=(13056,0,0) Button blancbut proc=Blank Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.188; V_Sum= 2354.63; V_sdev= 41.853; V_rms= 172.956; V_adev= 20.6514; V_skew= -2.91347; V_kurt= 7.18071; V_minloc= 13; V_maxloc= 0; V_min= 23.628; V_max= 195; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.3037; V_Sum= 74.2518; V_sdev= 11.0957; V_rms= 11.9353; V_adev= 5.49703; V_skew= 2.95803; V_kurt= 7.3383; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 43.7829; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.53907; V_Sum= 30.4688; V_sdev= 4.63836e-16; V_rms= 2.53907; V_adev= 4.44089e-16; V_skew= -0.877642; V_kurt= -2.15972; V_minloc= 0; V_maxloc= 0; V_min= 2.53907; V_max= 2.53907; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5391,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =2.5391 -1.#J b =0 -1.#J V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.25; V_Sum= 2174.25; V_sdev= 44.1179; V_rms= 172.538; V_adev= 22.4613; V_skew= -2.75637; V_kurt= 6.24046; V_minloc= 12; V_maxloc= 0; V_min= 21.252; V_max= 195; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.59199; V_Sum= 72.6958; V_sdev= 11.7912; V_rms= 12.6336; V_adev= 6.02678; V_skew= 2.79792; V_kurt= 6.37927; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 44.7661; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.53907; V_Sum= 27.9298; V_sdev= 4.65765e-16; V_rms= 2.53907; V_adev= 4.44089e-16; V_skew= -0.866784; V_kurt= -2.17355; V_minloc= 0; V_maxloc= 0; V_min= 2.53907; V_max= 2.53907; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5391,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =2.5391 -1.#J b =0 -1.#J V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 184.083; V_Sum= 2209; V_sdev= 58.6522; V_rms= 192.458; V_adev= 30.6806; V_skew= -2.52781; V_kurt= 5.1174; V_minloc= 11; V_maxloc= 0; V_min= 0; V_max= 229; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.65971; V_Sum= 103.917; V_sdev= 12.7324; V_rms= 14.9531; V_adev= 6.68603; V_skew= 2.56766; V_kurt= 5.23311; V_minloc= 11; V_maxloc= 10; V_min= 0; V_max= 48.7759; V_startRow= 0; V_endRow= 11; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.51406; V_Sum= 55.1406; V_sdev= 9.36222e-16; V_rms= 5.51406; V_adev= 8.88178e-16; V_skew= 0.853815; V_kurt= -2.19; V_minloc= 0; V_maxloc= 0; V_min= 5.51406; V_max= 5.51406; V_startRow= 0; V_endRow= 9; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.305556; V_Sum= 3.66667; V_sdev= 0.231741; V_rms= 0.377614; V_adev= 0.194444; V_skew= 0.083355; V_kurt= -1.56502; V_minloc= 0; V_maxloc= 10; V_min= 0; V_max= 0.666667; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5141,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =5.5141 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5141,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =5.5141 -1.#J b =0 -1.#J Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.354; V_Sum= 1884.89; V_sdev= 49.7839; V_rms= 177.807; V_adev= 26.8112; V_skew= -2.29492; V_kurt= 4.04933; V_minloc= 10; V_maxloc= 0; V_min= 23.892; V_max= 214; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.36086; V_Sum= 80.9695; V_sdev= 11.5264; V_rms= 13.2273; V_adev= 6.27833; V_skew= 2.40587; V_kurt= 4.34144; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 41.8917; V_startRow= 0; V_endRow= 10; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.34198; V_Sum= 39.0778; V_sdev= 0; V_rms= 4.34198; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.34198; V_max= 4.34198; V_startRow= 0; V_endRow= 8; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.278788; V_Sum= 3.06667; V_sdev= 0.204; V_rms= 0.339935; V_adev= 0.170799; V_skew= 0.148675; V_kurt= -1.58849; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.342,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.342 -1.#J b =0 -1.#J V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.741; V_Sum= 2621.12; V_sdev= 41.3408; V_rms= 179.247; V_adev= 19.55; V_skew= -2.91037; V_kurt= 7.60492; V_minloc= 14; V_maxloc= 0; V_min= 28.116; V_max= 214; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.58648; V_Sum= 98.7972; V_sdev= 9.95709; V_rms= 11.6583; V_adev= 4.76867; V_skew= 3.06027; V_kurt= 8.11221; V_minloc= 14; V_maxloc= 13; V_min= 0; V_max= 42.3515; V_startRow= 0; V_endRow= 14; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.34198; V_Sum= 56.4457; V_sdev= 0; V_rms= 4.34198; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.34198; V_max= 4.34198; V_startRow= 0; V_endRow= 12; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.408889; V_Sum= 6.13333; V_sdev= 0.28493; V_rms= 0.492913; V_adev= 0.240593; V_skew= 0.0987745; V_kurt= -1.50411; V_minloc= 0; V_maxloc= 13; V_min= 0; V_max= 0.866667; V_startRow= 0; V_endRow= 14; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.342,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.342 -1.#J b =0 -1.#J V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.885; V_Sum= 3537.7; V_sdev= 35.3286; V_rms= 180.205; V_adev= 14.7185; V_skew= -3.55298; V_kurt= 12.125; V_minloc= 19; V_maxloc= 0; V_min= 29.7; V_max= 214; V_startRow= 0; V_endRow= 19; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.99376; V_Sum= 119.875; V_sdev= 8.46469; V_rms= 10.1977; V_adev= 3.57258; V_skew= 3.73465; V_kurt= 12.8794; V_minloc= 19; V_maxloc= 18; V_min= 0; V_max= 41.7196; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.34198; V_Sum= 78.1556; V_sdev= 0; V_rms= 4.34198; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.34198; V_max= 4.34198; V_startRow= 0; V_endRow= 17; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.573333; V_Sum= 11.4667; V_sdev= 0.38413; V_rms= 0.684755; V_adev= 0.326667; V_skew= 0.0643608; V_kurt= -1.43274; V_minloc= 0; V_maxloc= 18; V_min= 0; V_max= 1.2; V_startRow= 0; V_endRow= 19; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.342,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.342 -1.#J b =0 -1.#J Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 155.385; V_Sum= 2020; V_sdev= 47.3243; V_rms= 161.9; V_adev= 23.9053; V_skew= -2.67154; V_kurt= 5.97654; V_minloc= 12; V_maxloc= 0; V_min= 0; V_max= 194; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.34753; V_Sum= 95.5179; V_sdev= 11.7942; V_rms= 13.5051; V_adev= 6.00582; V_skew= 2.75846; V_kurt= 6.24725; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 46.3854; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.4666; V_Sum= 49.1326; V_sdev= 9.31529e-16; V_rms= 4.4666; V_adev= 8.88178e-16; V_skew= -0.866784; V_kurt= -2.17355; V_minloc= 0; V_maxloc= 0; V_min= 4.4666; V_max= 4.4666; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.338462; V_Sum= 4.4; V_sdev= 0.251605; V_rms= 0.415922; V_adev= 0.210651; V_skew= 0.0737664; V_kurt= -1.53757; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.4666,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.4666 -1.#J b =0 -1.#J Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 157.832; V_Sum= 1736.16; V_sdev= 45.3629; V_rms= 163.651; V_adev= 24.3048; V_skew= -2.24409; V_kurt= 3.92519; V_minloc= 10; V_maxloc= 0; V_min= 24.156; V_max= 200; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.16548; V_Sum= 78.8203; V_sdev= 8.15984; V_rms= 10.5771; V_adev= 4.38815; V_skew= 2.28066; V_kurt= 4.01397; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 31.3003; V_startRow= 0; V_endRow= 10; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.28; V_Sum= 47.52; V_sdev= 0; V_rms= 5.28; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 5.28; V_max= 5.28; V_startRow= 0; V_endRow= 8; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.278788; V_Sum= 3.06667; V_sdev= 0.204; V_rms= 0.339935; V_adev= 0.170799; V_skew= 0.148675; V_kurt= -1.58849; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.28,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =5.28 -1.#J b =0 -1.#J Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 156.618; V_Sum= 1566.18; V_sdev= 48.2966; V_rms= 163.182; V_adev= 26.8883; V_skew= -2.07406; V_kurt= 3.07196; V_minloc= 9; V_maxloc= 0; V_min= 22.176; V_max= 200; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.18683; V_Sum= 71.8683; V_sdev= 9.23046; V_rms= 11.3284; V_adev= 5.18205; V_skew= 2.15155; V_kurt= 3.24865; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 33.0971; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.8464; V_Sum= 38.7712; V_sdev= 0; V_rms= 4.8464; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.8464; V_max= 4.8464; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.246667; V_Sum= 2.46667; V_sdev= 0.183384; V_rms= 0.301846; V_adev= 0.153333; V_skew= 0.166042; V_kurt= -1.61388; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.8464,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.8464 -1.#J b =0 -1.#J V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 158.68; V_Sum= 1904.16; V_sdev= 43.3513; V_rms= 164.018; V_adev= 22.4206; V_skew= -2.40961; V_kurt= 4.79747; V_minloc= 11; V_maxloc= 0; V_min= 24.156; V_max= 200; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.64702; V_Sum= 79.7643; V_sdev= 7.88779; V_rms= 10.0606; V_adev= 4.10888; V_skew= 2.48457; V_kurt= 4.99665; V_minloc= 11; V_maxloc= 10; V_min= 0; V_max= 31.3003; V_startRow= 0; V_endRow= 11; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.8464; V_Sum= 48.464; V_sdev= 9.36222e-16; V_rms= 4.8464; V_adev= 8.88178e-16; V_skew= 0.853815; V_kurt= -2.19; V_minloc= 0; V_maxloc= 0; V_min= 4.8464; V_max= 4.8464; V_startRow= 0; V_endRow= 9; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.311111; V_Sum= 3.73333; V_sdev= 0.224433; V_rms= 0.378104; V_adev= 0.188889; V_skew= 0.133476; V_kurt= -1.56473; V_minloc= 0; V_maxloc= 10; V_min= 0; V_max= 0.666667; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.8464,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.8464 -1.#J b =0 -1.#J V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 161.01; V_Sum= 2576.16; V_sdev= 37.3571; V_rms= 165.023; V_adev= 17.1067; V_skew= -2.99598; V_kurt= 8.33204; V_minloc= 15; V_maxloc= 0; V_min= 24.156; V_max= 200; V_startRow= 0; V_endRow= 15; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.19687; V_Sum= 99.1498; V_sdev= 6.80253; V_rms= 9.04342; V_adev= 3.13793; V_skew= 3.08691; V_kurt= 8.63566; V_minloc= 15; V_maxloc= 14; V_min= 0; V_max= 31.3003; V_startRow= 0; V_endRow= 15; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.8464; V_Sum= 67.8495; V_sdev= 9.21706e-16; V_rms= 4.8464; V_adev= 8.88178e-16; V_skew= 0.894794; V_kurt= -2.13776; V_minloc= 0; V_maxloc= 0; V_min= 4.8464; V_max= 4.8464; V_startRow= 0; V_endRow= 13; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.441667; V_Sum= 7.06667; V_sdev= 0.304898; V_rms= 0.531246; V_adev= 0.258333; V_skew= 0.0900388; V_kurt= -1.48721; V_minloc= 0; V_maxloc= 14; V_min= 0; V_max= 0.933333; V_startRow= 0; V_endRow= 15; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.8464,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.8464 -1.#J b =0 -1.#J Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.242; V_Sum= 1370.18; V_sdev= 50.2068; V_rms= 159.431; V_adev= 28.9035; V_skew= -1.82617; V_kurt= 2.09782; V_minloc= 8; V_maxloc= 0; V_min= 22.176; V_max= 200; V_startRow= 0; V_endRow= 8; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.53396; V_Sum= 67.8057; V_sdev= 9.69879; V_rms= 11.848; V_adev= 5.66433; V_skew= 1.95045; V_kurt= 2.34495; V_minloc= 8; V_maxloc= 7; V_min= 0; V_max= 33.0235; V_startRow= 0; V_endRow= 8; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.96888; V_Sum= 34.7822; V_sdev= 0; V_rms= 4.96888; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.96888; V_max= 4.96888; V_startRow= 0; V_endRow= 6; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.214815; V_Sum= 1.93333; V_sdev= 0.162542; V_rms= 0.263874; V_adev= 0.134979; V_skew= 0.185508; V_kurt= -1.64044; V_minloc= 0; V_maxloc= 7; V_min= 0; V_max= 0.466667; V_startRow= 0; V_endRow= 8; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9689,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.9689 -1.#J b =0 -1.#J V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 148.348; V_Sum= 1780.18; V_sdev= 40.721; V_rms= 153.386; V_adev= 21.0287; V_skew= -2.39392; V_kurt= 4.75723; V_minloc= 11; V_maxloc= 0; V_min= 22.176; V_max= 188; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.77546; V_Sum= 81.3056; V_sdev= 8.67691; V_rms= 10.7202; V_adev= 4.53537; V_skew= 2.51991; V_kurt= 5.09499; V_minloc= 11; V_maxloc= 10; V_min= 0; V_max= 33.9877; V_startRow= 0; V_endRow= 11; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.73179; V_Sum= 47.3179; V_sdev= 0; V_rms= 4.73179; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.73179; V_max= 4.73179; V_startRow= 0; V_endRow= 9; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.311111; V_Sum= 3.73333; V_sdev= 0.224433; V_rms= 0.378104; V_adev= 0.188889; V_skew= 0.133476; V_kurt= -1.56473; V_minloc= 0; V_maxloc= 10; V_min= 0; V_max= 0.666667; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7318,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.7318 -1.#J b =0 -1.#J V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 150.016; V_Sum= 1650.18; V_sdev= 43.2238; V_rms= 155.574; V_adev= 23.2436; V_skew= -2.28023; V_kurt= 4.01291; V_minloc= 10; V_maxloc= 0; V_min= 22.176; V_max= 188; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.1429; V_Sum= 111.572; V_sdev= 8.32052; V_rms= 12.877; V_adev= 4.3354; V_skew= 1.96991; V_kurt= 3.33329; V_minloc= 10; V_maxloc= 9; V_min= 0; V_max= 33.9877; V_startRow= 0; V_endRow= 10; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.62052; V_Sum= 77.5847; V_sdev= 0; V_rms= 8.62052; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 8.62052; V_max= 8.62052; V_startRow= 0; V_endRow= 8; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.278788; V_Sum= 3.06667; V_sdev= 0.204; V_rms= 0.339935; V_adev= 0.170799; V_skew= 0.148675; V_kurt= -1.58849; V_minloc= 0; V_maxloc= 9; V_min= 0; V_max= 0.6; V_startRow= 0; V_endRow= 10; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.6205,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =8.6205 -1.#J b =0 -1.#J Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 160.143; V_Sum= 2242; V_sdev= 46.8744; V_rms= 166.391; V_adev= 22.8776; V_skew= -2.78948; V_kurt= 6.77814; V_minloc= 13; V_maxloc= 0; V_min= 0; V_max= 202; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.37719; V_Sum= 103.281; V_sdev= 12.3745; V_rms= 14.0219; V_adev= 6.11401; V_skew= 2.9283; V_kurt= 7.23213; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 50.1753; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.42545; V_Sum= 53.1054; V_sdev= 9.27672e-16; V_rms= 4.42545; V_adev= 8.88178e-16; V_skew= -0.877642; V_kurt= -2.15972; V_minloc= 0; V_maxloc= 0; V_min= 4.42545; V_max= 4.42545; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.371429; V_Sum= 5.2; V_sdev= 0.271387; V_rms= 0.454257; V_adev= 0.228571; V_skew= 0.0657348; V_kurt= -1.51361; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.4254,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.4254 -1.#J b =0 -1.#J string /G prevfilename, notestr SetVariable setvar3 size={500,200},value=notestr,format="" SetVariable setvar3 title="Note",size={500,20} SetVariable setvar3 size={400,18} SetVariable setvar3 size={300,18} SetVariable setvar3 size={350,18} Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 102.405; V_Sum= 921.648; V_sdev= 44.8427; V_rms= 110.789; V_adev= 21.6877; V_skew= 0.496312; V_kurt= 0.661579; V_minloc= 8; V_maxloc= 0; V_min= 21.648; V_max= 200; V_startRow= 0; V_endRow= 8; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 18.1548; V_Sum= 163.393; V_sdev= 8.24308; V_rms= 19.7483; V_adev= 4.03441; V_skew= -0.573873; V_kurt= 0.697516; V_minloc= 8; V_maxloc= 7; V_min= 0; V_max= 32.7201; V_startRow= 0; V_endRow= 8; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 18.6676; V_Sum= 130.673; V_sdev= 0; V_rms= 18.6676; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 18.6676; V_max= 18.6676; V_startRow= 0; V_endRow= 6; V_npnts= 9; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.214815; V_Sum= 1.93333; V_sdev= 0.162542; V_rms= 0.263874; V_adev= 0.134979; V_skew= 0.185508; V_kurt= -1.64044; V_minloc= 0; V_maxloc= 7; V_min= 0; V_max= 0.466667; V_startRow= 0; V_endRow= 8; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.668,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 0; V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =18.668 -1.#J b =0 -1.#J Button button1 title="AutoAnalyst",size={90,20},proc=ButtonProcAutoAnalyst;DelayUpdate Button button1 fColor=(0,0,26112) Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.063; V_Sum= 3155.2; V_sdev= 39.5964; V_rms= 170.477; V_adev= 20.9729; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 13.2; V_max= 210; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.64013; V_Sum= 145.163; V_sdev= 10.0108; V_rms= 12.382; V_adev= 4.42417; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 48.1133; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.70878; V_Sum= 97.0492; V_sdev= 1.65886; V_rms= 5.93128; V_adev= 1.4463; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 3.44214; V_max= 8.02925; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; Edit eventwave V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.82353; V_Sum= 48; V_sdev= 1.87867; V_rms= 3.36067; V_adev= 1.61938; V_skew= 0.0265224; V_kurt= -1.75077; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Edit ResultsTableWave V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.70588; V_Sum= 46; V_sdev= 1.92888; V_rms= 3.28991; V_adev= 1.72318; V_skew= 0.147198; V_kurt= -1.81398; V_minloc= 16; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7593,-19.758} V_chisq= 1.97215e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.7593 1.#J b =-19.758 1.#J Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1373,-0.82307} V_chisq= 1.5041;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.0995473; W_sigma={0.726,5.82} Coefficient values one standard deviation a =4.1373 0.726 b =-0.82307 5.82 Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3023,6.6048} V_chisq= 4.02828;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.893769; W_sigma={0.417,1.17} Coefficient values one standard deviation a =3.3023 0.417 b =6.6048 1.17 V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 21.9203; V_Sum= 416.486; V_sdev= 5.22673; V_rms= 22.5029; V_adev= 2.76842; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 1.7424; V_max= 27.72; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.0085; V_Sum= 19.1615; V_sdev= 1.32143; V_rms= 1.63442; V_adev= 0.583991; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 6.35096; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.753559; V_Sum= 12.8105; V_sdev= 0.218969; V_rms= 0.782929; V_adev= 0.190911; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 0.454362; V_max= 1.05986; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.89348; V_Sum= 54.9762; V_sdev= 0.689928; V_rms= 2.97039; V_adev= 0.365431; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 0.229997; V_max= 3.65904; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.133122; V_Sum= 2.52931; V_sdev= 0.174428; V_rms= 0.215744; V_adev= 0.0770868; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 0.838326; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0994697; V_Sum= 1.69099; V_sdev= 0.028904; V_rms= 0.103347; V_adev= 0.0252003; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 0.0599758; V_max= 0.139902; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.38194; V_Sum= 7.25686; V_sdev= 0.0910705; V_rms= 0.392091; V_adev= 0.0482369; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 0.0303596; V_max= 0.482993; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0175721; V_Sum= 0.333869; V_sdev= 0.0230245; V_rms= 0.0284781; V_adev= 0.0101755; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 0.110659; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.01313; V_Sum= 0.22321; V_sdev= 0.00381532; V_rms= 0.0136418; V_adev= 0.00332644; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 0.00791681; V_max= 0.018467; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; SetAxis/A V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0504161; V_Sum= 0.957905; V_sdev= 0.0120213; V_rms= 0.051756; V_adev= 0.00636727; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 0.00400746; V_max= 0.0637551; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00231951; V_Sum= 0.0440707; V_sdev= 0.00303924; V_rms= 0.00375912; V_adev= 0.00134316; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 0.014607; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00173316; V_Sum= 0.0294637; V_sdev= 0.000503622; V_rms= 0.00180071; V_adev= 0.00043909; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 0.00104502; V_max= 0.00243765; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00665492; V_Sum= 0.126444; V_sdev= 0.00158681; V_rms= 0.0068318; V_adev= 0.00084048; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 0.000528985; V_max= 0.00841567; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000306176; V_Sum= 0.00581734; V_sdev= 0.000401179; V_rms= 0.000496203; V_adev= 0.000177297; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 0.00192812; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000228777; V_Sum= 0.00388921; V_sdev= 6.64782e-05; V_rms= 0.000237694; V_adev= 5.79598e-05; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 0.000137942; V_max= 0.000321769; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.00087845; V_Sum= 0.0166905; V_sdev= 0.000209459; V_rms= 0.000901797; V_adev= 0.000110943; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 6.98261e-05; V_max= 0.00111087; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.04152e-05; V_Sum= 0.000767888; V_sdev= 5.29557e-05; V_rms= 6.54988e-05; V_adev= 2.34032e-05; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 0.000254512; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.01986e-05; V_Sum= 0.000513376; V_sdev= 8.77512e-06; V_rms= 3.13756e-05; V_adev= 7.6507e-06; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 1.82084e-05; V_max= 4.24735e-05; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.000115955; V_Sum= 0.00220315; V_sdev= 2.76486e-05; V_rms= 0.000119037; V_adev= 1.46445e-05; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 9.21704e-06; V_max= 0.000146635; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.3348e-06; V_Sum= 0.000101361; V_sdev= 6.99015e-06; V_rms= 8.64584e-06; V_adev= 3.08923e-06; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 3.35956e-05; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.98621e-06; V_Sum= 6.77656e-05; V_sdev= 1.15832e-06; V_rms= 4.14158e-06; V_adev= 1.00989e-06; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 2.40351e-06; V_max= 5.60651e-06; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.53061e-05; V_Sum= 0.000290816; V_sdev= 3.64962e-06; V_rms= 1.57129e-05; V_adev= 1.93308e-06; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 1.21665e-06; V_max= 1.93558e-05; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.04194e-07; V_Sum= 1.33797e-05; V_sdev= 9.227e-07; V_rms= 1.14125e-06; V_adev= 4.07778e-07; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 4.43462e-06; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.2618e-07; V_Sum= 8.94506e-06; V_sdev= 1.52898e-07; V_rms= 5.46688e-07; V_adev= 1.33306e-07; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 3.17263e-07; V_max= 7.40059e-07; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.02041e-06; V_Sum= 3.83877e-05; V_sdev= 4.81749e-07; V_rms= 2.0741e-06; V_adev= 2.55166e-07; V_skew= -2.9232; V_kurt= 8.78809; V_minloc= 18; V_maxloc= 0; V_min= 1.60598e-07; V_max= 2.55496e-06; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.29536e-08; V_Sum= 1.76612e-06; V_sdev= 1.21796e-07; V_rms= 1.50645e-07; V_adev= 5.38267e-08; V_skew= 3.43597; V_kurt= 11.0862; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 5.8537e-07; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.94558e-08; V_Sum= 1.18075e-06; V_sdev= 2.01825e-08; V_rms= 7.21629e-08; V_adev= 1.75964e-08; V_skew= 0.265905; V_kurt= -1.54575; V_minloc= 1; V_maxloc= 9; V_min= 4.18788e-08; V_max= 9.76878e-08; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.474; V_Sum= 3087; V_sdev= 42.7582; V_rms= 167.719; V_adev= 23.2465; V_skew= -2.75662; V_kurt= 8.11524; V_minloc= 18; V_maxloc= 0; V_min= 2.89076e-07; V_max= 214; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.80651; V_Sum= 167.324; V_sdev= 10.4023; V_rms= 13.4189; V_adev= 4.87256; V_skew= 3.33031; V_kurt= 10.6025; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 50.4863; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.87279; V_Sum= 116.837; V_sdev= 2.08297; V_rms= 7.16371; V_adev= 1.58948; V_skew= 0.173219; V_kurt= -0.844363; V_minloc= 0; V_maxloc= 6; V_min= 2.8556; V_max= 9.98761; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.41176; V_Sum= 58; V_sdev= 2.03282; V_rms= 3.94074; V_adev= 1.86851; V_skew= -0.489208; V_kurt= -1.73125; V_minloc= 16; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.027,14.454} V_chisq= 0.0982757;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.989581; W_sigma={0.185,1.49} Coefficient values one standard deviation a =3.027 0.185 b =14.454 1.49 Make/N=(1200,17)/D/O AutoResults Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.144; V_Sum= 2224.87; V_sdev= 44.5429; V_rms= 176.413; V_adev= 22.3495; V_skew= -2.60957; V_kurt= 5.74228; V_minloc= 12; V_maxloc= 0; V_min= 25.872; V_max= 207; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.87074; V_Sum= 89.3196; V_sdev= 11.0353; V_rms= 12.634; V_adev= 5.6059; V_skew= 2.73527; V_kurt= 6.16065; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 43.3091; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.18278; V_Sum= 46.0106; V_sdev= 0.830424; V_rms= 4.25706; V_adev= 0.729044; V_skew= -0.334282; V_kurt= -1.73898; V_minloc= 10; V_maxloc= 4; V_min= 2.89499; V_max= 4.94251; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; Edit eventwave V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; SetAxis/A Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.0389,7.1385} V_chisq= 2.24949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.0389 1.#J b =7.1385 1.#J V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.72727; V_Sum= 30; V_sdev= 2.00454; V_rms= 3.3303; V_adev= 1.75207; V_skew= 0.0688389; V_kurt= -1.88707; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.058; V_Sum= 2310.82; V_sdev= 43.1923; V_rms= 170.225; V_adev= 20.9417; V_skew= -2.28344; V_kurt= 5.1091; V_minloc= 13; V_maxloc= 0; V_min= 24.816; V_max= 217; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.03333; V_Sum= 126.467; V_sdev= 10.2791; V_rms= 13.4058; V_adev= 4.96579; V_skew= 2.6917; V_kurt= 6.39305; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 43.7939; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.8894; V_Sum= 82.6728; V_sdev= 1.61049; V_rms= 7.05984; V_adev= 1.36842; V_skew= -0.677798; V_kurt= -1.25189; V_minloc= 0; V_maxloc= 4; V_min= 4.07707; V_max= 8.17228; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_min=0////////////////////////////////// V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; Edit eventwave V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.91667; V_Sum= 35; V_sdev= 2.02073; V_rms= 3.5; V_adev= 1.76389; V_skew= -0.0784108; V_kurt= -1.89776; V_minloc= 11; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.2153,15.33} V_chisq= 0.069601;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.996685; W_sigma={0.118,0.723} Coefficient values one standard deviation a =4.2153 0.118 b =15.33 0.723 Edit AutoResults Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.16; V_Sum= 2004.08; V_sdev= 44.0956; V_rms= 159.875; V_adev= 26.2892; V_skew= -1.68539; V_kurt= 2.92745; V_minloc= 12; V_maxloc= 0; V_min= 25.08; V_max= 212; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.46709; V_Sum= 123.072; V_sdev= 10.0249; V_rms= 13.5053; V_adev= 5.10339; V_skew= 2.35032; V_kurt= 4.86773; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 41.2646; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.43705; V_Sum= 81.8076; V_sdev= 2.44831; V_rms= 7.79481; V_adev= 2.10425; V_skew= -0.380191; V_kurt= -1.63245; V_minloc= 0; V_maxloc= 4; V_min= 3.4874; V_max= 9.81072; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.54545; V_Sum= 28; V_sdev= 1.86353; V_rms= 3.10425; V_adev= 1.58678; V_skew= 0.188075; V_kurt= -1.68969; V_minloc= 10; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.2616,25.078} V_chisq= 0.431385;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.992371; W_sigma={0.294,1.8} Coefficient values one standard deviation a =3.2616 0.294 b =25.078 1.8 V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 20.3491; V_Sum= 264.539; V_sdev= 5.82062; V_rms= 21.1036; V_adev= 3.47018; V_skew= -1.68539; V_kurt= 2.92745; V_minloc= 12; V_maxloc= 0; V_min= 3.31056; V_max= 27.984; V_startRow= 0; V_endRow= 12; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.24966; V_Sum= 16.2455; V_sdev= 1.32329; V_rms= 1.7827; V_adev= 0.673647; V_skew= 2.35032; V_kurt= 4.86773; V_minloc= 12; V_maxloc= 11; V_min= 0; V_max= 5.44693; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.981691; V_Sum= 10.7986; V_sdev= 0.323177; V_rms= 1.02891; V_adev= 0.277761; V_skew= -0.380191; V_kurt= -1.63245; V_minloc= 0; V_maxloc= 4; V_min= 0.460337; V_max= 1.29501; V_startRow= 0; V_endRow= 10; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.34359; V_Sum= 4.46667; V_sdev= 0.244716; V_rms= 0.416333; V_adev= 0.205917; V_skew= 0.120259; V_kurt= -1.54277; V_minloc= 0; V_maxloc= 11; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 12; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; ModifyGraph useMrkStrokeRGB(X_EXT)=1,mrkStrokeRGB(X_EXT)=(39168,0,0) ModifyGraph useMrkStrokeRGB(X_EXT)=1,mrkStrokeRGB(X_EXT)=(39168,0,0) ModifyGraph zmrkSize(X_EXT)=0,zColor(X_EXT)=0 V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; Edit eventwave V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.45455; V_Sum= 38; V_sdev= 1.96792; V_rms= 3.93123; V_adev= 1.68595; V_skew= -0.582618; V_kurt= -1.48873; V_minloc= 10; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 18; V_sdev= 1.12006; V_rms= 1.95402; V_adev= 0.991736; V_skew= 0.272686; V_kurt= -1.73013; V_minloc= 10; V_maxloc= 6; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 18; V_sdev= 1.12006; V_rms= 1.95402; V_adev= 0.991736; V_skew= 0.272686; V_kurt= -1.73013; V_minloc= 10; V_maxloc= 6; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 18; V_sdev= 1.12006; V_rms= 1.95402; V_adev= 0.991736; V_skew= 0.272686; V_kurt= -1.73013; V_minloc= 10; V_maxloc= 6; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.90909; V_Sum= 21; V_sdev= 1.04447; V_rms= 2.15322; V_adev= 0.991736; V_skew= 0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 6; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; V_npnts= 11; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.09091; V_Sum= 23; V_sdev= 1.04447; V_rms= 2.31595; V_adev= 0.991736; V_skew= -0.158252; V_kurt= -2.14601; V_minloc= 0; V_maxloc= 5; V_min= 1; V_max= 3; V_startRow= 0; V_endRow= 10; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 161.596; V_Sum= 4686.29; V_sdev= 36.5279; V_rms= 165.534; V_adev= 22.8871; V_skew= -2.67651; V_kurt= 9.41396; V_minloc= 28; V_maxloc= 0; V_min= 3.29314; V_max= 213; V_startRow= 0; V_endRow= 28; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.51314; V_Sum= 246.881; V_sdev= 8.47568; V_rms= 11.9094; V_adev= 4.17373; V_skew= 3.88531; V_kurt= 16.2765; V_minloc= 28; V_maxloc= 27; V_min= 0; V_max= 49.6937; V_startRow= 0; V_endRow= 28; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.30324; V_Sum= 197.187; V_sdev= 2.79838; V_rms= 7.80245; V_adev= 2.46348; V_skew= 0.290597; V_kurt= -1.34888; V_minloc= 12; V_maxloc= 4; V_min= 4.10051; V_max= 12.4003; V_startRow= 0; V_endRow= 26; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.871264; V_Sum= 25.2667; V_sdev= 0.560309; V_rms= 1.03064; V_adev= 0.478319; V_skew= 0.0352431; V_kurt= -1.3589; V_minloc= 0; V_maxloc= 27; V_min= 0; V_max= 1.8; V_startRow= 0; V_endRow= 28; Edit eventwave V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 Edit AutoResults V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 Curve fit with data subrange: X_EXT[20,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.6392,4.221} V_chisq= 3.69528;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 26;V_q= 1;V_Rab= -0.996241; V_Pr= 0.612372; W_sigma={3.75,2.44} Coefficient values one standard deviation a =2.6392 3.75 b =4.221 2.44 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.4866,-9.4924e-013} V_chisq= 2.00356e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999808;V_Pr= NaN; W_sigma={inf,inf} Coefficient values one standard deviation a =9.4866 1.#J b =-9.4924e-013 1.#J V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 Curve fit with data subrange: X_EXT[20,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.6392,4.221} V_chisq= 3.69528;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 26;V_q= 1;V_Rab= -0.996241; V_Pr= 0.612372; W_sigma={3.75,2.44} Coefficient values one standard deviation a =2.6392 3.75 b =4.221 2.44 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.25926; V_Sum= 88; V_sdev= 1.7887; V_rms= 3.70185; V_adev= 1.54733; V_skew= -0.337636; V_kurt= -1.53307; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6014,26.862} V_chisq= 1.46766;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.977874; W_sigma={0.542,3.32} Coefficient values one standard deviation a =4.6014 0.542 b =26.862 3.32 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.0828,20.306} V_chisq= 1.22174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= 0.866025; W_sigma={3.19,11.7} Coefficient values one standard deviation a =6.0828 3.19 b =20.306 11.7 Curve fit with data subrange: X_EXT[4,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.85,-17.84} V_chisq= 3.26516;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 12;V_q= 1;V_Rab= -0.951662; V_Pr= -0.981303; W_sigma={0.741,1.32} Coefficient values one standard deviation a =17.85 0.741 b =-17.84 1.32 Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.1831,-1.0149} V_chisq= 0.38457;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987744; V_Pr= -0.57735; W_sigma={0.573,0.586} Coefficient values one standard deviation a =5.1831 0.573 b =-1.0149 0.586 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.746,20.298} V_chisq= 2.32053;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 0.942085; W_sigma={5.3,4.17} Coefficient values one standard deviation a =-19.746 5.3 b =20.298 4.17 Curve fit with data subrange: X_EXT[20,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.6392,4.221} V_chisq= 3.69528;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 26;V_q= 1;V_Rab= -0.996241; V_Pr= 0.612372; W_sigma={3.75,2.44} Coefficient values one standard deviation a =2.6392 3.75 b =4.221 2.44 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.365; V_Sum= 4784.76; V_sdev= 40.6383; V_rms= 203.296; V_adev= 21.7408; V_skew= -3.27186; V_kurt= 11.6029; V_minloc= 23; V_maxloc= 0; V_min= 23.76; V_max= 240; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.10437; V_Sum= 146.505; V_sdev= 8.38707; V_rms= 10.2311; V_adev= 3.72275; V_skew= 3.84235; V_kurt= 14.6584; V_minloc= 23; V_maxloc= 22; V_min= 0; V_max= 44.1453; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.65271; V_Sum= 102.36; V_sdev= 2.03722; V_rms= 5.06057; V_adev= 1.82254; V_skew= 0.161938; V_kurt= -1.6947; V_minloc= 8; V_maxloc= 17; V_min= 2.52186; V_max= 7.43079; V_startRow= 0; V_endRow= 21; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.705556; V_Sum= 16.9333; V_sdev= 0.462681; V_rms= 0.838429; V_adev= 0.394444; V_skew= 0.0481781; V_kurt= -1.39374; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 1.46667; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 SetAxis/A Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 148.411; V_Sum= 4.5592e+07; V_sdev= 55.8267; V_rms= 158.564; V_adev= 46.4819; V_skew= -0.576751; V_kurt= -0.439096; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 152.277; V_Sum= 4.67796e+07; V_sdev= 54.1167; V_rms= 161.608; V_adev= 45.0934; V_skew= -0.591856; V_kurt= -0.430163; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 157.474; V_Sum= 4.8376e+07; V_sdev= 51.543; V_rms= 165.695; V_adev= 42.9518; V_skew= -0.600349; V_kurt= -0.421936; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.234; V_Sum= 5.01456e+07; V_sdev= 49.2753; V_rms= 170.509; V_adev= 41.0177; V_skew= -0.608005; V_kurt= -0.405554; V_minloc= 116750; V_maxloc= 4728; V_min= 31; V_max= 254; V_minRowLoc= 350; V_minColLoc= 194; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.088; V_Sum= 5.44015e+07; V_sdev= 41.0781; V_rms= 181.79; V_adev= 34.2215; V_skew= -0.614005; V_kurt= -0.409245; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 181.407; V_Sum= 5.57283e+07; V_sdev= 38.8621; V_rms= 185.523; V_adev= 32.3571; V_skew= -0.623603; V_kurt= -0.399357; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.902; V_Sum= 5.80305e+07; V_sdev= 36.5336; V_rms= 192.402; V_adev= 30.3937; V_skew= -0.637843; V_kurt= -0.378541; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.744; V_Sum= 5.82894e+07; V_sdev= 34.6558; V_rms= 192.883; V_adev= 28.8439; V_skew= -0.640647; V_kurt= -0.382363; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.427; V_Sum= 5.84992e+07; V_sdev= 35.2213; V_rms= 193.657; V_adev= 29.2769; V_skew= -0.657642; V_kurt= -0.351439; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.191; V_Sum= 6.14986e+07; V_sdev= 30.6748; V_rms= 202.527; V_adev= 25.4679; V_skew= -0.670397; V_kurt= -0.332372; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.852; V_Sum= 6.26234e+07; V_sdev= 27.9387; V_rms= 205.758; V_adev= 23.2217; V_skew= -0.669928; V_kurt= -0.341183; V_minloc= 36561; V_maxloc= 3529; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.463; V_Sum= 6.25038e+07; V_sdev= 28.2497; V_rms= 205.415; V_adev= 23.4741; V_skew= -0.67846; V_kurt= -0.334042; V_minloc= 33564; V_maxloc= 4129; V_min= 127; V_max= 254; V_minRowLoc= 564; V_minColLoc= 55; V_maxRowLoc= 529; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.332; V_Sum= 6.33853e+07; V_sdev= 27.4558; V_rms= 208.151; V_adev= 22.7596; V_skew= -0.69242; V_kurt= -0.303018; V_minloc= 37163; V_maxloc= 2933; V_min= 131; V_max= 255; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 533; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.737; V_Sum= 6.44312e+07; V_sdev= 24.0251; V_rms= 211.108; V_adev= 19.9164; V_skew= -0.692475; V_kurt= -0.30595; V_minloc= 36561; V_maxloc= 530; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.709; V_Sum= 6.71875e+07; V_sdev= 20.4904; V_rms= 219.667; V_adev= 16.9501; V_skew= -0.696321; V_kurt= -0.28697; V_minloc= 37161; V_maxloc= 1132; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.323; V_Sum= 6.76831e+07; V_sdev= 19.6781; V_rms= 221.2; V_adev= 16.2488; V_skew= -0.712869; V_kurt= -0.259086; V_minloc= 36561; V_maxloc= 1130; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.912; V_Sum= 6.75568e+07; V_sdev= 19.219; V_rms= 220.75; V_adev= 15.8724; V_skew= -0.717739; V_kurt= -0.256792; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.812; V_Sum= 6.93693e+07; V_sdev= 16.6101; V_rms= 226.422; V_adev= 13.694; V_skew= -0.728104; V_kurt= -0.232687; V_minloc= 30578; V_maxloc= 1730; V_min= 180; V_max= 255; V_minRowLoc= 578; V_minColLoc= 50; V_maxRowLoc= 530; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.957; V_Sum= 6.97211e+07; V_sdev= 15.2308; V_rms= 227.467; V_adev= 12.5236; V_skew= -0.728463; V_kurt= -0.218788; V_minloc= 30579; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.141; V_Sum= 6.97778e+07; V_sdev= 15.2601; V_rms= 227.653; V_adev= 12.554; V_skew= -0.739907; V_kurt= -0.207485; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.199; V_Sum= 7.07172e+07; V_sdev= 14.2176; V_rms= 230.638; V_adev= 11.6663; V_skew= -0.755485; V_kurt= -0.172768; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.158; V_Sum= 7.1319e+07; V_sdev= 13.1082; V_rms= 232.528; V_adev= 10.7412; V_skew= -0.771568; V_kurt= -0.146347; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.376; V_Sum= 7.20002e+07; V_sdev= 11.8663; V_rms= 234.676; V_adev= 9.71308; V_skew= -0.772817; V_kurt= -0.135961; V_minloc= 29980; V_maxloc= 576; V_min= 201; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 576; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.141; V_Sum= 7.22355e+07; V_sdev= 11.4223; V_rms= 235.419; V_adev= 9.33265; V_skew= -0.784533; V_kurt= -0.110972; V_minloc= 29959; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.539; V_Sum= 7.26646e+07; V_sdev= 10.6146; V_rms= 236.777; V_adev= 8.66004; V_skew= -0.790961; V_kurt= -0.08925; V_minloc= 37161; V_maxloc= 1177; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 577; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.888; V_Sum= 7.27719e+07; V_sdev= 10.4011; V_rms= 237.116; V_adev= 8.46397; V_skew= -0.792007; V_kurt= -0.0700044; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.241; V_Sum= 7.31875e+07; V_sdev= 9.62386; V_rms= 238.435; V_adev= 7.82471; V_skew= -0.805032; V_kurt= -0.0458797; V_minloc= 30559; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 50; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.658; V_Sum= 7.30085e+07; V_sdev= 9.95724; V_rms= 237.866; V_adev= 8.08939; V_skew= -0.811243; V_kurt= -0.0364168; V_minloc= 29960; V_maxloc= 589; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 589; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.312; V_Sum= 7.41309e+07; V_sdev= 7.85225; V_rms= 241.439; V_adev= 6.3633; V_skew= -0.801703; V_kurt= -0.0342154; V_minloc= 22789; V_maxloc= 570; V_min= 219; V_max= 255; V_minRowLoc= 589; V_minColLoc= 37; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.539; V_Sum= 7.38935e+07; V_sdev= 8.34146; V_rms= 240.683; V_adev= 6.74762; V_skew= -0.820294; V_kurt= -0.00114192; V_minloc= 28183; V_maxloc= 0; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.43; V_Sum= 7.41674e+07; V_sdev= 7.78403; V_rms= 241.556; V_adev= 6.29625; V_skew= -0.814675; V_kurt= 0.0029751; V_minloc= 29383; V_maxloc= 526; V_min= 219; V_max= 255; V_minRowLoc= 583; V_minColLoc= 48; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.495; V_Sum= 7.41873e+07; V_sdev= 7.7682; V_rms= 241.62; V_adev= 6.27058; V_skew= -0.824196; V_kurt= 0.026422; V_minloc= 30549; V_maxloc= 578; V_min= 219; V_max= 255; V_minRowLoc= 549; V_minColLoc= 50; V_maxRowLoc= 578; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.229; V_Sum= 4.73792e+07; V_sdev= 54.0915; V_rms= 163.44; V_adev= 43.4042; V_skew= -0.793703; V_kurt= 0.0313104; V_minloc= 47284; V_maxloc= 512; V_min= 0; V_max= 252; V_minRowLoc= 484; V_minColLoc= 78; V_maxRowLoc= 512; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 157.989; V_Sum= 4.85341e+07; V_sdev= 52.598; V_rms= 166.514; V_adev= 42.2532; V_skew= -0.805677; V_kurt= 0.0347028; V_minloc= 99976; V_maxloc= 513; V_min= 8; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 513; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.852; V_Sum= 5.00281e+07; V_sdev= 50.0375; V_rms= 170.366; V_adev= 40.1615; V_skew= -0.817799; V_kurt= 0.0575121; V_minloc= 29269; V_maxloc= 504; V_min= 20; V_max= 252; V_minRowLoc= 469; V_minColLoc= 48; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 168.301; V_Sum= 5.1702e+07; V_sdev= 47.9069; V_rms= 174.986; V_adev= 38.4527; V_skew= -0.820463; V_kurt= 0.0629148; V_minloc= 19039; V_maxloc= 510; V_min= 31; V_max= 254; V_minRowLoc= 439; V_minColLoc= 31; V_maxRowLoc= 510; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 181.182; V_Sum= 5.5659e+07; V_sdev= 39.888; V_rms= 185.521; V_adev= 32.005; V_skew= -0.82447; V_kurt= 0.0657743; V_minloc= 19581; V_maxloc= 511; V_min= 67; V_max= 252; V_minRowLoc= 381; V_minColLoc= 32; V_maxRowLoc= 511; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.225; V_Sum= 5.69011e+07; V_sdev= 37.7148; V_rms= 189.026; V_adev= 30.2478; V_skew= -0.83154; V_kurt= 0.0718351; V_minloc= 35963; V_maxloc= 1103; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 503; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.388; V_Sum= 5.91016e+07; V_sdev= 35.2929; V_rms= 195.598; V_adev= 28.237; V_skew= -0.84999; V_kurt= 0.114524; V_minloc= 76797; V_maxloc= 508; V_min= 84; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 508; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.053; V_Sum= 5.93058e+07; V_sdev= 33.4864; V_rms= 195.935; V_adev= 26.8139; V_skew= -0.853699; V_kurt= 0.111757; V_minloc= 77397; V_maxloc= 504; V_min= 79; V_max= 252; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 504; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.689; V_Sum= 5.95014e+07; V_sdev= 34.0043; V_rms= 196.652; V_adev= 27.2141; V_skew= -0.866501; V_kurt= 0.139841; V_minloc= 77397; V_maxloc= 516; V_min= 83; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 516; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.907; V_Sum= 6.2333e+07; V_sdev= 29.5078; V_rms= 205.041; V_adev= 23.5841; V_skew= -0.874182; V_kurt= 0.16594; V_minloc= 77397; V_maxloc= 507; V_min= 86; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 507; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.429; V_Sum= 6.34149e+07; V_sdev= 26.7587; V_rms= 208.156; V_adev= 21.3654; V_skew= -0.879695; V_kurt= 0.1852; V_minloc= 77997; V_maxloc= 1701; V_min= 95; V_max= 254; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 501; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.106; V_Sum= 6.33158e+07; V_sdev= 27.0275; V_rms= 207.871; V_adev= 21.5686; V_skew= -0.885778; V_kurt= 0.196312; V_minloc= 76797; V_maxloc= 490; V_min= 105; V_max= 254; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 490; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.874; V_Sum= 6.41659e+07; V_sdev= 26.1796; V_rms= 210.508; V_adev= 20.8397; V_skew= -0.901582; V_kurt= 0.241346; V_minloc= 73197; V_maxloc= 501; V_min= 114; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 501; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.083; V_Sum= 6.5152e+07; V_sdev= 22.8332; V_rms= 213.309; V_adev= 18.1498; V_skew= -0.90913; V_kurt= 0.26549; V_minloc= 76797; V_maxloc= 306591; V_min= 115; V_max= 253; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 591; V_maxColLoc= 510; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.602; V_Sum= 6.77688e+07; V_sdev= 19.456; V_rms= 221.458; V_adev= 15.4116; V_skew= -0.932537; V_kurt= 0.350316; V_minloc= 76797; V_maxloc= 500; V_min= 122; V_max= 255; V_minRowLoc= 597; V_minColLoc= 127; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.05; V_Sum= 6.82139e+07; V_sdev= 18.5724; V_rms= 222.826; V_adev= 14.6769; V_skew= -0.940539; V_kurt= 0.384934; V_minloc= 77397; V_maxloc= 498; V_min= 125; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 498; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.659; V_Sum= 6.80938e+07; V_sdev= 18.1682; V_rms= 222.403; V_adev= 14.3865; V_skew= -0.935893; V_kurt= 0.355372; V_minloc= 77397; V_maxloc= 500; V_min= 127; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.28; V_Sum= 6.98204e+07; V_sdev= 15.6775; V_rms= 227.82; V_adev= 12.3594; V_skew= -0.959224; V_kurt= 0.459956; V_minloc= 77397; V_maxloc= 471; V_min= 129; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 471; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.239; V_Sum= 7.01149e+07; V_sdev= 14.3906; V_rms= 228.692; V_adev= 11.3535; V_skew= -0.960599; V_kurt= 0.474174; V_minloc= 77397; V_maxloc= 517; V_min= 139; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.444; V_Sum= 7.0178e+07; V_sdev= 14.3194; V_rms= 228.892; V_adev= 11.2907; V_skew= -0.967841; V_kurt= 0.488774; V_minloc= 77397; V_maxloc= 503; V_min= 137; V_max= 254; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 503; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.401; V_Sum= 7.10863e+07; V_sdev= 13.3015; V_rms= 231.783; V_adev= 10.4512; V_skew= -0.984539; V_kurt= 0.574754; V_minloc= 77997; V_maxloc= 40; V_min= 145; V_max= 255; V_minRowLoc= 597; V_minColLoc= 129; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.262; V_Sum= 7.16581e+07; V_sdev= 12.2327; V_rms= 233.583; V_adev= 9.59422; V_skew= -0.996913; V_kurt= 0.658279; V_minloc= 77397; V_maxloc= 466; V_min= 149; V_max= 255; V_minRowLoc= 597; V_minColLoc= 128; V_maxRowLoc= 466; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.361; V_Sum= 7.2303e+07; V_sdev= 11.0205; V_rms= 235.619; V_adev= 8.63796; V_skew= -1.00635; V_kurt= 0.772629; V_minloc= 72597; V_maxloc= 500; V_min= 147; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 500; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.082; V_Sum= 7.25243e+07; V_sdev= 10.6128; V_rms= 236.32; V_adev= 8.31002; V_skew= -1.00606; V_kurt= 0.778402; V_minloc= 73197; V_maxloc= 25; V_min= 155; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.418; V_Sum= 7.29348e+07; V_sdev= 9.81298; V_rms= 237.621; V_adev= 7.67382; V_skew= -1.01494; V_kurt= 0.89028; V_minloc= 73197; V_maxloc= 588; V_min= 163; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.836; V_Sum= 7.30632e+07; V_sdev= 9.58061; V_rms= 238.029; V_adev= 7.50698; V_skew= -1.0009; V_kurt= 0.842565; V_minloc= 71997; V_maxloc= 502; V_min= 162; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.105; V_Sum= 7.34529e+07; V_sdev= 8.83482; V_rms= 239.268; V_adev= 6.90731; V_skew= -1.00518; V_kurt= 0.954917; V_minloc= 72597; V_maxloc= 533; V_min= 169; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 533; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.624; V_Sum= 7.33054e+07; V_sdev= 9.06537; V_rms= 238.797; V_adev= 7.11013; V_skew= -0.989719; V_kurt= 0.801845; V_minloc= 72597; V_maxloc= 570; V_min= 171; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 570; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.941; V_Sum= 7.43243e+07; V_sdev= 7.23511; V_rms= 242.049; V_adev= 5.65149; V_skew= -1.04948; V_kurt= 1.51685; V_minloc= 71997; V_maxloc= 499; V_min= 173; V_max= 255; V_minRowLoc= 597; V_minColLoc= 119; V_maxRowLoc= 499; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.268; V_Sum= 7.41175e+07; V_sdev= 7.58318; V_rms= 241.387; V_adev= 5.94224; V_skew= -1.00606; V_kurt= 1.06751; V_minloc= 72597; V_maxloc= 3; V_min= 174; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.122; V_Sum= 7.43798e+07; V_sdev= 7.07373; V_rms= 242.225; V_adev= 5.5363; V_skew= -1.00801; V_kurt= 1.22647; V_minloc= 72597; V_maxloc= 482; V_min= 175; V_max= 255; V_minRowLoc= 597; V_minColLoc= 120; V_maxRowLoc= 482; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.217; V_Sum= 7.44091e+07; V_sdev= 6.9653; V_rms= 242.317; V_adev= 5.4586; V_skew= -0.988026; V_kurt= 1.12057; V_minloc= 73197; V_maxloc= 502; V_min= 180; V_max= 255; V_minRowLoc= 597; V_minColLoc= 121; V_maxRowLoc= 502; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 144.965; V_Sum= 4.45333e+07; V_sdev= 63.0497; V_rms= 158.083; V_adev= 55.7501; V_skew= -0.333664; V_kurt= -1.08292; V_minloc= 99976; V_maxloc= 158428; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 28; V_maxColLoc= 264; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 149.124; V_Sum= 4.58108e+07; V_sdev= 60.7749; V_rms= 161.033; V_adev= 53.7538; V_skew= -0.352246; V_kurt= -1.06911; V_minloc= 34766; V_maxloc= 40850; V_min= 9; V_max= 252; V_minRowLoc= 566; V_minColLoc= 57; V_maxRowLoc= 50; V_maxColLoc= 68; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 154.675; V_Sum= 4.7516e+07; V_sdev= 57.7217; V_rms= 165.094; V_adev= 51.0536; V_skew= -0.365468; V_kurt= -1.06011; V_minloc= 116150; V_maxloc= 89445; V_min= 20; V_max= 252; V_minRowLoc= 350; V_minColLoc= 193; V_maxRowLoc= 45; V_maxColLoc= 149; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 160.934; V_Sum= 4.9439e+07; V_sdev= 55.2523; V_rms= 170.155; V_adev= 48.7993; V_skew= -0.377979; V_kurt= -1.04108; V_minloc= 29960; V_maxloc= 100808; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 8; V_maxColLoc= 168; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 175.226; V_Sum= 5.38294e+07; V_sdev= 45.8769; V_rms= 181.132; V_adev= 40.4808; V_skew= -0.390452; V_kurt= -1.02365; V_minloc= 26370; V_maxloc= 12616; V_min= 68; V_max= 252; V_minRowLoc= 570; V_minColLoc= 43; V_maxRowLoc= 16; V_maxColLoc= 21; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.92; V_Sum= 5.52713e+07; V_sdev= 43.2835; V_rms= 185.053; V_adev= 38.2053; V_skew= -0.406521; V_kurt= -1.01086; V_minloc= 98176; V_maxloc= 11487; V_min= 77; V_max= 252; V_minRowLoc= 376; V_minColLoc= 163; V_maxRowLoc= 87; V_maxColLoc= 19; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 187.729; V_Sum= 5.76702e+07; V_sdev= 40.579; V_rms= 192.064; V_adev= 35.7441; V_skew= -0.421706; V_kurt= -0.981409; V_minloc= 29381; V_maxloc= 10211; V_min= 91; V_max= 255; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 11; V_maxColLoc= 17; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.919; V_Sum= 5.80359e+07; V_sdev= 38.2414; V_rms= 192.751; V_adev= 33.6597; V_skew= -0.441556; V_kurt= -0.95807; V_minloc= 27570; V_maxloc= 4816; V_min= 97; V_max= 252; V_minRowLoc= 570; V_minColLoc= 45; V_maxRowLoc= 16; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.886; V_Sum= 5.83329e+07; V_sdev= 38.7017; V_rms= 193.79; V_adev= 33.9661; V_skew= -0.464836; V_kurt= -0.916942; V_minloc= 117350; V_maxloc= 99618; V_min= 95; V_max= 254; V_minRowLoc= 350; V_minColLoc= 195; V_maxRowLoc= 18; V_maxColLoc= 166; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.677; V_Sum= 6.13408e+07; V_sdev= 33.6488; V_rms= 202.492; V_adev= 29.4818; V_skew= -0.483372; V_kurt= -0.886229; V_minloc= 35365; V_maxloc= 84002; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 2; V_maxColLoc= 140; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.676; V_Sum= 6.25694e+07; V_sdev= 30.5433; V_rms= 205.954; V_adev= 26.7216; V_skew= -0.495644; V_kurt= -0.870721; V_minloc= 36561; V_maxloc= 25807; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 7; V_maxColLoc= 43; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.488; V_Sum= 6.25115e+07; V_sdev= 30.7361; V_rms= 205.796; V_adev= 26.8642; V_skew= -0.514636; V_kurt= -0.838481; V_minloc= 29982; V_maxloc= 14444; V_min= 127; V_max= 254; V_minRowLoc= 582; V_minColLoc= 49; V_maxRowLoc= 44; V_maxColLoc= 24; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.472; V_Sum= 6.34282e+07; V_sdev= 29.8512; V_rms= 208.619; V_adev= 26.0034; V_skew= -0.535204; V_kurt= -0.801944; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.956; V_Sum= 6.44986e+07; V_sdev= 26.0416; V_rms= 211.565; V_adev= 22.633; V_skew= -0.547309; V_kurt= -0.780056; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.035; V_Sum= 6.72874e+07; V_sdev= 22.2929; V_rms= 220.166; V_adev= 19.3501; V_skew= -0.562145; V_kurt= -0.760052; V_minloc= 37161; V_maxloc= 10832; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 32; V_maxColLoc= 18; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.548; V_Sum= 6.77523e+07; V_sdev= 21.3087; V_rms= 221.575; V_adev= 18.4632; V_skew= -0.572647; V_kurt= -0.732796; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.324; V_Sum= 6.76836e+07; V_sdev= 20.7017; V_rms= 221.295; V_adev= 17.8784; V_skew= -0.598298; V_kurt= -0.687136; V_minloc= 20959; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 559; V_minColLoc= 34; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.206; V_Sum= 6.94904e+07; V_sdev= 17.9296; V_rms= 226.915; V_adev= 15.4392; V_skew= -0.6192; V_kurt= -0.654407; V_minloc= 22788; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 588; V_minColLoc= 37; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.406; V_Sum= 6.98591e+07; V_sdev= 16.457; V_rms= 228.001; V_adev= 14.1526; V_skew= -0.627705; V_kurt= -0.637534; V_minloc= 25773; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 573; V_minColLoc= 42; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.683; V_Sum= 6.99442e+07; V_sdev= 16.4047; V_rms= 228.273; V_adev= 14.074; V_skew= -0.644846; V_kurt= -0.608306; V_minloc= 20990; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 590; V_minColLoc= 34; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.739; V_Sum= 7.08831e+07; V_sdev= 15.2935; V_rms= 231.246; V_adev= 13.0802; V_skew= -0.674558; V_kurt= -0.557347; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.739; V_Sum= 7.14975e+07; V_sdev= 14.121; V_rms= 233.167; V_adev= 12.0481; V_skew= -0.679938; V_kurt= -0.536079; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.873; V_Sum= 7.21531e+07; V_sdev= 12.7747; V_rms= 235.221; V_adev= 10.8906; V_skew= -0.683292; V_kurt= -0.523838; V_minloc= 28771; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 571; V_minColLoc= 47; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.668; V_Sum= 7.23972e+07; V_sdev= 12.276; V_rms= 235.987; V_adev= 10.4541; V_skew= -0.696264; V_kurt= -0.505185; V_minloc= 29959; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.09; V_Sum= 7.2834e+07; V_sdev= 11.4122; V_rms= 237.364; V_adev= 9.69767; V_skew= -0.713584; V_kurt= -0.481337; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.501; V_Sum= 7.29602e+07; V_sdev= 11.1675; V_rms= 237.763; V_adev= 9.48157; V_skew= -0.721657; V_kurt= -0.461695; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.799; V_Sum= 7.33591e+07; V_sdev= 10.351; V_rms= 239.024; V_adev= 8.7611; V_skew= -0.721136; V_kurt= -0.444452; V_minloc= 22788; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 588; V_minColLoc= 37; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.367; V_Sum= 7.32264e+07; V_sdev= 10.692; V_rms= 238.607; V_adev= 9.02756; V_skew= -0.733335; V_kurt= -0.421984; V_minloc= 33560; V_maxloc= 603; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 55; V_maxRowLoc= 3; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.802; V_Sum= 7.42814e+07; V_sdev= 8.4346; V_rms= 241.949; V_adev= 7.11728; V_skew= -0.726372; V_kurt= -0.443352; V_minloc= 22789; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 589; V_minColLoc= 37; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.086; V_Sum= 7.40616e+07; V_sdev= 8.90797; V_rms= 241.25; V_adev= 7.50953; V_skew= -0.742246; V_kurt= -0.414876; V_minloc= 25185; V_maxloc= 0; V_min= 217; V_max= 255; V_minRowLoc= 585; V_minColLoc= 41; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.925; V_Sum= 7.43194e+07; V_sdev= 8.34845; V_rms= 242.069; V_adev= 7.03002; V_skew= -0.732724; V_kurt= -0.442385; V_minloc= 29983; V_maxloc= 1203; V_min= 219; V_max= 255; V_minRowLoc= 583; V_minColLoc= 49; V_maxRowLoc= 3; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.021; V_Sum= 7.43487e+07; V_sdev= 8.29924; V_rms= 242.163; V_adev= 6.99074; V_skew= -0.742587; V_kurt= -0.434722; V_minloc= 32970; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 570; V_minColLoc= 54; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[2,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0264,2.881} V_chisq= 0.3689;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 6;V_q= 1;V_Rab= -0.942809;V_Pr= 0.707107; W_sigma={0.47,1.66} Coefficient values one standard deviation a =5.0264 0.47 b =2.881 1.66 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.232,-16.922} V_chisq= 1.69468;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527; V_Pr= -0.888641; W_sigma={2.72,6.17} Coefficient values one standard deviation a =12.232 2.72 b =-16.922 6.17 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6993,-2.5785} V_chisq= 4.13707;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354; V_Pr= -0.547723; W_sigma={1.12,1.49} Coefficient values one standard deviation a =4.6993 1.12 b =-2.5785 1.49 Curve fit with data subrange: X_EXT[14,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-21.217,24.559} V_chisq= 2.66159;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 17;V_q= 1;V_Rab= -0.997409; V_Pr= 0.913414; W_sigma={8.02,7.74} Coefficient values one standard deviation a =-21.217 8.02 b =24.559 7.74 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7363,6.9918} V_chisq= 5.06962;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= 0.654654; W_sigma={5,4.04} Coefficient values one standard deviation a =-1.7363 5 b =6.9918 4.04 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[1,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3191,13.205} V_chisq= 0.00426618;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 3;V_q= 1;V_Rab= -0.92582;V_Pr= 0.998627; W_sigma={0.0998,0.693} Coefficient values one standard deviation a =3.3191 0.0998 b =13.205 0.693 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 ModifyGraph zColor(X_EXT)={eventwave,*,*,Rainbow16,0} ModifyGraph zColor(X_EXT)={eventwave,1,6,Rainbow16,0} V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.68182; V_Sum= 81; V_sdev= 1.88696; V_rms= 4.11759; V_adev= 1.67769; V_skew= -0.777458; V_kurt= -1.26077; V_minloc= 21; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.7898,16.608} V_chisq= 0.175762;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.985963; W_sigma={0.248,1.99} Coefficient values one standard deviation a =2.7898 0.248 b =16.608 1.99 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.9867,-4.4964e-014} V_chisq= 4.5039e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={9.84e-15,3.18e-14} Coefficient values one standard deviation a =5.9867 9.84e-015 b =-4.4964e-014 3.18e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.663,-25.987} V_chisq= 0.477248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.962471; W_sigma={3.44,7.33} Coefficient values one standard deviation a =16.663 3.44 b =-25.987 7.33 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5219,5.3529e-015} V_chisq= 5.44027e-030;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723;V_Pr= NaN; W_sigma={1.72e-15,2.2e-15} Coefficient values one standard deviation a =2.5219 1.72e-015 b =5.3529e-015 2.2e-015 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-34.565,36.817} V_chisq= 0.435656;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.9987;V_Pr= 0.982397; W_sigma={7.48,7} Coefficient values one standard deviation a =-34.565 7.48 b =36.817 7 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4308,1.8485e-013} V_chisq= 1.52614e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997241; V_Pr= 2.35514e-015; W_sigma={1.36e-13,1.07e-13} Coefficient values one standard deviation a =7.4308 1.36e-013 b =1.8485e-013 1.07e-013 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 138.932; V_Sum= 3751.17; V_sdev= 39.4823; V_rms= 144.233; V_adev= 33.1763; V_skew= -0.444613; V_kurt= 0.117968; V_minloc= 26; V_maxloc= 0; V_min= 29.172; V_max= 214; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.0532; V_Sum= 298.438; V_sdev= 8.0566; V_rms= 13.5897; V_adev= 5.25315; V_skew= 2.45487; V_kurt= 8.22742; V_minloc= 26; V_maxloc= 25; V_min= 0; V_max= 44.4927; V_startRow= 0; V_endRow= 26; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.1578; V_Sum= 253.945; V_sdev= 4.21909; V_rms= 10.9667; V_adev= 3.92952; V_skew= -0.114046; V_kurt= -1.85686; V_minloc= 0; V_maxloc= 20; V_min= 4.07707; V_max= 15.0792; V_startRow= 0; V_endRow= 24; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.804938; V_Sum= 21.7333; V_sdev= 0.521315; V_rms= 0.953745; V_adev= 0.444627; V_skew= 0.0397114; V_kurt= -1.37139; V_minloc= 0; V_maxloc= 25; V_min= 0; V_max= 1.66667; V_startRow= 0; V_endRow= 26; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3186,49.288} V_chisq= 2.06559;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.981401; W_sigma={0.85,6.82} Coefficient values one standard deviation a =3.3186 0.85 b =49.288 6.82 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.525,-3.4258e-014} V_chisq= 9.13791e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.955018;V_Pr= NaN; W_sigma={6.58e-15,1.71e-14} Coefficient values one standard deviation a =13.525 6.58e-015 b =-3.4258e-014 1.71e-014 Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.332,-42.832} V_chisq= 2.12614;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 11;V_q= 1;V_Rab= -0.993146; V_Pr= -0.974902; W_sigma={4.41,6.92} Coefficient values one standard deviation a =36.332 4.41 b =-42.832 6.92 Curve fit with data subrange: X_EXT[11,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5409,-7.1371e-015} V_chisq= 7.71957e-030;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 17;V_q= 1;V_Rab= -0.989949;V_Pr= NaN; W_sigma={3.32e-15,3.52e-15} Coefficient values one standard deviation a =5.5409 3.32e-015 b =-7.1371e-015 3.52e-015 Curve fit with data subrange: X_EXT[17,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-52.608,51.171} V_chisq= 2.57098;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 20;V_q= 1;V_Rab= -0.998179; V_Pr= 0.978614; W_sigma={9.4,7.61} Coefficient values one standard deviation a =-52.608 9.4 b =51.171 7.61 Curve fit with data subrange: X_EXT[20,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.079,-2.1982e-013} V_chisq= 2.15162e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 24;V_q= 1;V_Rab= -0.99794;V_Pr= NaN; W_sigma={1.87e-13,1.27e-13} Coefficient values one standard deviation a =15.079 1.87e-013 b =-2.1982e-013 1.27e-013 V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3186,49.288} V_chisq= 2.06559;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.981401; W_sigma={0.85,6.82} Coefficient values one standard deviation a =3.3186 0.85 b =49.288 6.82 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.525,-3.4258e-014} V_chisq= 9.13791e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.955018;V_Pr= NaN; W_sigma={6.58e-15,1.71e-14} Coefficient values one standard deviation a =13.525 6.58e-015 b =-3.4258e-014 1.71e-014 Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.332,-42.832} V_chisq= 2.12614;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 11;V_q= 1;V_Rab= -0.993146; V_Pr= -0.974902; W_sigma={4.41,6.92} Coefficient values one standard deviation a =36.332 4.41 b =-42.832 6.92 Curve fit with data subrange: X_EXT[11,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5409,-7.1371e-015} V_chisq= 7.71957e-030;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 17;V_q= 1;V_Rab= -0.989949;V_Pr= NaN; W_sigma={3.32e-15,3.52e-15} Coefficient values one standard deviation a =5.5409 3.32e-015 b =-7.1371e-015 3.52e-015 Curve fit with data subrange: X_EXT[17,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-52.608,51.171} V_chisq= 2.57098;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 20;V_q= 1;V_Rab= -0.998179; V_Pr= 0.978614; W_sigma={9.4,7.61} Coefficient values one standard deviation a =-52.608 9.4 b =51.171 7.61 Curve fit with data subrange: X_EXT[20,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.079,-2.1982e-013} V_chisq= 2.15162e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 24;V_q= 1;V_Rab= -0.99794;V_Pr= NaN; W_sigma={1.87e-13,1.27e-13} Coefficient values one standard deviation a =15.079 1.87e-013 b =-2.1982e-013 1.27e-013 V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3186,49.288} V_chisq= 2.06559;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.981401; W_sigma={0.85,6.82} Coefficient values one standard deviation a =3.3186 0.85 b =49.288 6.82 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.525,-3.4258e-014} V_chisq= 9.13791e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.955018;V_Pr= NaN; W_sigma={6.58e-15,1.71e-14} Coefficient values one standard deviation a =13.525 6.58e-015 b =-3.4258e-014 1.71e-014 Curve fit with data subrange: X_EXT[8,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.332,-42.832} V_chisq= 2.12614;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 11;V_q= 1;V_Rab= -0.993146; V_Pr= -0.974902; W_sigma={4.41,6.92} Coefficient values one standard deviation a =36.332 4.41 b =-42.832 6.92 Curve fit with data subrange: X_EXT[11,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5409,-7.1371e-015} V_chisq= 7.71957e-030;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 17;V_q= 1;V_Rab= -0.989949;V_Pr= NaN; W_sigma={3.32e-15,3.52e-15} Coefficient values one standard deviation a =5.5409 3.32e-015 b =-7.1371e-015 3.52e-015 Curve fit with data subrange: X_EXT[17,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-52.608,51.171} V_chisq= 2.57098;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 20;V_q= 1;V_Rab= -0.998179; V_Pr= 0.978614; W_sigma={9.4,7.61} Coefficient values one standard deviation a =-52.608 9.4 b =51.171 7.61 Curve fit with data subrange: X_EXT[20,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.079,-2.1982e-013} V_chisq= 2.15162e-027;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 24;V_q= 1;V_Rab= -0.99794;V_Pr= NaN; W_sigma={1.87e-13,1.27e-13} Coefficient values one standard deviation a =15.079 1.87e-013 b =-2.1982e-013 1.27e-013 V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3186,49.288} V_chisq= 2.06559;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.981401; W_sigma={0.85,6.82} Coefficient values one standard deviation a =3.3186 0.85 b =49.288 6.82 Curve fit with data subrange: X_EXT[2,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.1,5.7422} V_chisq= 6.83873;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 8;V_q= 1;V_Rab= -0.928477;V_Pr= 0.612372; W_sigma={1.19,3.32} Coefficient values one standard deviation a =11.1 1.19 b =5.7422 3.32 Curve fit with data subrange: X_EXT[7,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={30.694,-34.374} V_chisq= 5.30563;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 11;V_q= 1;V_Rab= -0.987878; V_Pr= -0.953016; W_sigma={3.83,6.31} Coefficient values one standard deviation a =30.694 3.83 b =-34.374 6.31 Curve fit with data subrange: X_EXT[10,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.835,-1.2942} V_chisq= 0.625293;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 17;V_q= 1;V_Rab= -0.985901; V_Pr= -0.57735; W_sigma={0.682,0.747} Coefficient values one standard deviation a =6.835 0.682 b =-1.2942 0.747 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-39.057,40.474} V_chisq= 7.65721;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 20;V_q= 1;V_Rab= -0.996928; V_Pr= 0.951228; W_sigma={9.12,7.58} Coefficient values one standard deviation a =-39.057 9.12 b =40.474 7.58 Curve fit with data subrange: X_EXT[19,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7924,3.4987} V_chisq= 1.26941;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 24;V_q= 1;V_Rab= -0.99686; V_Pr= 0.654654; W_sigma={2.9,2.02} Coefficient values one standard deviation a =9.7924 2.9 b =3.4987 2.02 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.079,-1.4988e-012} V_chisq= 4.99211e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999774;V_Pr= NaN; W_sigma={inf,inf} Coefficient values one standard deviation a =15.079 1.#J b =-1.4988e-012 1.#J V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; V_npnts= 25; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6; V_Sum= 90; V_sdev= 1.87083; V_rms= 4.0398; V_adev= 1.68; V_skew= -0.681745; V_kurt= -1.36682; V_minloc= 24; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 24; Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 105.943; V_Sum= 2436.68; V_sdev= 35.1957; V_rms= 111.395; V_adev= 25.697; V_skew= 0.405075; V_kurt= 0.831279; V_minloc= 22; V_maxloc= 0; V_min= 24.684; V_max= 198; V_startRow= 0; V_endRow= 22; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 13.4792; V_Sum= 310.022; V_sdev= 7.10317; V_rms= 15.1641; V_adev= 4.15456; V_skew= 1.77056; V_kurt= 5.75416; V_minloc= 22; V_maxloc= 21; V_min= 0; V_max= 39.6696; V_startRow= 0; V_endRow= 22; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.8739; V_Sum= 270.352; V_sdev= 3.42558; V_rms= 13.3009; V_adev= 2.77084; V_skew= -0.580856; V_kurt= -0.460669; V_minloc= 0; V_maxloc= 5; V_min= 4.80487; V_max= 17.1985; V_startRow= 0; V_endRow= 20; V_npnts= 23; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.672464; V_Sum= 15.4667; V_sdev= 0.44309; V_rms= 0.8; V_adev= 0.377064; V_skew= 0.0516039; V_kurt= -1.40237; V_minloc= 0; V_maxloc= 21; V_min= 0; V_max= 1.4; V_startRow= 0; V_endRow= 22; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Edit eventwave V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.04762; V_Sum= 64; V_sdev= 2.01187; V_rms= 3.62531; V_adev= 1.85941; V_skew= -0.131963; V_kurt= -1.91818; V_minloc= 20; V_maxloc= 5; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7412,38.848} V_chisq= 1.07893;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995435; W_sigma={0.376,1.86} Coefficient values one standard deviation a =4.7412 0.376 b =38.848 1.86 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.199,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= NaN; W_sigma={1.26e-14,2.86e-14} Coefficient values one standard deviation a =17.199 1.26e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.585,-52.272} V_chisq= 1.54746;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.99591; V_Pr= -0.969589; W_sigma={7.95,13.2} Coefficient values one standard deviation a =45.585 7.95 b =-52.272 13.2 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.229,-9.992e-014} V_chisq= 2.22064e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={5.44e-14,7.07e-14} Coefficient values one standard deviation a =10.229 5.44e-014 b =-9.992e-014 7.07e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.4613,20.416} V_chisq= 0.249137;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.986817; W_sigma={2.3,2.37} Coefficient values one standard deviation a =-7.4613 2.3 b =20.416 2.37 Curve fit with data subrange: X_EXT[16,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.11,0} V_chisq= 0;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0;V_startRow= 16; V_endRow= 20;V_q= 1;V_Rab= -0.996928;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =14.11 0 b =0 0 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 155.298; V_Sum= 4503.65; V_sdev= 32.7927; V_rms= 158.606; V_adev= 21.0781; V_skew= -2.14838; V_kurt= 7.00378; V_minloc= 28; V_maxloc= 0; V_min= 21.648; V_max= 212; V_startRow= 0; V_endRow= 28; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.03205; V_Sum= 261.929; V_sdev= 7.3431; V_rms= 11.5603; V_adev= 3.74067; V_skew= 3.64072; V_kurt= 14.9258; V_minloc= 28; V_maxloc= 27; V_min= 0; V_max= 44.0398; V_startRow= 0; V_endRow= 28; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.06999; V_Sum= 217.89; V_sdev= 2.61419; V_rms= 8.46791; V_adev= 2.16013; V_skew= 0.362658; V_kurt= -1.00502; V_minloc= 0; V_maxloc= 16; V_min= 3.56644; V_max= 12.5761; V_startRow= 0; V_endRow= 26; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.871264; V_Sum= 25.2667; V_sdev= 0.560309; V_rms= 1.03064; V_adev= 0.478319; V_skew= 0.0352431; V_kurt= -1.3589; V_minloc= 0; V_maxloc= 27; V_min= 0; V_max= 1.8; V_startRow= 0; V_endRow= 28; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 V_npnts= 27; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.48148; V_Sum= 94; V_sdev= 1.86816; V_rms= 3.93465; V_adev= 1.68724; V_skew= -0.551492; V_kurt= -1.50302; V_minloc= 26; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 26; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3887,24.111} V_chisq= 0.312989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.993998; W_sigma={0.25,1.53} Coefficient values one standard deviation a =3.3887 0.25 b =24.111 1.53 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9237,-4.4964e-014} V_chisq= 4.59265e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.2e-14,3.21e-14} Coefficient values one standard deviation a =9.9237 1.2e-014 b =-4.4964e-014 3.21e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.079,-34.129} V_chisq= 0.313101;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.985214; W_sigma={3.18,5.93} Coefficient values one standard deviation a =26.079 3.18 b =-34.129 5.93 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.3732,2.7478e-014} V_chisq= 3.39426e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.18e-14,1.6e-14} Coefficient values one standard deviation a =5.3732 1.18e-014 b =2.7478e-014 1.6e-014 Curve fit with data subrange: X_EXT[13,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-25.721,36.063} V_chisq= 0.109205;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 16;V_q= 1;V_Rab= -0.997041; V_Pr= 0.998116; W_sigma={1.52,1.57} Coefficient values one standard deviation a =-25.721 1.52 b =36.063 1.57 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.576,-2.5979e-013} V_chisq= 1.5016e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965;V_Pr= NaN; W_sigma={2.15e-13,1.84e-13} Coefficient values one standard deviation a =12.576 2.15e-013 b =-2.5979e-013 1.84e-013 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.807,-41.515} V_chisq= 0.755354;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.976224; W_sigma={12.3,9.22} Coefficient values one standard deviation a =64.807 12.3 b =-41.515 9.22 Curve fit with data subrange: X_EXT[21,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0407,1.9984e-014} V_chisq= 3.8457e-029;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 26;V_q= 1;V_Rab= -0.99737;V_Pr= NaN; W_sigma={1.75e-14,1.11e-14} Coefficient values one standard deviation a =7.0407 1.75e-014 b =1.9984e-014 1.11e-014 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.29; V_Sum= 3119.21; V_sdev= 38.9546; V_rms= 177.377; V_adev= 19.3917; V_skew= -2.94585; V_kurt= 8.70492; V_minloc= 17; V_maxloc= 0; V_min= 25.212; V_max= 218; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.73398; V_Sum= 139.212; V_sdev= 9.15036; V_rms= 11.7852; V_adev= 4.05041; V_skew= 3.29954; V_kurt= 10.163; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 43.6112; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.97503; V_Sum= 95.6004; V_sdev= 1.33912; V_rms= 6.11409; V_adev= 1.14232; V_skew= 0.371092; V_kurt= -1.53259; V_minloc= 13; V_maxloc= 4; V_min= 4.39384; V_max= 7.87809; V_startRow= 0; V_endRow= 15; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.507407; V_Sum= 9.13333; V_sdev= 0.344624; V_rms= 0.607972; V_adev= 0.292593; V_skew= 0.0756294; V_kurt= -1.45761; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.8853,11.116} V_chisq= 0.00819083;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.999255; W_sigma={0.0405,0.248} Coefficient values one standard deviation a =4.8853 0.0405 b =11.116 0.248 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8781,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.07e-14,2.86e-14} Coefficient values one standard deviation a =7.8781 1.07e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8781,-3.9968e-014} V_chisq= 3.62876e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={1.07e-14,2.86e-14} Coefficient values one standard deviation a =7.8781 1.07e-014 b =-3.9968e-014 2.86e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.272,-18.447} V_chisq= 0.276556;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.957201; W_sigma={2.99,5.58} Coefficient values one standard deviation a =16.272 2.99 b =-18.447 5.58 Curve fit with data subrange: X_EXT[1,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7728,-3.2418} V_chisq= 12.6834;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 15;V_q= 1;V_Rab= -0.879883; V_Pr= -0.712503; W_sigma={0.537,0.885} Coefficient values one standard deviation a =7.7728 0.537 b =-3.2418 0.885 Curve fit with data subrange: X_EXT[1,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7728,-3.2418} V_chisq= 12.6834;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 15;V_q= 1;V_Rab= -0.879883; V_Pr= -0.712503; W_sigma={0.537,0.885} Coefficient values one standard deviation a =7.7728 0.537 b =-3.2418 0.885 Curve fit with data subrange: X_EXT[1,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7728,-3.2418} V_chisq= 12.6834;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 15;V_q= 1;V_Rab= -0.879883; V_Pr= -0.712503; W_sigma={0.537,0.885} Coefficient values one standard deviation a =7.7728 0.537 b =-3.2418 0.885 ShowTools/A arrow Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 126.175; V_Sum= 2649.68; V_sdev= 36.3175; V_rms= 131.059; V_adev= 27.34; V_skew= -0.637415; V_kurt= 0.952991; V_minloc= 20; V_maxloc= 0; V_min= 24.684; V_max= 200; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.98; V_Sum= 230.581; V_sdev= 6.15166; V_rms= 12.5141; V_adev= 4.35359; V_skew= 1.33165; V_kurt= 2.94612; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 30.9808; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.5053; V_Sum= 199.6; V_sdev= 3.59; V_rms= 11.0712; V_adev= 3.087; V_skew= 0.188172; V_kurt= -1.64892; V_minloc= 0; V_maxloc= 5; V_min= 5.34559; V_max= 15.2321; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.606349; V_Sum= 12.7333; V_sdev= 0.403818; V_rms= 0.723162; V_adev= 0.343159; V_skew= 0.0596346; V_kurt= -1.42179; V_minloc= 0; V_maxloc= 19; V_min= 0; V_max= 1.26667; V_startRow= 0; V_endRow= 20; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.8664,30.088} V_chisq= 0.672416;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723;V_Pr= 0.995259; W_sigma={0.297,1.47} Coefficient values one standard deviation a =4.8664 0.297 b =30.088 1.47 Curve fit with data subrange: X_EXT[5,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.232,-2.9976e-014} V_chisq= 5.20155e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 9;V_q= 1;V_Rab= -0.980196; V_Pr= -1.17757e-016; W_sigma={9.4e-15,1.98e-14} Coefficient values one standard deviation a =15.232 9.4e-015 b =-2.9976e-014 1.98e-014 Curve fit with data subrange: X_EXT[9,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.112,-23.617} V_chisq= 1.48556;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 14;V_q= 1;V_Rab= -0.989152; V_Pr= -0.983305; W_sigma={1.69,2.19} Coefficient values one standard deviation a =29.112 1.69 b =-23.617 2.19 Curve fit with data subrange: X_EXT[14,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.1451,2.498e-015} V_chisq= 4.22164e-030;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 18;V_q= 1;V_Rab= -0.996116;V_Pr= 0; W_sigma={6.03e-15,5.63e-15} Coefficient values one standard deviation a =7.1451 6.03e-015 b =2.498e-015 5.63e-015 V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 153.552; V_Sum= 2149.72; V_sdev= 43.0712; V_rms= 159.062; V_adev= 18.9754; V_skew= -1.7175; V_kurt= 4.07841; V_minloc= 13; V_maxloc= 0; V_min= 20.724; V_max= 227; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.7049; V_Sum= 163.869; V_sdev= 10.814; V_rms= 15.6715; V_adev= 5.18475; V_skew= 2.59623; V_kurt= 6.16538; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 47.9982; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.6559; V_Sum= 115.871; V_sdev= 1.19371; V_rms= 9.7233; V_adev= 0.823959; V_skew= -1.78764; V_kurt= 1.62961; V_minloc= 0; V_maxloc= 2; V_min= 6.47339; V_max= 10.1503; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.37619; V_Sum= 5.26667; V_sdev= 0.264875; V_rms= 0.454606; V_adev= 0.22381; V_skew= 0.108774; V_kurt= -1.52259; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.3343,27.577} V_chisq= 0.116021;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.991527; W_sigma={0.311,3.61} Coefficient values one standard deviation a =6.3343 0.311 b =27.577 3.61 Curve fit with data subrange: X_EXT[2,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.15,7.2669e-015} V_chisq= 2.09928e-029;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 11;V_q= 1;V_Rab= -0.914677;V_Pr= NaN; W_sigma={1.27e-15,2.68e-15} Coefficient values one standard deviation a =10.15 1.27e-015 b =7.2669e-015 2.68e-015 V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 120.118; V_Sum= 2162.12; V_sdev= 32.806; V_rms= 124.277; V_adev= 19.5946; V_skew= -1.14025; V_kurt= 2.59101; V_minloc= 17; V_maxloc= 0; V_min= 21.12; V_max= 182; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.3503; V_Sum= 186.305; V_sdev= 8.06979; V_rms= 12.9858; V_adev= 4.2173; V_skew= 2.74617; V_kurt= 7.88807; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 40.428; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.11729; V_Sum= 145.877; V_sdev= 2.17473; V_rms= 9.35729; V_adev= 1.46997; V_skew= 1.01802; V_kurt= 0.827605; V_minloc= 0; V_maxloc= 4; V_min= 5.32109; V_max= 14.7048; V_startRow= 0; V_endRow= 15; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.507407; V_Sum= 9.13333; V_sdev= 0.344624; V_rms= 0.607972; V_adev= 0.292593; V_skew= 0.0756294; V_kurt= -1.45761; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0325,35.912} V_chisq= 0.4472;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.996122; W_sigma={0.299,1.83} Coefficient values one standard deviation a =5.0325 0.299 b =35.912 1.83 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.158,-46.518} V_chisq= 0.0138909;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999639; W_sigma={0.422,1.25} Coefficient values one standard deviation a =27.158 0.422 b =-46.518 1.25 Curve fit with data subrange: X_EXT[6,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.5025,1.2112e-014} V_chisq= 5.54158e-029;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 15;V_q= 1;V_Rab= -0.964562;V_Pr= NaN; W_sigma={3.15e-15,4.35e-15} Coefficient values one standard deviation a =8.5025 3.15e-015 b =1.2112e-014 4.35e-015 V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 148.985; V_Sum= 1489.85; V_sdev= 47.8677; V_rms= 155.752; V_adev= 24.2266; V_skew= -1.27158; V_kurt= 1.59887; V_minloc= 9; V_maxloc= 0; V_min= 27.852; V_max= 220; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.7676; V_Sum= 117.676; V_sdev= 13.1188; V_rms= 17.128; V_adev= 7.276; V_skew= 2.04419; V_kurt= 2.98485; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 48.1476; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.691; V_Sum= 69.528; V_sdev= 1.26587; V_rms= 8.7713; V_adev= 0.78322; V_skew= -1.85616; V_kurt= 1.70312; V_minloc= 0; V_maxloc= 1; V_min= 5.55812; V_max= 9.13856; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.246667; V_Sum= 2.46667; V_sdev= 0.183384; V_rms= 0.301846; V_adev= 0.153333; V_skew= 0.166042; V_kurt= -1.61388; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.875; V_Sum= 31; V_sdev= 2.10017; V_rms= 4.34454; V_adev= 1.6875; V_skew= -0.990557; V_kurt= -1.05057; V_minloc= 7; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.875; V_Sum= 31; V_sdev= 2.10017; V_rms= 4.34454; V_adev= 1.6875; V_skew= -0.990557; V_kurt= -1.05057; V_minloc= 7; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 7; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5581,53.706} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =5.5581 1.#J b =53.706 1.#J Curve fit with data subrange: X_EXT[1,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.1386,3.5686e-015} V_chisq= 6.3461e-030;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 7;V_q= 1;V_Rab= -0.894427;V_Pr= 0; W_sigma={9.52e-16,3.19e-15} Coefficient values one standard deviation a =9.1386 9.52e-016 b =3.5686e-015 3.19e-015 V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.875; V_Sum= 31; V_sdev= 2.10017; V_rms= 4.34454; V_adev= 1.6875; V_skew= -0.990557; V_kurt= -1.05057; V_minloc= 7; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 7; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.5581,53.706} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =5.5581 1.#J b =53.706 1.#J Curve fit with data subrange: X_EXT[1,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.1386,3.5686e-015} V_chisq= 6.3461e-030;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 7;V_q= 1;V_Rab= -0.894427;V_Pr= 0; W_sigma={9.52e-16,3.19e-15} Coefficient values one standard deviation a =9.1386 9.52e-016 b =3.5686e-015 3.19e-015 V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 147.5; V_Sum= 1180; V_sdev= 67.9075; V_rms= 160.597; V_adev= 46; V_skew= -1.08419; V_kurt= -0.00387451; V_minloc= 7; V_maxloc= 0; V_min= 0; V_max= 220; V_startRow= 0; V_endRow= 7; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.8359; V_Sum= 102.687; V_sdev= 17.3012; V_rms= 20.6561; V_adev= 10.8309; V_skew= 1.62178; V_kurt= 1.15459; V_minloc= 7; V_maxloc= 6; V_min= 0; V_max= 54.234; V_startRow= 0; V_endRow= 7; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.07554; V_Sum= 48.4532; V_sdev= 4.01951; V_rms= 8.87007; V_adev= 2.96489; V_skew= 0.406035; V_kurt= -1.30827; V_minloc= 2; V_maxloc= 5; V_min= 3.17898; V_max= 14.7616; V_startRow= 0; V_endRow= 5; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.175; V_Sum= 1.4; V_sdev= 0.150923; V_rms= 0.224846; V_adev= 0.125; V_skew= 0.148477; V_kurt= -1.72817; V_minloc= 0; V_maxloc= 6; V_min= 0; V_max= 0.4; V_startRow= 0; V_endRow= 7; V_npnts= 6; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.5; V_Sum= 9; V_sdev= 1.22474; V_rms= 1.87083; V_adev= 1; V_skew= 0.272166; V_kurt= -1.86111; V_minloc= 5; V_maxloc= 0; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 5; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.4156,-44.697} V_chisq= 0.460376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.987284; W_sigma={0.619,7.2} Coefficient values one standard deviation a =9.4156 0.619 b =-44.697 7.2 Curve fit with data subrange: X_EXT[2,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.5008,58.209} V_chisq= 3.17918;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 5;V_q= 1;V_Rab= -0.952579;V_Pr= 0.979534; W_sigma={2.07,8.46} Coefficient values one standard deviation a =-5.5008 2.07 b =58.209 8.46 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 165.273; V_Sum= 5454; V_sdev= 39.6912; V_rms= 169.831; V_adev= 27.2672; V_skew= -1.93368; V_kurt= 6.56033; V_minloc= 32; V_maxloc= 0; V_min= 0; V_max= 230; V_startRow= 0; V_endRow= 32; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.77565; V_Sum= 322.596; V_sdev= 9.73461; V_rms= 13.6914; V_adev= 4.63337; V_skew= 4.10425; V_kurt= 18.7224; V_minloc= 32; V_maxloc= 31; V_min= 0; V_max= 60.107; V_startRow= 0; V_endRow= 32; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.4674; V_Sum= 262.489; V_sdev= 3.41828; V_rms= 9.11068; V_adev= 3.01878; V_skew= -0.146815; V_kurt= -1.56173; V_minloc= 3; V_maxloc= 8; V_min= 3.75679; V_max= 12.6196; V_startRow= 0; V_endRow= 30; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.00202; V_Sum= 33.0667; V_sdev= 0.641284; V_rms= 1.18441; V_adev= 0.547536; V_skew= 0.0153825; V_kurt= -1.32692; V_minloc= 0; V_maxloc= 31; V_min= 0; V_max= 2.06667; V_startRow= 0; V_endRow= 32; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.16129; V_Sum= 98; V_sdev= 1.71458; V_rms= 3.58311; V_adev= 1.42352; V_skew= -0.24194; V_kurt= -1.46367; V_minloc= 30; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 30; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.4082,-14.024} V_chisq= 0.0957132;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.989226; W_sigma={0.183,1.47} Coefficient values one standard deviation a =6.4082 0.183 b =-14.024 1.47 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7568,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 3; V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =3.7568 0 b =0 0 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-11.562,44.833} V_chisq= 0.470287;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= 0.994777; W_sigma={1.43,3.25} Coefficient values one standard deviation a =-11.562 1.43 b =44.833 3.25 Curve fit with data subrange: X_EXT[8,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.62,3.2117e-014} V_chisq= 1.29847e-028;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 14;V_q= 1;V_Rab= -0.98387; V_Pr= -3.56857e-016; W_sigma={1.08e-14,1.44e-14} Coefficient values one standard deviation a =12.62 1.08e-014 b =3.2117e-014 1.44e-014 Curve fit with data subrange: X_EXT[14,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.738,-22.84} V_chisq= 0.236589;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 16;V_q= 1;V_Rab= -0.998522; V_Pr= -0.975425; W_sigma={5.17,5.16} Coefficient values one standard deviation a =33.738 5.17 b =-22.84 5.16 Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.5743,-7.1193e-013} V_chisq= 4.50574e-027;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998849;V_Pr= NaN; W_sigma={8.08e-13,7.12e-13} Coefficient values one standard deviation a =9.5743 8.08e-013 b =-7.1193e-013 7.12e-013 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.088,-36.03} V_chisq= 0.461417;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 20;V_q= 1;V_Rab= -0.999078; V_Pr= -0.980587; W_sigma={9.13,7.2} Coefficient values one standard deviation a =53.088 9.13 b =-36.03 7.2 Curve fit with data subrange: X_EXT[20,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-45.318,38.274} V_chisq= 3.07703;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 23;V_q= 1;V_Rab= -0.998651; V_Pr= 0.955846; W_sigma={11.9,8.32} Coefficient values one standard deviation a =-45.318 11.9 b =38.274 8.32 Curve fit with data subrange: X_EXT[23,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.95,-44.532} V_chisq= 0.0188542;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 26;V_q= 1;V_Rab= -0.99896; V_Pr= -0.999786; W_sigma={1.06,0.651} Coefficient values one standard deviation a =80.95 1.06 b =-44.532 0.651 Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7568,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 26; V_endRow= 28;V_q= 1;V_Rab= -0.999543;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =3.7568 0 b =0 0 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-94.35,52.617} V_chisq= 0.0745111;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999604; V_Pr= 0.99849; W_sigma={5.6,2.9} Coefficient values one standard deviation a =-94.35 5.6 b =52.617 2.9 V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.16129; V_Sum= 98; V_sdev= 1.71458; V_rms= 3.58311; V_adev= 1.42352; V_skew= -0.24194; V_kurt= -1.46367; V_minloc= 30; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 30; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.4082,-14.024} V_chisq= 0.0957132;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.989226; W_sigma={0.183,1.47} Coefficient values one standard deviation a =6.4082 0.183 b =-14.024 1.47 Curve fit with data subrange: X_EXT[3,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7568,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 3; V_endRow= 5;V_q= 1;V_Rab= -0.979796;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =3.7568 0 b =0 0 Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-11.562,44.833} V_chisq= 0.470287;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.985527;V_Pr= 0.994777; W_sigma={1.43,3.25} Coefficient values one standard deviation a =-11.562 1.43 b =44.833 3.25 Curve fit with data subrange: X_EXT[8,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.62,3.2117e-014} V_chisq= 1.29847e-028;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 14;V_q= 1;V_Rab= -0.98387; V_Pr= -3.56857e-016; W_sigma={1.08e-14,1.44e-14} Coefficient values one standard deviation a =12.62 1.08e-014 b =3.2117e-014 1.44e-014 Curve fit with data subrange: X_EXT[14,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.738,-22.84} V_chisq= 0.236589;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 16;V_q= 1;V_Rab= -0.998522; V_Pr= -0.975425; W_sigma={5.17,5.16} Coefficient values one standard deviation a =33.738 5.17 b =-22.84 5.16 Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.5743,-7.1193e-013} V_chisq= 4.50574e-027;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998849;V_Pr= NaN; W_sigma={8.08e-13,7.12e-13} Coefficient values one standard deviation a =9.5743 8.08e-013 b =-7.1193e-013 7.12e-013 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.088,-36.03} V_chisq= 0.461417;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 20;V_q= 1;V_Rab= -0.999078; V_Pr= -0.980587; W_sigma={9.13,7.2} Coefficient values one standard deviation a =53.088 9.13 b =-36.03 7.2 Curve fit with data subrange: X_EXT[20,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-45.318,38.274} V_chisq= 3.07703;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 23;V_q= 1;V_Rab= -0.998651; V_Pr= 0.955846; W_sigma={11.9,8.32} Coefficient values one standard deviation a =-45.318 11.9 b =38.274 8.32 Curve fit with data subrange: X_EXT[23,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.95,-44.532} V_chisq= 0.0188542;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 26;V_q= 1;V_Rab= -0.99896; V_Pr= -0.999786; W_sigma={1.06,0.651} Coefficient values one standard deviation a =80.95 1.06 b =-44.532 0.651 Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.7568,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 26; V_endRow= 28;V_q= 1;V_Rab= -0.999543;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =3.7568 0 b =0 0 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-94.35,52.617} V_chisq= 0.0745111;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999604; V_Pr= 0.99849; W_sigma={5.6,2.9} Coefficient values one standard deviation a =-94.35 5.6 b =52.617 2.9 Edit AutoResults Edit ResultsTableWave Duplicate ResultsTableWave copytarget Edit copytarget Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 133.492; V_Sum= 2002.38; V_sdev= 56.5922; V_rms= 144.254; V_adev= 49.6082; V_skew= -0.288166; V_kurt= -1.35405; V_minloc= 14; V_maxloc= 0; V_min= 21.384; V_max= 207; V_startRow= 0; V_endRow= 14; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.9563; V_Sum= 179.345; V_sdev= 11.6554; V_rms= 16.4239; V_adev= 8.46433; V_skew= 1.51567; V_kurt= 2.23886; V_minloc= 14; V_maxloc= 13; V_min= 0; V_max= 46.3148; V_startRow= 0; V_endRow= 14; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.2331; V_Sum= 133.03; V_sdev= 6.70704; V_rms= 12.093; V_adev= 6.11563; V_skew= 0.000991179; V_kurt= -1.9929; V_minloc= 2; V_maxloc= 8; V_min= 2.71805; V_max= 17.3845; V_startRow= 0; V_endRow= 12; V_npnts= 15; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.408889; V_Sum= 6.13333; V_sdev= 0.28493; V_rms= 0.492913; V_adev= 0.240593; V_skew= 0.0987745; V_kurt= -1.50411; V_minloc= 0; V_maxloc= 13; V_min= 0; V_max= 0.866667; V_startRow= 0; V_endRow= 14; V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.07692; V_Sum= 40; V_sdev= 2.01914; V_rms= 3.63741; V_adev= 1.77515; V_skew= -0.208345; V_kurt= -1.86095; V_minloc= 12; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.2902,-11.495} V_chisq= 0.00936335;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.996038; W_sigma={0.0883,1.03} Coefficient values one standard deviation a =4.2902 0.0883 b =-11.495 1.03 Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.718,-3.4348e-014} V_chisq= 1.06537e-029;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901;V_Pr= NaN; W_sigma={7.18e-15,3.46e-14} Coefficient values one standard deviation a =2.718 7.18e-015 b =-3.4348e-014 3.46e-014 Curve fit with data subrange: X_EXT[4,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.54,56.45} V_chisq= 0.731749;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 8;V_q= 1;V_Rab= -0.973329;V_Pr= 0.997427; W_sigma={0.963,2.34} Coefficient values one standard deviation a =-12.54 0.963 b =56.45 2.34 Curve fit with data subrange: X_EXT[8,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.384,4.996e-014} V_chisq= 1.35585e-028;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 12;V_q= 1;V_Rab= -0.990148;V_Pr= NaN; W_sigma={2.15e-14,3.19e-14} Coefficient values one standard deviation a =17.384 2.15e-014 b =4.996e-014 3.19e-014 V_npnts= 13; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.07692; V_Sum= 40; V_sdev= 2.01914; V_rms= 3.63741; V_adev= 1.77515; V_skew= -0.208345; V_kurt= -1.86095; V_minloc= 12; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 12; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.2902,-11.495} V_chisq= 0.00936335;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597; V_Pr= -0.996038; W_sigma={0.0883,1.03} Coefficient values one standard deviation a =4.2902 0.0883 b =-11.495 1.03 Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.718,-3.4348e-014} V_chisq= 1.06537e-029;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901;V_Pr= NaN; W_sigma={7.18e-15,3.46e-14} Coefficient values one standard deviation a =2.718 7.18e-015 b =-3.4348e-014 3.46e-014 Curve fit with data subrange: X_EXT[4,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.54,56.45} V_chisq= 0.731749;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 8;V_q= 1;V_Rab= -0.973329;V_Pr= 0.997427; W_sigma={0.963,2.34} Coefficient values one standard deviation a =-12.54 0.963 b =56.45 2.34 Curve fit with data subrange: X_EXT[8,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.384,4.996e-014} V_chisq= 1.35585e-028;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 12;V_q= 1;V_Rab= -0.990148;V_Pr= NaN; W_sigma={2.15e-14,3.19e-14} Coefficient values one standard deviation a =17.384 2.15e-014 b =4.996e-014 3.19e-014 V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 128.978; V_Sum= 644.892; V_sdev= 66.7695; V_rms= 142.134; V_adev= 45.2259; V_skew= -0.45285; V_kurt= -1.39756; V_minloc= 4; V_maxloc= 0; V_min= 23.892; V_max= 207; V_startRow= 0; V_endRow= 4; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.5478; V_Sum= 72.7392; V_sdev= 17.1338; V_rms= 21.1304; V_adev= 11.8483; V_skew= 0.890488; V_kurt= -1.10214; V_minloc= 4; V_maxloc= 3; V_min= 0; V_max= 44.1686; V_startRow= 0; V_endRow= 4; V_npnts= 3; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.52354; V_Sum= 28.5706; V_sdev= 2.18098; V_rms= 9.6886; V_adev= 1.63767; V_skew= 0.302556; V_kurt= -2.33333; V_minloc= 0; V_maxloc= 2; V_min= 7.8148; V_max= 11.98; V_startRow= 0; V_endRow= 2; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0933333; V_Sum= 0.466667; V_sdev= 0.0760117; V_rms= 0.11547; V_adev= 0.0586667; V_skew= 0.194302; V_kurt= -1.7484; V_minloc= 0; V_maxloc= 3; V_min= 0; V_max= 0.2; V_startRow= 0; V_endRow= 4; V_npnts= 3; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.666667; V_Sum= 2; V_sdev= 0.57735; V_rms= 0.816497; V_adev= 0.444444; V_skew= -0.3849; V_kurt= -2.33333; V_minloc= 2; V_maxloc= 0; V_min= 0; V_max= 1; V_startRow= 0; V_endRow= 2; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.4409,31.239} V_chisq= 0.838743;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.954901; W_sigma={0.836,9.71} Coefficient values one standard deviation a =7.4409 0.836 b =31.239 9.71 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 131.085; V_Sum= 3670.38; V_sdev= 33.9703; V_rms= 135.263; V_adev= 25.3373; V_skew= -1.07746; V_kurt= 1.8183; V_minloc= 27; V_maxloc= 0; V_min= 21.384; V_max= 194; V_startRow= 0; V_endRow= 27; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.09213; V_Sum= 254.58; V_sdev= 6.25265; V_rms= 10.9712; V_adev= 3.98758; V_skew= 2.41716; V_kurt= 7.82621; V_minloc= 27; V_maxloc= 26; V_min= 0; V_max= 34.9887; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.44581; V_Sum= 219.591; V_sdev= 3.41422; V_rms= 9.08516; V_adev= 2.85503; V_skew= 0.484332; V_kurt= -0.93104; V_minloc= 7; V_maxloc= 19; V_min= 4.26096; V_max= 15.4671; V_startRow= 0; V_endRow= 25; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.838095; V_Sum= 23.4667; V_sdev= 0.54082; V_rms= 0.992192; V_adev= 0.461905; V_skew= 0.0373779; V_kurt= -1.36493; V_minloc= 0; V_maxloc= 26; V_min= 0; V_max= 1.73333; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88462; V_Sum= 75; V_sdev= 1.70474; V_rms= 3.33397; V_adev= 1.38166; V_skew= -0.0140567; V_kurt= -1.49557; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 25; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88462; V_Sum= 75; V_sdev= 1.70474; V_rms= 3.33397; V_adev= 1.38166; V_skew= -0.0140567; V_kurt= -1.49557; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 25; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5024,47.23} V_chisq= 0.0012448;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.999969; W_sigma={0.0322,0.374} Coefficient values one standard deviation a =4.5024 0.0322 b =47.23 0.374 Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.785,-1.3739e-013} V_chisq= 1.70459e-028;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901;V_Pr= NaN; W_sigma={2.87e-14,1.38e-13} Coefficient values one standard deviation a =10.785 2.87e-014 b =-1.3739e-013 1.38e-013 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.56,-33.748} V_chisq= 0.708155;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958; V_Pr= -0.986297; W_sigma={1.49,3.99} Coefficient values one standard deviation a =19.56 1.49 b =-33.748 3.99 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.261,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 7; V_endRow= 9;V_q= 1;V_Rab= -0.994832;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =4.261 0 b =0 0 Curve fit with data subrange: X_EXT[9,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-28.641,55.712} V_chisq= 1.02504;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 12;V_q= 1;V_Rab= -0.994379; V_Pr= 0.992651; W_sigma={3.38,4.8} Coefficient values one standard deviation a =-28.641 3.38 b =55.712 4.8 Curve fit with data subrange: X_EXT[12,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={44.697,-36.707} V_chisq= 0.0435077;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 16;V_q= 1;V_Rab= -0.994937; V_Pr= -0.999637; W_sigma={0.536,0.571} Coefficient values one standard deviation a =44.697 0.536 b =-36.707 0.571 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-47.582,49.663} V_chisq= 0.0845857;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965; V_Pr= 0.999229; W_sigma={1.61,1.38} Coefficient values one standard deviation a =-47.582 1.61 b =49.663 1.38 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={107.32,-72.703} V_chisq= 0.329163;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.996515; W_sigma={8.12,6.09} Coefficient values one standard deviation a =107.32 8.12 b =-72.703 6.09 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.7734,-5.7454e-014} V_chisq= 1.49313e-028;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998115;V_Pr= NaN; W_sigma={5.14e-14,3.35e-14} Coefficient values one standard deviation a =5.7734 5.14e-014 b =-5.7454e-014 3.35e-014 V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88462; V_Sum= 75; V_sdev= 1.70474; V_rms= 3.33397; V_adev= 1.38166; V_skew= -0.0140567; V_kurt= -1.49557; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 25; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88462; V_Sum= 75; V_sdev= 1.70474; V_rms= 3.33397; V_adev= 1.38166; V_skew= -0.0140567; V_kurt= -1.49557; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 25; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5024,47.23} V_chisq= 0.0012448;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.999969; W_sigma={0.0322,0.374} Coefficient values one standard deviation a =4.5024 0.0322 b =47.23 0.374 Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.785,-1.3739e-013} V_chisq= 1.70459e-028;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901;V_Pr= NaN; W_sigma={2.87e-14,1.38e-13} Coefficient values one standard deviation a =10.785 2.87e-014 b =-1.3739e-013 1.38e-013 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.56,-33.748} V_chisq= 0.708155;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958; V_Pr= -0.986297; W_sigma={1.49,3.99} Coefficient values one standard deviation a =19.56 1.49 b =-33.748 3.99 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.261,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 7; V_endRow= 9;V_q= 1;V_Rab= -0.994832;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =4.261 0 b =0 0 Curve fit with data subrange: X_EXT[9,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-28.641,55.712} V_chisq= 1.02504;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 12;V_q= 1;V_Rab= -0.994379; V_Pr= 0.992651; W_sigma={3.38,4.8} Coefficient values one standard deviation a =-28.641 3.38 b =55.712 4.8 Curve fit with data subrange: X_EXT[12,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={44.697,-36.707} V_chisq= 0.0435077;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 16;V_q= 1;V_Rab= -0.994937; V_Pr= -0.999637; W_sigma={0.536,0.571} Coefficient values one standard deviation a =44.697 0.536 b =-36.707 0.571 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-47.582,49.663} V_chisq= 0.0845857;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965; V_Pr= 0.999229; W_sigma={1.61,1.38} Coefficient values one standard deviation a =-47.582 1.61 b =49.663 1.38 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={107.32,-72.703} V_chisq= 0.329163;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.996515; W_sigma={8.12,6.09} Coefficient values one standard deviation a =107.32 8.12 b =-72.703 6.09 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.7734,-5.7454e-014} V_chisq= 1.49313e-028;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998115;V_Pr= NaN; W_sigma={5.14e-14,3.35e-14} Coefficient values one standard deviation a =5.7734 5.14e-014 b =-5.7454e-014 3.35e-014 V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.88462; V_Sum= 75; V_sdev= 1.70474; V_rms= 3.33397; V_adev= 1.38166; V_skew= -0.0140567; V_kurt= -1.49557; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 25; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5024,47.23} V_chisq= 0.0012448;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.999969; W_sigma={0.0322,0.374} Coefficient values one standard deviation a =4.5024 0.0322 b =47.23 0.374 Curve fit with data subrange: X_EXT[2,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.785,-1.3739e-013} V_chisq= 1.70459e-028;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 4;V_q= 1;V_Rab= -0.964901;V_Pr= NaN; W_sigma={2.87e-14,1.38e-13} Coefficient values one standard deviation a =10.785 2.87e-014 b =-1.3739e-013 1.38e-013 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.56,-33.748} V_chisq= 0.708155;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958; V_Pr= -0.986297; W_sigma={1.49,3.99} Coefficient values one standard deviation a =19.56 1.49 b =-33.748 3.99 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.261,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 7; V_endRow= 9;V_q= 1;V_Rab= -0.994832;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =4.261 0 b =0 0 Curve fit with data subrange: X_EXT[9,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-28.641,55.712} V_chisq= 1.02504;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 12;V_q= 1;V_Rab= -0.994379; V_Pr= 0.992651; W_sigma={3.38,4.8} Coefficient values one standard deviation a =-28.641 3.38 b =55.712 4.8 Curve fit with data subrange: X_EXT[12,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={44.697,-36.707} V_chisq= 0.0435077;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 16;V_q= 1;V_Rab= -0.994937; V_Pr= -0.999637; W_sigma={0.536,0.571} Coefficient values one standard deviation a =44.697 0.536 b =-36.707 0.571 Curve fit with data subrange: X_EXT[16,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-47.582,49.663} V_chisq= 0.0845857;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 19;V_q= 1;V_Rab= -0.997965; V_Pr= 0.999229; W_sigma={1.61,1.38} Coefficient values one standard deviation a =-47.582 1.61 b =49.663 1.38 Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={107.32,-72.703} V_chisq= 0.329163;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999168; V_Pr= -0.996515; W_sigma={8.12,6.09} Coefficient values one standard deviation a =107.32 8.12 b =-72.703 6.09 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.7734,-5.7454e-014} V_chisq= 1.49313e-028;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998115;V_Pr= NaN; W_sigma={5.14e-14,3.35e-14} Coefficient values one standard deviation a =5.7734 5.14e-014 b =-5.7454e-014 3.35e-014 V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 98.3; V_Sum= 983; V_sdev= 49.2117; V_rms= 108.823; V_adev= 32.02; V_skew= 0.0103811; V_kurt= 0.0885854; V_minloc= 9; V_maxloc= 0; V_min= 0; V_max= 194; V_startRow= 0; V_endRow= 9; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.6953; V_Sum= 146.953; V_sdev= 10.4661; V_rms= 17.7352; V_adev= 5.31745; V_skew= 1.27452; V_kurt= 1.43541; V_minloc= 9; V_maxloc= 8; V_min= 0; V_max= 41.0444; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 13.2386; V_Sum= 105.909; V_sdev= 2.89477; V_rms= 13.5127; V_adev= 2.24462; V_skew= -1.16999; V_kurt= -0.420762; V_minloc= 0; V_maxloc= 2; V_min= 7.18158; V_max= 14.735; V_startRow= 0; V_endRow= 7; V_npnts= 10; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.24; V_Sum= 2.4; V_sdev= 0.191679; V_rms= 0.301109; V_adev= 0.16; V_skew= 0.109053; V_kurt= -1.63356; V_minloc= 0; V_maxloc= 8; V_min= 0; V_max= 0.533333; V_startRow= 0; V_endRow= 9; V_npnts= 8; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.375; V_Sum= 27; V_sdev= 2.26385; V_rms= 3.98434; V_adev= 2.03125; V_skew= -0.471691; V_kurt= -1.91377; V_minloc= 7; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 7; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.9679,56.651} V_chisq= 0.274058;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.995231; W_sigma={0.478,5.55} Coefficient values one standard deviation a =6.9679 0.478 b =56.651 5.55 Curve fit with data subrange: X_EXT[2,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.735,-4.5678e-014} V_chisq= 1.63825e-028;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 7;V_q= 1;V_Rab= -0.934934;V_Pr= NaN; W_sigma={7.36e-15,2.29e-14} Coefficient values one standard deviation a =14.735 7.36e-015 b =-4.5678e-014 2.29e-014 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 101.2; V_Sum= 3036; V_sdev= 40.6986; V_rms= 108.824; V_adev= 33.1867; V_skew= -0.185286; V_kurt= -0.213598; V_minloc= 29; V_maxloc= 0; V_min= 0; V_max= 194; V_startRow= 0; V_endRow= 29; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.9335; V_Sum= 388.005; V_sdev= 7.1749; V_rms= 14.7322; V_adev= 5.03019; V_skew= 1.7718; V_kurt= 5.41504; V_minloc= 29; V_maxloc= 28; V_min= 0; V_max= 41.0444; V_startRow= 0; V_endRow= 29; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.3915; V_Sum= 346.961; V_sdev= 4.4187; V_rms= 13.1292; V_adev= 3.84619; V_skew= 0.183891; V_kurt= -1.44271; V_minloc= 6; V_maxloc= 18; V_min= 4.90003; V_max= 18.7277; V_startRow= 0; V_endRow= 27; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.902222; V_Sum= 27.0667; V_sdev= 0.583222; V_rms= 1.06903; V_adev= 0.497778; V_skew= 0.0182365; V_kurt= -1.3407; V_minloc= 0; V_maxloc= 28; V_min= 0; V_max= 1.86667; V_startRow= 0; V_endRow= 29; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.10714; V_Sum= 87; V_sdev= 1.77094; V_rms= 3.5607; V_adev= 1.48724; V_skew= -0.194531; V_kurt= -1.57619; V_minloc= 27; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 27; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.6644,32.857} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.707107;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =6.6644 1.#J b =32.857 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.8548,-2.9976e-014} V_chisq= 2.04118e-029;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.912871;V_Pr= NaN; W_sigma={3.91e-15,2.14e-14} Coefficient values one standard deviation a =8.8548 3.91e-015 b =-2.9976e-014 2.14e-014 Curve fit with data subrange: X_EXT[4,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.737,-29.661} V_chisq= 0.00451691;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 6;V_q= 1;V_Rab= -0.986928; V_Pr= -0.999711; W_sigma={0.241,0.713} Coefficient values one standard deviation a =16.737 0.241 b =-29.661 0.713 Curve fit with data subrange: X_EXT[6,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.747,47.803} V_chisq= 5.6041;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 10;V_q= 1;V_Rab= -0.984732; V_Pr= 0.973502; W_sigma={3.51,6.48} Coefficient values one standard deviation a =-12.747 3.51 b =47.803 6.48 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.227,-1.8985e-013} V_chisq= 8.0099e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307;V_Pr= NaN; W_sigma={1.03e-13,1.34e-13} Coefficient values one standard deviation a =18.227 1.03e-013 b =-1.8985e-013 1.34e-013 Curve fit with data subrange: X_EXT[13,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.667,-50.364} V_chisq= 0.260012;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 15;V_q= 1;V_Rab= -0.998304; V_Pr= -0.994283; W_sigma={5.06,5.41} Coefficient values one standard deviation a =61.667 5.06 b =-50.364 5.41 Curve fit with data subrange: X_EXT[15,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-24.593,35.913} V_chisq= 0.179134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 18;V_q= 1;V_Rab= -0.997712; V_Pr= 0.996889; W_sigma={2.21,2.01} Coefficient values one standard deviation a =-24.593 2.21 b =35.913 2.01 Curve fit with data subrange: X_EXT[18,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.728,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 18; V_endRow= 20;V_q= 1;V_Rab= -0.999078;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =18.728 0 b =0 0 Curve fit with data subrange: X_EXT[20,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.048,-57.151} V_chisq= 4.6498;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 22;V_q= 1;V_Rab= -0.999245; V_Pr= -0.928414; W_sigma={32,22.9} Coefficient values one standard deviation a =94.048 32 b =-57.151 22.9 Curve fit with data subrange: X_EXT[22,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.588,-1.691} V_chisq= 9.86076e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 23;V_q= 1;V_Rab= -0.999753;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.588 1.#J b =-1.691 1.#J Curve fit with data subrange: X_EXT[23,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.886,-20.273} V_chisq= 0.224615;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 25;V_q= 1;V_Rab= -0.999422; V_Pr= -0.970606; W_sigma={8.05,5.03} Coefficient values one standard deviation a =41.886 8.05 b =-20.273 5.03 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.2919,0} V_chisq= 0;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0;V_startRow= 25; V_endRow= 27;V_q= 1;V_Rab= -0.999507;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =8.2919 0 b =0 0 variable/G gdurpar, gslopepar, sdurpar, sslopepar, adurpar SetVariable setvar4 title="growth duration cutoff (min)",bodyWidth=60;DelayUpdate SetVariable setvar4 value=gdurpar SetVariable setvar5 title="growth slope cutoff",bodyWidth=60,value=gslopepar SetVariable setvar5 title="growth slope cutoff (um/min)" SetVariable setvar6 title="shorten. duration cutoff (min)",bodyWidth=60;DelayUpdate SetVariable setvar6 value=sdurpar SetVariable setvar7 title="shorten. slope cutoff (um/min)",bodyWidth=60;DelayUpdate SetVariable setvar7 value=sslopepar SetVariable setvar8 title="attenuation duration cutoff (min)",bodyWidth=60;DelayUpdate SetVariable setvar8 value=adurpar SetVariable setvar8 title="atten. duration cutoff (min)" SetVariable setvar8 title="duration cutoff (min)" Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.916; V_Sum= 3094.5; V_sdev= 40.3312; V_rms= 176.328; V_adev= 23.5466; V_skew= -2.66786; V_kurt= 7.27954; V_minloc= 17; V_maxloc= 0; V_min= 23.496; V_max= 214; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.6392; V_Sum= 137.506; V_sdev= 9.23616; V_rms= 11.7866; V_adev= 4.43539; V_skew= 3.20426; V_kurt= 9.69239; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 43.5235; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.87389; V_Sum= 93.9822; V_sdev= 1.90289; V_rms= 6.15607; V_adev= 1.69615; V_skew= 0.525118; V_kurt= -1.61868; V_minloc= 0; V_maxloc= 3; V_min= 4.06637; V_max= 8.64776; V_startRow= 0; V_endRow= 15; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.507407; V_Sum= 9.13333; V_sdev= 0.344624; V_rms= 0.607972; V_adev= 0.292593; V_skew= 0.0756294; V_kurt= -1.45761; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6875; V_Sum= 59; V_sdev= 1.88746; V_rms= 4.11552; V_adev= 1.64062; V_skew= -0.803216; V_kurt= -1.17042; V_minloc= 15; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 15; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.161,22.616} V_chisq= 0.0340829;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.998504; W_sigma={0.109,0.876} Coefficient values one standard deviation a =4.161 0.109 b =22.616 0.876 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.6478,-7.494e-014} V_chisq= 1.26292e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={1.65e-14,5.33e-14} Coefficient values one standard deviation a =8.6478 1.65e-014 b =-7.494e-014 5.33e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.318,-31.257} V_chisq= 0.168424;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.990442; W_sigma={2.05,4.35} Coefficient values one standard deviation a =21.318 2.05 b =-31.257 4.35 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7936,-0.50003} V_chisq= 0.0186686;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723; V_Pr= -0.845154; W_sigma={0.101,0.129} Coefficient values one standard deviation a =4.7936 0.101 b =-0.50003 0.129 V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6875; V_Sum= 59; V_sdev= 1.88746; V_rms= 4.11552; V_adev= 1.64062; V_skew= -0.803216; V_kurt= -1.17042; V_minloc= 15; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 15; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.161,22.616} V_chisq= 0.0340829;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.998504; W_sigma={0.109,0.876} Coefficient values one standard deviation a =4.161 0.109 b =22.616 0.876 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.6478,-7.494e-014} V_chisq= 1.26292e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={1.65e-14,5.33e-14} Coefficient values one standard deviation a =8.6478 1.65e-014 b =-7.494e-014 5.33e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.318,-31.257} V_chisq= 0.168424;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.990442; W_sigma={2.05,4.35} Coefficient values one standard deviation a =21.318 2.05 b =-31.257 4.35 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7936,-0.50003} V_chisq= 0.0186686;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723; V_Pr= -0.845154; W_sigma={0.101,0.129} Coefficient values one standard deviation a =4.7936 0.101 b =-0.50003 0.129 V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.6875; V_Sum= 59; V_sdev= 1.88746; V_rms= 4.11552; V_adev= 1.64062; V_skew= -0.803216; V_kurt= -1.17042; V_minloc= 15; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 15; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.161,22.616} V_chisq= 0.0340829;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.998504; W_sigma={0.109,0.876} Coefficient values one standard deviation a =4.161 0.109 b =22.616 0.876 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.6478,-7.494e-014} V_chisq= 1.26292e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={1.65e-14,5.33e-14} Coefficient values one standard deviation a =8.6478 1.65e-014 b =-7.494e-014 5.33e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.318,-31.257} V_chisq= 0.168424;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.990442; W_sigma={2.05,4.35} Coefficient values one standard deviation a =21.318 2.05 b =-31.257 4.35 Curve fit with data subrange: X_EXT[8,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7936,-0.50003} V_chisq= 0.0186686;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 15;V_q= 1;V_Rab= -0.980723; V_Pr= -0.845154; W_sigma={0.101,0.129} Coefficient values one standard deviation a =4.7936 0.101 b =-0.50003 0.129 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 123.372; V_Sum= 1973.95; V_sdev= 36.5914; V_rms= 128.358; V_adev= 26.8318; V_skew= -0.788639; V_kurt= 1.14221; V_minloc= 15; V_maxloc= 0; V_min= 24.948; V_max= 191; V_startRow= 0; V_endRow= 15; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.9462; V_Sum= 175.139; V_sdev= 8.58775; V_rms= 13.7462; V_adev= 5.0433; V_skew= 2.24; V_kurt= 5.34402; V_minloc= 15; V_maxloc= 14; V_min= 0; V_max= 39.966; V_startRow= 0; V_endRow= 15; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.65523; V_Sum= 135.173; V_sdev= 3.05009; V_rms= 10.0927; V_adev= 2.68879; V_skew= 0.176331; V_kurt= -1.62394; V_minloc= 0; V_maxloc= 4; V_min= 4.8338; V_max= 13.5774; V_startRow= 0; V_endRow= 13; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.441667; V_Sum= 7.06667; V_sdev= 0.304898; V_rms= 0.531246; V_adev= 0.258333; V_skew= 0.0900388; V_kurt= -1.48721; V_minloc= 0; V_maxloc= 14; V_min= 0; V_max= 0.933333; V_startRow= 0; V_endRow= 15; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.21429; V_Sum= 45; V_sdev= 2.00686; V_rms= 3.75119; V_adev= 1.78571; V_skew= -0.325179; V_kurt= -1.79304; V_minloc= 13; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.7879,33.419} V_chisq= 0.116718;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.998826; W_sigma={0.153,0.936} Coefficient values one standard deviation a =4.7879 0.153 b =33.419 0.936 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.577,-7.9936e-014} V_chisq= 1.4515e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958;V_Pr= NaN; W_sigma={2.14e-14,5.71e-14} Coefficient values one standard deviation a =13.577 2.14e-014 b =-7.9936e-014 5.71e-014 Curve fit with data subrange: X_EXT[7,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.881,-45.54} V_chisq= 0.015776;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 9;V_q= 1;V_Rab= -0.994832; V_Pr= -0.999572; W_sigma={0.714,1.33} Coefficient values one standard deviation a =34.881 0.714 b =-45.54 1.33 Curve fit with data subrange: X_EXT[9,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.5055,4.4964e-014} V_chisq= 8.99178e-029;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 13;V_q= 1;V_Rab= -0.991837;V_Pr= NaN; W_sigma={1.92e-14,2.6e-14} Coefficient values one standard deviation a =7.5055 1.92e-014 b =4.4964e-014 2.6e-014 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 151.855; V_Sum= 2885.25; V_sdev= 37.0575; V_rms= 156.08; V_adev= 22.1827; V_skew= -2.08379; V_kurt= 5.40152; V_minloc= 18; V_maxloc= 0; V_min= 21.252; V_max= 203; V_startRow= 0; V_endRow= 18; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.71645; V_Sum= 165.613; V_sdev= 9.03824; V_rms= 12.3841; V_adev= 4.31577; V_skew= 3.09214; V_kurt= 9.53835; V_minloc= 18; V_maxloc= 17; V_min= 0; V_max= 44.177; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.14327; V_Sum= 121.436; V_sdev= 2.43561; V_rms= 7.52393; V_adev= 2.00238; V_skew= -0.146992; V_kurt= -1.2348; V_minloc= 0; V_maxloc= 16; V_min= 3.33153; V_max= 11.5264; V_startRow= 0; V_endRow= 16; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.540351; V_Sum= 10.2667; V_sdev= 0.3644; V_rms= 0.646357; V_adev= 0.309141; V_skew= 0.0696612; V_kurt= -1.44465; V_minloc= 0; V_maxloc= 17; V_min= 0; V_max= 1.13333; V_startRow= 0; V_endRow= 18; V_npnts= 17; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.82353; V_Sum= 48; V_sdev= 2.00734; V_rms= 3.42997; V_adev= 1.83391; V_skew= 0.0525438; V_kurt= -1.92021; V_minloc= 16; V_maxloc= 3; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 16; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.9419,30.095} V_chisq= 0.536074;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784;V_Pr= 0.986943; W_sigma={0.433,3.47} Coefficient values one standard deviation a =2.9419 0.433 b =30.095 3.47 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.15,-7.494e-014} V_chisq= 1.26292e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.970495;V_Pr= NaN; W_sigma={1.65e-14,5.33e-14} Coefficient values one standard deviation a =9.15 1.65e-014 b =-7.494e-014 5.33e-014 Curve fit with data subrange: X_EXT[6,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.223,-41.1} V_chisq= 0.807207;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 8;V_q= 1;V_Rab= -0.993266; V_Pr= -0.974158; W_sigma={4.48,9.53} Coefficient values one standard deviation a =25.223 4.48 b =-41.1 9.53 Curve fit with data subrange: X_EXT[8,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.67,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 8; V_endRow= 9;V_q= 1;V_Rab= -0.998274;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =3.67 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[9,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.252,29.878} V_chisq= 0.000163968;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 11;V_q= 1;V_Rab= -0.996683;V_Pr= 0.99999; W_sigma={0.0908,0.136} Coefficient values one standard deviation a =-14.252 0.0908 b =29.878 0.136 Curve fit with data subrange: X_EXT[11,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.6537,1.1491e-013} V_chisq= 2.9353e-028;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 14;V_q= 1;V_Rab= -0.996024;V_Pr= NaN; W_sigma={6.8e-14,8.13e-14} Coefficient values one standard deviation a =7.6537 6.8e-014 b =1.1491e-013 8.13e-014 Curve fit with data subrange: X_EXT[14,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.415,29.045} V_chisq= 0.00985513;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 16;V_q= 1;V_Rab= -0.998522; V_Pr= 0.999344; W_sigma={1.05,1.05} Coefficient values one standard deviation a =-19.415 1.05 b =29.045 1.05 Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 130.751; V_Sum= 3138.02; V_sdev= 33.3097; V_rms= 134.756; V_adev= 23.7905; V_skew= -0.938991; V_kurt= 2.40967; V_minloc= 23; V_maxloc= 0; V_min= 24.024; V_max= 200; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.766; V_Sum= 258.384; V_sdev= 5.82768; V_rms= 12.1842; V_adev= 3.99375; V_skew= 1.42604; V_kurt= 3.73623; V_minloc= 23; V_maxloc= 22; V_min= 0; V_max= 30.9997; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.3357; V_Sum= 227.385; V_sdev= 3.46231; V_rms= 10.8751; V_adev= 2.89763; V_skew= 0.070832; V_kurt= -1.33707; V_minloc= 0; V_maxloc= 18; V_min= 4.54586; V_max= 15.4129; V_startRow= 0; V_endRow= 21; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.354167; V_Sum= 8.5; V_sdev= 0.229432; V_rms= 0.41938; V_adev= 0.195833; V_skew= 0.0636467; V_kurt= -1.39718; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.27273; V_Sum= 72; V_sdev= 1.90693; V_rms= 3.76588; V_adev= 1.68595; V_skew= 0.413456; V_kurt= -1.35347; V_minloc= 21; V_maxloc= 7; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.191,26.969} V_chisq= 6.28571;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.83666;V_Pr= 0.918558; W_sigma={0.661,4.74} Coefficient values one standard deviation a =4.191 0.661 b =26.969 4.74 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.347,0} V_chisq= 0;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0;V_startRow= 7; V_endRow= 10;V_q= 1;V_Rab= -0.99146;V_Pr= NaN; W_sigma={0,0} Coefficient values one standard deviation a =12.347 0 b =0 0 Curve fit with data subrange: X_EXT[10,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.567,-51.977} V_chisq= 0.0425325;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 13;V_q= 1;V_Rab= -0.995307; V_Pr= -0.998586; W_sigma={0.754,1.96} Coefficient values one standard deviation a =29.567 0.754 b =-51.977 1.96 Curve fit with data subrange: X_EXT[13,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.971,46.502} V_chisq= 2.2387;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 18;V_q= 1;V_Rab= -0.993985; V_Pr= 0.974397; W_sigma={2.79,5.37} Coefficient values one standard deviation a =-12.971 2.79 b =46.502 5.37 Curve fit with data subrange: X_EXT[18,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.413,6.195e-013} V_chisq= 2.13338e-027;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 21;V_q= 1;V_Rab= -0.99836;V_Pr= NaN; W_sigma={2.85e-13,4.38e-13} Coefficient values one standard deviation a =15.413 2.85e-013 b =6.195e-013 4.38e-013 Edit eventwave V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 157.367; V_Sum= 3776.8; V_sdev= 36.948; V_rms= 161.47; V_adev= 23.3306; V_skew= -1.77481; V_kurt= 5.63713; V_minloc= 23; V_maxloc= 0; V_min= 19.8; V_max= 226; V_startRow= 0; V_endRow= 23; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.6746; V_Sum= 256.189; V_sdev= 8.67975; V_rms= 13.6435; V_adev= 4.27038; V_skew= 3.28029; V_kurt= 11.9418; V_minloc= 23; V_maxloc= 22; V_min= 0; V_max= 48.3632; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44664; V_Sum= 207.826; V_sdev= 2.80494; V_rms= 9.83611; V_adev= 2.41814; V_skew= -0.387132; V_kurt= -1.32651; V_minloc= 21; V_maxloc= 9; V_min= 3.92464; V_max= 12.3446; V_startRow= 0; V_endRow= 21; V_npnts= 24; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.354167; V_Sum= 8.5; V_sdev= 0.229432; V_rms= 0.41938; V_adev= 0.195833; V_skew= 0.0636467; V_kurt= -1.39718; V_minloc= 0; V_maxloc= 22; V_min= 0; V_max= 0.733333; V_startRow= 0; V_endRow= 23; V_npnts= 22; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.72727; V_Sum= 82; V_sdev= 1.88179; V_rms= 4.15605; V_adev= 1.59504; V_skew= -0.0730609; V_kurt= -1.36515; V_minloc= 21; V_maxloc= 9; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 21; Curve fit with data subrange: X_EXT[0,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.6843,20.712} V_chisq= 1.40533;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 9;V_q= 1;V_Rab= -0.842927;V_Pr= 0.982597; W_sigma={0.246,1.38} Coefficient values one standard deviation a =5.6843 0.246 b =20.712 1.38 Curve fit with data subrange: X_EXT[9,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={12.345,8.0888e-014} V_chisq= 3.0535e-028;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 16;V_q= 1;V_Rab= -0.983612;V_Pr= NaN; W_sigma={1.4e-14,3.3e-14} Coefficient values one standard deviation a =12.345 1.4e-014 b =8.0888e-014 3.3e-014 Curve fit with data subrange: X_EXT[16,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.098,-49.389} V_chisq= 2.81645;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 21;V_q= 1;V_Rab= -0.995766; V_Pr= -0.97157; W_sigma={3.73,6.02} Coefficient values one standard deviation a =38.098 3.73 b =-49.389 6.02 variable/G metid Button button2 title="Load New File",size={120,20},proc=LoadNewFile;DelayUpdate Button button2 fColor=(0,26112,0) Button loadimage fColor=(0,26112,0) Button loadimage title="Load New Image" Button loadimage size={120,20} SetVariable setvar0 title="Current Image" SetVariable setvar0 title="# of frames" SetVariable setvar0 value=totalstep SetVariable setvar0 bodyWidth=50 SetVariable setvar0 value=:Packages:WM3DImageSlider:StackImage:gRightLim path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.91019; V_Sum= 183.216; V_sdev= 1.08514; V_rms= 6.00582; V_adev= 0.854909; V_skew= 0.340298; V_kurt= 0.0554445; V_minloc= 7; V_maxloc= 30; V_min= 3.564; V_max= 8.712; V_startRow= 0; V_endRow= 30; Button button2 proc=AdvLoadNewFile path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.16667; V_Sum= 65; V_sdev= 1.74363; V_rms= 2.76285; V_adev= 1.54444; V_skew= 0.772038; V_kurt= -1.16643; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.57576; V_Sum= 52; V_sdev= 1.19975; V_rms= 1.96946; V_adev= 0.932966; V_skew= 1.56423; V_kurt= 1.51158; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.2928,10.755} V_chisq= 0.447139;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.996973; W_sigma={0.161,0.265} Coefficient values one standard deviation a =-1.2928 0.161 b =10.755 0.265 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.625,-0.31444} V_chisq= 1.43597e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.625 1.#J b =-0.31444 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.3891,10.54} V_chisq= 0.548195;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.997569; W_sigma={0.309,0.213} Coefficient values one standard deviation a =-2.3891 0.309 b =10.54 0.213 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; variable/G gdurpar, gdispar, gslopepar, sdurpar, sdispar, sslopepar, adurpar path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.16667; V_Sum= 65; V_sdev= 1.74363; V_rms= 2.76285; V_adev= 1.54444; V_skew= 0.772038; V_kurt= -1.16643; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.57576; V_Sum= 52; V_sdev= 1.19975; V_rms= 1.96946; V_adev= 0.932966; V_skew= 1.56423; V_kurt= 1.51158; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.2928,10.755} V_chisq= 0.447139;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.996973; W_sigma={0.161,0.265} Coefficient values one standard deviation a =-1.2928 0.161 b =10.755 0.265 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.625,-0.31444} V_chisq= 1.43597e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.625 1.#J b =-0.31444 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.3891,10.54} V_chisq= 0.548195;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.997569; W_sigma={0.309,0.213} Coefficient values one standard deviation a =-2.3891 0.309 b =10.54 0.213 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 SetVariable setvar4 title="growth distance (um)",bodyWidth=60,value=gdispar SetVariable setvar6 title="shorten. distance cutoff",bodyWidth=60,value=sdispar SetVariable setvar6 title="shorten. distance cutoff (um)" SetVariable setvar4 title="growth distance cutoff (um)" V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.57576; V_Sum= 52; V_sdev= 1.19975; V_rms= 1.96946; V_adev= 0.932966; V_skew= 1.56423; V_kurt= 1.51158; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.2928,10.755} V_chisq= 0.447139;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.996973; W_sigma={0.161,0.265} Coefficient values one standard deviation a =-1.2928 0.161 b =10.755 0.265 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.625,-0.31444} V_chisq= 1.43597e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.625 1.#J b =-0.31444 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.3891,10.54} V_chisq= 0.548195;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.997569; W_sigma={0.309,0.213} Coefficient values one standard deviation a =-2.3891 0.309 b =10.54 0.213 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.57576; V_Sum= 52; V_sdev= 1.19975; V_rms= 1.96946; V_adev= 0.932966; V_skew= 1.56423; V_kurt= 1.51158; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.2928,10.755} V_chisq= 0.447139;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.996973; W_sigma={0.161,0.265} Coefficient values one standard deviation a =-1.2928 0.161 b =10.755 0.265 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={8.625,-0.31444} V_chisq= 1.43597e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =8.625 1.#J b =-0.31444 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.3891,10.54} V_chisq= 0.548195;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.997569; W_sigma={0.309,0.213} Coefficient values one standard deviation a =-2.3891 0.309 b =10.54 0.213 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 31 points X_X loaded, numeric wave, 31 points X_Y loaded, numeric wave, 31 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= -64.3548; V_Sum= -1995; V_sdev= 38.0583; V_rms= 74.4531; V_adev= 33.2653; V_skew= 0.190405; V_kurt= -1.36072; V_minloc= 30; V_maxloc= 3; V_min= -131; V_max= -5; V_startRow= 0; V_endRow= 30; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.43756; V_Sum= 230.564; V_sdev= 4.52299; V_rms= 8.66688; V_adev= 3.9536; V_skew= -0.0723218; V_kurt= -1.30088; V_minloc= 30; V_maxloc= 29; V_min= 0; V_max= 15.862; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.40353; V_Sum= 214.702; V_sdev= 4.17219; V_rms= 8.46282; V_adev= 3.68282; V_skew= -0.163402; V_kurt= -1.41854; V_minloc= 0; V_maxloc= 28; V_min= 0.417421; V_max= 14.4025; V_startRow= 0; V_endRow= 28; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.00652; V_Sum= 31.2021; V_sdev= 0.606491; V_rms= 1.17006; V_adev= 0.516337; V_skew= -0.00181045; V_kurt= -1.31426; V_minloc= 0; V_maxloc= 30; V_min= 0; V_max= 2.00672; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.93103; V_Sum= 56; V_sdev= 1.51023; V_rms= 2.43537; V_adev= 1.28894; V_skew= 1.01333; V_kurt= -0.41412; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.8571; V_Sum= 379.999; V_sdev= 4.32999; V_rms= 11.6658; V_adev= 3.40681; V_skew= -1.10583; V_kurt= 0.0702183; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 15.728; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.0385; V_Sum= 364.272; V_sdev= 3.93213; V_rms= 11.698; V_adev= 3.08721; V_skew= -1.12011; V_kurt= 0.149735; V_minloc= 0; V_maxloc= 21; V_min= 0.845212; V_max= 15.0503; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20014,14.284} V_chisq= 6.85761;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487;V_Pr= 0.98906; W_sigma={0.404,0.569} Coefficient values one standard deviation a =-0.20014 0.404 b =14.284 0.569 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.827,-17.779} V_chisq= 0.0556444;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.990243; W_sigma={3.02,2.5} Coefficient values one standard deviation a =34.827 3.02 b =-17.779 2.5 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.30909,9.9838} V_chisq= 0.0728583;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.991877; W_sigma={1.04,0.739} Coefficient values one standard deviation a =-0.30909 1.04 b =9.9838 0.739 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.633,-13.434} V_chisq= 4.82041;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.907371; W_sigma={4.86,2.78} Coefficient values one standard deviation a =36.633 4.86 b =-13.434 2.78 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-16.53,13.509} V_chisq= 0.413307;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.985747; W_sigma={2.43,1.15} Coefficient values one standard deviation a =-16.53 2.43 b =13.509 1.15 Edit eventwave V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20014,14.284} V_chisq= 6.85761;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487;V_Pr= 0.98906; W_sigma={0.404,0.569} Coefficient values one standard deviation a =-0.20014 0.404 b =14.284 0.569 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.827,-17.779} V_chisq= 0.0556444;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.990243; W_sigma={3.02,2.5} Coefficient values one standard deviation a =34.827 3.02 b =-17.779 2.5 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.30909,9.9838} V_chisq= 0.0728583;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.991877; W_sigma={1.04,0.739} Coefficient values one standard deviation a =-0.30909 1.04 b =9.9838 0.739 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.633,-13.434} V_chisq= 4.82041;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.907371; W_sigma={4.86,2.78} Coefficient values one standard deviation a =36.633 4.86 b =-13.434 2.78 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-16.53,13.509} V_chisq= 0.413307;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.985747; W_sigma={2.43,1.15} Coefficient values one standard deviation a =-16.53 2.43 b =13.509 1.15 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_05.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 20 points X_X loaded, numeric wave, 20 points X_Y loaded, numeric wave, 20 points V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 30.1; V_Sum= 602; V_sdev= 9.46406; V_rms= 31.4817; V_adev= 7.48; V_skew= -0.943431; V_kurt= -0.35114; V_minloc= 0; V_maxloc= 15; V_min= 8; V_max= 40; V_startRow= 0; V_endRow= 19; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.3656; V_Sum= 227.312; V_sdev= 7.18852; V_rms= 13.3517; V_adev= 6.07537; V_skew= 0.0297424; V_kurt= -1.35337; V_minloc= 19; V_maxloc= 18; V_min= 0; V_max= 23.6129; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.3166; V_Sum= 203.7; V_sdev= 6.42883; V_rms= 12.9267; V_adev= 5.43859; V_skew= -0.00933433; V_kurt= -1.41495; V_minloc= 0; V_maxloc= 17; V_min= 1.24529; V_max= 21.571; V_startRow= 0; V_endRow= 17; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.63974; V_Sum= 12.7948; V_sdev= 0.394944; V_rms= 0.746625; V_adev= 0.333643; V_skew= -0.00411552; V_kurt= -1.37599; V_minloc= 0; V_maxloc= 19; V_min= 0; V_max= 1.27338; V_startRow= 0; V_endRow= 19; path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 31 points X_X loaded, numeric wave, 31 points X_Y loaded, numeric wave, 31 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= -64.3548; V_Sum= -1995; V_sdev= 38.0583; V_rms= 74.4531; V_adev= 33.2653; V_skew= 0.190405; V_kurt= -1.36072; V_minloc= 30; V_maxloc= 3; V_min= -131; V_max= -5; V_startRow= 0; V_endRow= 30; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.43756; V_Sum= 230.564; V_sdev= 4.52299; V_rms= 8.66688; V_adev= 3.9536; V_skew= -0.0723218; V_kurt= -1.30088; V_minloc= 30; V_maxloc= 29; V_min= 0; V_max= 15.862; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.40353; V_Sum= 214.702; V_sdev= 4.17219; V_rms= 8.46282; V_adev= 3.68282; V_skew= -0.163402; V_kurt= -1.41854; V_minloc= 0; V_maxloc= 28; V_min= 0.417421; V_max= 14.4025; V_startRow= 0; V_endRow= 28; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.00652; V_Sum= 31.2021; V_sdev= 0.606491; V_rms= 1.17006; V_adev= 0.516337; V_skew= -0.00181045; V_kurt= -1.31426; V_minloc= 0; V_maxloc= 30; V_min= 0; V_max= 2.00672; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.96552; V_Sum= 57; V_sdev= 1.54649; V_rms= 2.48443; V_adev= 1.33413; V_skew= 0.950295; V_kurt= -0.633289; V_minloc= 28; V_maxloc= 2; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.47661,26.646} V_chisq= 0.023376;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.779679;V_Pr= 0.998327; W_sigma={0.141,1.54} Coefficient values one standard deviation a =0.47661 0.141 b =26.646 1.54 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.0769,0.47055} V_chisq= 4.51168e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.981967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.0769 1.#J b =0.47055 1.#J Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.8013,-14.308} V_chisq= 0.45111;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.953796; W_sigma={1.01,3.19} Coefficient values one standard deviation a =6.8013 1.01 b =-14.308 3.19 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-5.797,16.082} V_chisq= 0.637035;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.995413; W_sigma={0.406,0.584} Coefficient values one standard deviation a =-5.797 0.406 b =16.082 0.584 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.8235,1.7897} V_chisq= 5.18331e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =7.8235 1.#J b =1.7897 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.369,-9.6789} V_chisq= 2.04473e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.369 1.#J b =-9.6789 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9349,10.162} V_chisq= 0.000279118;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999848; W_sigma={0.202,0.177} Coefficient values one standard deviation a =-1.9349 0.202 b =10.162 0.177 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.038,-0.58275} V_chisq= 2.43147e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =11.038 1.#J b =-0.58275 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.651,20.474} V_chisq= 0.0937221;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.987656; W_sigma={4.35,3.25} Coefficient values one standard deviation a =-15.651 4.35 b =20.474 3.25 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.039,-28.387} V_chisq= 0.0384098;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.99733; W_sigma={3.06,2.08} Coefficient values one standard deviation a =53.039 3.06 b =-28.387 2.08 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.6515,2.9801} V_chisq= 1.57772e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999776;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.6515 1.#J b =2.9801 1.#J Curve fit with data subrange: X_EXT[24,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.783,18.198} V_chisq= 0.0744166;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 28;V_q= 1;V_Rab= -0.998535; V_Pr= 0.997482; W_sigma={1.3,0.747} Coefficient values one standard deviation a =-19.783 1.3 b =18.198 0.747 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.56423; V_rms= 2.68225; V_adev= 1.34877; V_skew= 0.731416; V_kurt= -0.934689; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.56423; V_rms= 2.68225; V_adev= 1.34877; V_skew= 0.731416; V_kurt= -0.934689; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.08333; V_Sum= 75; V_sdev= 1.57435; V_rms= 2.59808; V_adev= 1.37963; V_skew= 0.849191; V_kurt= -0.795166; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3947,6.9468} V_chisq= 0.40405;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.867439;V_Pr= 0.957509; W_sigma={0.33,1.21} Coefficient values one standard deviation a =1.3947 0.33 b =6.9468 1.21 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.3714,2.2824} V_chisq= 1.60237e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.3714 1.#J b =2.2824 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.87002,7.8167} V_chisq= 0.020986;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.994754;V_Pr= 0.981223; W_sigma={0.818,1.54} Coefficient values one standard deviation a =0.87002 0.818 b =7.8167 1.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.652,13.239} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999538;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.652 1.#J b =13.239 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.7605,1.8245} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999589;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.7605 1.#J b =1.8245 1.#J Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.6402,9.1477} V_chisq= 0.367476;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.991907; V_Pr= 0.994067; W_sigma={0.534,0.354} Coefficient values one standard deviation a =-9.6402 0.534 b =9.1477 0.354 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4336,1.8558} V_chisq= 1.02591e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999834;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4336 1.#J b =1.8558 1.#J Curve fit with data subrange: X_EXT[26,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.5367,5.6123} V_chisq= 0.00451779;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 28;V_q= 1;V_Rab= -0.999602; V_Pr= 0.992028; W_sigma={1.38,0.713} Coefficient values one standard deviation a =-3.5367 1.38 b =5.6123 0.713 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 21 points X_X loaded, numeric wave, 21 points X_Y loaded, numeric wave, 21 points V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.619; V_Sum= 223; V_sdev= 16.4574; V_rms= 19.2539; V_adev= 12.4444; V_skew= 0.351428; V_kurt= -0.870559; V_minloc= 11; V_maxloc= 18; V_min= -16; V_max= 41; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.03703; V_Sum= 105.778; V_sdev= 6.0226; V_rms= 7.74055; V_adev= 4.80812; V_skew= 1.12133; V_kurt= -0.225259; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 19.0085; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.5668; V_Sum= 86.7692; V_sdev= 5.27394; V_rms= 6.87068; V_adev= 4.09903; V_skew= 1.16709; V_kurt= -0.0496621; V_minloc= 0; V_maxloc= 18; V_min= 0.295161; V_max= 16.7536; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.673088; V_Sum= 14.1349; V_sdev= 0.414169; V_rms= 0.785121; V_adev= 0.349516; V_skew= -0.00376499; V_kurt= -1.36773; V_minloc= 0; V_maxloc= 20; V_min= 0; V_max= 1.34005; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.10526; V_Sum= 40; V_sdev= 1.85277; V_rms= 2.77204; V_adev= 1.61773; V_skew= 0.798279; V_kurt= -1.26133; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.34302,0.0075459} V_chisq= 0.0179343;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0607,0.359} Coefficient values one standard deviation a =0.34302 0.0607 b =0.0075459 0.359 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.0651,12.126} V_chisq= 0.0202502;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.980669;V_Pr= 0.996914; W_sigma={0.257,0.675} Coefficient values one standard deviation a =-3.0651 0.257 b =12.126 0.675 Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4899,-1.7607} V_chisq= 1.08961e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 8;V_q= 1;V_Rab= -0.997843;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4899 1.#J b =-1.7607 1.#J Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.4629,9.3235} V_chisq= 0.00660278;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.996;V_Pr= 0.995755; W_sigma={0.525,0.862} Coefficient values one standard deviation a =-2.4629 0.525 b =9.3235 0.862 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.443,-45.533} V_chisq= 6.31089e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =34.443 1.#J b =-45.533 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-26.213,35.907} V_chisq= 1.5655;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.996763; W_sigma={1.16,1.18} Coefficient values one standard deviation a =-26.213 1.16 b =35.907 1.18 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 21 points X_X loaded, numeric wave, 21 points X_Y loaded, numeric wave, 21 points V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.619; V_Sum= 223; V_sdev= 16.4574; V_rms= 19.2539; V_adev= 12.4444; V_skew= 0.351428; V_kurt= -0.870559; V_minloc= 11; V_maxloc= 18; V_min= -16; V_max= 41; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.03703; V_Sum= 105.778; V_sdev= 6.0226; V_rms= 7.74055; V_adev= 4.80812; V_skew= 1.12133; V_kurt= -0.225259; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 19.0085; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.5668; V_Sum= 86.7692; V_sdev= 5.27394; V_rms= 6.87068; V_adev= 4.09903; V_skew= 1.16709; V_kurt= -0.0496621; V_minloc= 0; V_maxloc= 18; V_min= 0.295161; V_max= 16.7536; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.673088; V_Sum= 14.1349; V_sdev= 0.414169; V_rms= 0.785121; V_adev= 0.349516; V_skew= -0.00376499; V_kurt= -1.36773; V_minloc= 0; V_maxloc= 20; V_min= 0; V_max= 1.34005; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.10526; V_Sum= 40; V_sdev= 1.85277; V_rms= 2.77204; V_adev= 1.61773; V_skew= 0.798279; V_kurt= -1.26133; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.34302,0.0075459} V_chisq= 0.0179343;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0607,0.359} Coefficient values one standard deviation a =0.34302 0.0607 b =0.0075459 0.359 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.0651,12.126} V_chisq= 0.0202502;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.980669;V_Pr= 0.996914; W_sigma={0.257,0.675} Coefficient values one standard deviation a =-3.0651 0.257 b =12.126 0.675 Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4899,-1.7607} V_chisq= 1.08961e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 8;V_q= 1;V_Rab= -0.997843;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4899 1.#J b =-1.7607 1.#J Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.4629,9.3235} V_chisq= 0.00660278;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.996;V_Pr= 0.995755; W_sigma={0.525,0.862} Coefficient values one standard deviation a =-2.4629 0.525 b =9.3235 0.862 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.443,-45.533} V_chisq= 6.31089e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =34.443 1.#J b =-45.533 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-26.213,35.907} V_chisq= 1.5655;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.996763; W_sigma={1.16,1.18} Coefficient values one standard deviation a =-26.213 1.16 b =35.907 1.18 Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4899,-1.7607} V_chisq= 1.08961e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 8;V_q= 1;V_Rab= -0.997843;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4899 1.#J b =-1.7607 1.#J SetVariable setvar9 title="growth duration cutoff (min)",bodyWidth=60;DelayUpdate SetVariable setvar9 value=gdurpar SetVariable setvar8 title="attenuation duration cutoff (min)" SetVariable setvar10 title="shortening duration cutoff (min)",bodyWidth=60;DelayUpdate SetVariable setvar10 value=sdurpar SetVariable setvar10 title="shorten. duration cutoff (min)" V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.10526; V_Sum= 40; V_sdev= 1.85277; V_rms= 2.77204; V_adev= 1.61773; V_skew= 0.798279; V_kurt= -1.26133; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.34302,0.0075459} V_chisq= 0.0179343;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0607,0.359} Coefficient values one standard deviation a =0.34302 0.0607 b =0.0075459 0.359 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.0651,12.126} V_chisq= 0.0202502;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.980669;V_Pr= 0.996914; W_sigma={0.257,0.675} Coefficient values one standard deviation a =-3.0651 0.257 b =12.126 0.675 Curve fit with data subrange: X_EXT[7,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.4899,-1.7607} V_chisq= 1.08961e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 8;V_q= 1;V_Rab= -0.997843;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =3.4899 1.#J b =-1.7607 1.#J Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.4629,9.3235} V_chisq= 0.00660278;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.996;V_Pr= 0.995755; W_sigma={0.525,0.862} Coefficient values one standard deviation a =-2.4629 0.525 b =9.3235 0.862 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.443,-45.533} V_chisq= 6.31089e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =34.443 1.#J b =-45.533 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-26.213,35.907} V_chisq= 1.5655;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.996763; W_sigma={1.16,1.18} Coefficient values one standard deviation a =-26.213 1.16 b =35.907 1.18 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_04.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 28 points X_X loaded, numeric wave, 28 points X_Y loaded, numeric wave, 28 points V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= -14.7143; V_Sum= -412; V_sdev= 15.4341; V_rms= 21.1238; V_adev= 12.6939; V_skew= -0.483733; V_kurt= -0.931715; V_minloc= 12; V_maxloc= 1; V_min= -45; V_max= 6; V_startRow= 0; V_endRow= 27; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.65823; V_Sum= 214.43; V_sdev= 3.82607; V_rms= 8.53021; V_adev= 3.22662; V_skew= -0.128487; V_kurt= -1.05433; V_minloc= 27; V_maxloc= 26; V_min= 0; V_max= 14.6115; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 7.68534; V_Sum= 199.819; V_sdev= 3.39548; V_rms= 8.37558; V_adev= 2.91075; V_skew= -0.110018; V_kurt= -1.29047; V_minloc= 0; V_maxloc= 25; V_min= 1.34614; V_max= 13.1947; V_startRow= 0; V_endRow= 25; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.906495; V_Sum= 25.3819; V_sdev= 0.548783; V_rms= 1.05458; V_adev= 0.466888; V_skew= -0.00220724; V_kurt= -1.32634; V_minloc= 0; V_maxloc= 27; V_min= 0; V_max= 1.80672; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.69231; V_Sum= 44; V_sdev= 1.49048; V_rms= 2.23607; V_adev= 1.08876; V_skew= 1.83556; V_kurt= 2.55433; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 25; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.2871,14.657} V_chisq= 1.64715;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.850084; V_Pr= 0.994066; W_sigma={0.222,0.507} Coefficient values one standard deviation a =1.2871 0.222 b =14.657 0.507 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.916,1.6796} V_chisq= 8.71395e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999072;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =10.916 1.#J b =1.6796 1.#J Curve fit with data subrange: X_EXT[12,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.558,-35.778} V_chisq= 1.61084;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 16;V_q= 1;V_Rab= -0.995008; V_Pr= -0.986137; W_sigma={3.28,3.48} Coefficient values one standard deviation a =41.558 3.28 b =-35.778 3.48 Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.352,16.427} V_chisq= 0.787307;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.99042; V_Pr= 0.996045; W_sigma={0.718,0.518} Coefficient values one standard deviation a =-14.352 0.718 b =16.427 0.518 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 54; V_sdev= 1.38785; V_rms= 2.13201; V_adev= 1.02479; V_skew= 1.93647; V_kurt= 3.18309; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.76901,9.5117} V_chisq= 3.73654;V_npnts= 26;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 25;V_q= 1;V_Rab= -0.899498; V_Pr= 0.996839; W_sigma={0.177,0.155} Coefficient values one standard deviation a =-0.76901 0.177 b =9.5117 0.155 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.41667; V_Sum= 87; V_sdev= 1.91796; V_rms= 3.06866; V_adev= 1.62037; V_skew= 0.879782; V_kurt= -0.710409; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 10; V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-10.713 -1.#J b =13.827 -1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.86076e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-41.042 1.#J b =22.082 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.8571; V_Sum= 379.999; V_sdev= 4.32999; V_rms= 11.6658; V_adev= 3.40681; V_skew= -1.10583; V_kurt= 0.0702183; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 15.728; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.0385; V_Sum= 364.272; V_sdev= 3.93213; V_rms= 11.698; V_adev= 3.08721; V_skew= -1.12011; V_kurt= 0.149735; V_minloc= 0; V_maxloc= 21; V_min= 0.845212; V_max= 15.0503; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.45455; V_Sum= 48; V_sdev= 0.938446; V_rms= 1.72328; V_adev= 0.749311; V_skew= 1.22723; V_kurt= 0.195907; V_minloc= 32; V_maxloc= 21; V_min= 0; V_max= 4; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20014,14.284} V_chisq= 6.85761;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487;V_Pr= 0.98906; W_sigma={0.404,0.569} Coefficient values one standard deviation a =-0.20014 0.404 b =14.284 0.569 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.827,-17.779} V_chisq= 0.0556444;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.990243; W_sigma={3.02,2.5} Coefficient values one standard deviation a =34.827 3.02 b =-17.779 2.5 Curve fit with data subrange: X_EXT[17,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.5233,6.4564} V_chisq= 0.933665;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 23;V_q= 1;V_Rab= -0.99593;V_Pr= 0.92058; W_sigma={1.81,1.22} Coefficient values one standard deviation a =4.5233 1.81 b =6.4564 1.22 Curve fit with data subrange: X_EXT[23,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={49.777,-20.566} V_chisq= 1.27389;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 27;V_q= 1;V_Rab= -0.998641; V_Pr= -0.967757; W_sigma={5.59,3.09} Coefficient values one standard deviation a =49.777 5.59 b =-20.566 3.09 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-16.53,13.509} V_chisq= 0.413307;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.985747; W_sigma={2.43,1.15} Coefficient values one standard deviation a =-16.53 2.43 b =13.509 1.15 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 21 points X_X loaded, numeric wave, 21 points X_Y loaded, numeric wave, 21 points V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.619; V_Sum= 223; V_sdev= 16.4574; V_rms= 19.2539; V_adev= 12.4444; V_skew= 0.351428; V_kurt= -0.870559; V_minloc= 11; V_maxloc= 18; V_min= -16; V_max= 41; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.03703; V_Sum= 105.778; V_sdev= 6.0226; V_rms= 7.74055; V_adev= 4.80812; V_skew= 1.12133; V_kurt= -0.225259; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 19.0085; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.5668; V_Sum= 86.7692; V_sdev= 5.27394; V_rms= 6.87068; V_adev= 4.09903; V_skew= 1.16709; V_kurt= -0.0496621; V_minloc= 0; V_maxloc= 18; V_min= 0.295161; V_max= 16.7536; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.673088; V_Sum= 14.1349; V_sdev= 0.414169; V_rms= 0.785121; V_adev= 0.349516; V_skew= -0.00376499; V_kurt= -1.36773; V_minloc= 0; V_maxloc= 20; V_min= 0; V_max= 1.34005; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36842; V_Sum= 45; V_sdev= 2.29033; V_rms= 3.25253; V_adev= 1.97784; V_skew= 0.857275; V_kurt= -1.19559; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.34302,0.0075459} V_chisq= 0.0179343;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0607,0.359} Coefficient values one standard deviation a =0.34302 0.0607 b =0.0075459 0.359 Curve fit with data subrange: X_EXT[4,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.7695,8.3951} V_chisq= 0.432604;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 10;V_q= 1;V_Rab= -0.962565; V_Pr= 0.976205; W_sigma={0.41,0.834} Coefficient values one standard deviation a =-1.7695 0.41 b =8.3951 0.834 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.443,-45.533} V_chisq= 6.31089e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =34.443 1.#J b =-45.533 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-26.213,35.907} V_chisq= 1.5655;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.996763; W_sigma={1.16,1.18} Coefficient values one standard deviation a =-26.213 1.16 b =35.907 1.18 KillWaves AutoResults KillWaves filenamelistwave,Elapsed_Time_0_track_0,X_0_track_0,Y_0_track_0;DelayUpdate KillWaves Elapsed_Time_0_track_1,X_0_track_1,Y_0_track_1,Elapsed_Time_1_track_0;DelayUpdate KillWaves X_1_track_0,Y_1_track_0,Elapsed_Time_1_track_1,X_1_track_1,Y_1_track_1;DelayUpdate KillWaves Elapsed_Time_1_track_2,X_1_track_2,Y_1_track_2,Elapsed_Time_1_track_3;DelayUpdate KillWaves X_1_track_3,Y_1_track_3,Elapsed_Time_0_track_2,X_0_track_2,Y_0_track_2;DelayUpdate KillWaves Elapsed_Time_2_track_0,X_2_track_0,Y_2_track_0,Elapsed_Time_2_track_1;DelayUpdate KillWaves X_2_track_1,Y_2_track_1,Elapsed_Time_3_track_0,X_3_track_0,Y_3_track_0;DelayUpdate KillWaves Elapsed_Time_3_track_1,X_3_track_1,Y_3_track_1,Elapsed_Time_1_track_4;DelayUpdate KillWaves X_1_track_4,Y_1_track_4,Elapsed_Time_1_track_5,X_1_track_5,Y_1_track_5;DelayUpdate KillWaves Elapsed_Time_1_track_6,X_1_track_6,Y_1_track_6,copytarget;DelayUpdate KillWaves Elapsed_Time_1_track_7,X_1_track_7,Y_1_track_7,Elapsed_Time_1_track_8;DelayUpdate KillWaves X_1_track_8,Y_1_track_8,Elapsed_Time_1_track_9,X_1_track_9,Y_1_track_9;DelayUpdate KillWaves Elapsed_Time_1_track_10,X_1_track_10,Y_1_track_10;DelayUpdate KillWaves Elapsed_Time_1_track_11,X_1_track_11,Y_1_track_11;DelayUpdate KillWaves Elapsed_Time_1_track_12,X_1_track_12,Y_1_track_12;DelayUpdate KillWaves Elapsed_Time_1_track_13,X_1_track_13,Y_1_track_13;DelayUpdate KillWaves 'Elapsed_TimeCAb121907_03_01.xls','XwaveCAb121907_03_01.xls';DelayUpdate KillWaves 'YwaveCAb121907_03_01.xls','Elapsed_TimeCAb121907_03_02.xls';DelayUpdate KillWaves 'XwaveCAb121907_03_02.xls','YwaveCAb121907_03_02.xls';DelayUpdate KillWaves 'Elapsed_TimeCAb121907_03_03.xls','XwaveCAb121907_03_03.xls';DelayUpdate KillWaves 'YwaveCAb121907_03_03.xls','Elapsed_TimeCAb121907_04_03.xls';DelayUpdate KillWaves 'XwaveCAb121907_04_03.xls','YwaveCAb121907_04_03.xls';DelayUpdate KillWaves 'Elapsed_TimeCAb121907_04_01.xls','XwaveCAb121907_04_01.xls';DelayUpdate KillWaves 'YwaveCAb121907_04_01.xls','Elapsed_TimeCAb121907_04_05.xls';DelayUpdate KillWaves 'XwaveCAb121907_04_05.xls','YwaveCAb121907_04_05.xls';DelayUpdate KillWaves 'Elapsed_TimeCAb121907_04_02.xls','XwaveCAb121907_04_02.xls';DelayUpdate KillWaves 'YwaveCAb121907_04_02.xls','Elapsed_TimeCAb121907_04_04.xls';DelayUpdate KillWaves 'XwaveCAb121907_04_04.xls','YwaveCAb121907_04_04.xls' variable/G contrast, hbin, vbin, timecon SetVariable setvar11 title="Time conversion coef.",bodyWidth=60,value=timecon path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 54; V_sdev= 1.38785; V_rms= 2.13201; V_adev= 1.02479; V_skew= 1.93647; V_kurt= 3.18309; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.76901,9.5117} V_chisq= 3.73654;V_npnts= 26;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 25;V_q= 1;V_Rab= -0.899498; V_Pr= 0.996839; W_sigma={0.177,0.155} Coefficient values one standard deviation a =-0.76901 0.177 b =9.5117 0.155 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 KillWaves '103107_c_05.stk','103107_c_05.stk0',filenamelistwave;DelayUpdate KillWaves 'Elapsed_TimeCAb121907_03_01.xls','XwaveCAb121907_03_01.xls';DelayUpdate KillWaves 'YwaveCAb121907_03_01.xls','Elapsed_TimeCAb121907_03_02.xls';DelayUpdate KillWaves 'XwaveCAb121907_03_02.xls','YwaveCAb121907_03_02.xls' variable/G contrast, hbin, vbin, timecon, extmet PopupMenu popup0 title="Method to calculate MT Life History",proc=ExtMetSet;DelayUpdate PopupMenu popup0 value="Ori_to_Tip;Tip_to_Tip",fstyle=1;DelayUpdate PopupMenu popup0 help={"Choose method to calculate MT life history"} path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.89845; V_Sum= 156.75; V_sdev= 4.8066; V_rms= 6.81001; V_adev= 4.27471; V_skew= 0.414885; V_kurt= -1.46806; V_minloc= 10; V_maxloc= 30; V_min= -1.30495; V_max= 13.2618; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.78295; V_Sum= 143.488; V_sdev= 4.63073; V_rms= 6.60344; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= -1.30495; V_max= 12.4589; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.86431,9.9472} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.86431 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.9954,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =1.9954 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.349,-38.445} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =19.349 -1.#J b =-38.445 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.069,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-14.069 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.313,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =14.313 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.627,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-10.627 0.718 b =11.542 0.465 SetAxis/A path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.1814; V_Sum= 356.35; V_sdev= 5.69445; V_rms= 11.6259; V_adev= 4.75853; V_skew= -0.009274; V_kurt= -1.15749; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 19.5495; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.6211; V_Sum= 350.495; V_sdev= 5.51633; V_rms= 11.9296; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 19.5495; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.4026,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =-1.4026 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.981,-5.6073} V_chisq= 4.29929e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.981 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2076,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-4.2076 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.729,1.98} V_chisq= 8.17891e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =15.729 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={79.742,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =79.742 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 54; V_sdev= 1.38785; V_rms= 2.13201; V_adev= 1.02479; V_skew= 1.93647; V_kurt= 3.18309; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.76901,9.5117} V_chisq= 3.73654;V_npnts= 26;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 25;V_q= 1;V_Rab= -0.899498; V_Pr= 0.996839; W_sigma={0.177,0.155} Coefficient values one standard deviation a =-0.76901 0.177 b =9.5117 0.155 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.44045; V_Sum= 168.737; V_sdev= 2.58843; V_rms= 5.12262; V_adev= 2.23709; V_skew= -0.133701; V_kurt= -1.40479; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 8.10445; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.48846; V_Sum= 161.584; V_sdev= 2.51137; V_rms= 5.12621; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 0.181433; V_max= 8.10445; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.3749,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =1.3749 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.004,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =22.004 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.309,19.8} V_chisq= 1.26218e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-15.309 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.06534,1.98} V_chisq= 1.79959e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =0.06534 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =14 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.1161,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-9.1161 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.592,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =33.592 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-23.88,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-23.88 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.412,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =14.412 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.93,-5.5989} V_chisq= 5.49363e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.93 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.703,8.8548} V_chisq= 5.31377e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-13.703 1.#J b =8.8548 1.#J SetVariable setvar12 size={120,20},bodyWidth=300,value=FileBaseName,format="";DelayUpdate SetVariable setvar12 noedit=1 SetVariable setvar12 title="file name" SetVariable setvar12 bodyWidth=350 SetVariable setvar12 size={20,18},bodyWidth=200 SetVariable setvar3 size={50,18},bodyWidth=200 KillWaves filenamelistwave,'Elapsed_TimeCAb121907_03_01.xls';DelayUpdate KillWaves 'XwaveCAb121907_03_01.xls','YwaveCAb121907_03_01.xls';DelayUpdate KillWaves 'Elapsed_TimeCAb121907_03_02.xls','XwaveCAb121907_03_02.xls';DelayUpdate KillWaves 'YwaveCAb121907_03_02.xls','Elapsed_TimeCAb121907_03_03.xls';DelayUpdate KillWaves 'XwaveCAb121907_03_03.xls','YwaveCAb121907_03_03.xls' SetVariable setvar11 title="Time coef." HideTools/A ShowTools/A arrow SetVariable setvar2 noedit=1 HideTools/A KillWaves/A/Z path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.89845; V_Sum= 156.75; V_sdev= 4.8066; V_rms= 6.81001; V_adev= 4.27471; V_skew= 0.414885; V_kurt= -1.46806; V_minloc= 10; V_maxloc= 30; V_min= -1.30495; V_max= 13.2618; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.78295; V_Sum= 143.488; V_sdev= 4.63073; V_rms= 6.60344; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= -1.30495; V_max= 12.4589; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.86431,9.9472} V_chisq= 3.9443e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.86431 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.9954,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =1.9954 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.349,-38.445} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =19.349 -1.#J b =-38.445 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.069,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-14.069 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.313,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =14.313 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.627,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-10.627 0.718 b =11.542 0.465 SetAxis/A path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.1814; V_Sum= 356.35; V_sdev= 5.69445; V_rms= 11.6259; V_adev= 4.75853; V_skew= -0.009274; V_kurt= -1.15749; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 19.5495; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.6211; V_Sum= 350.495; V_sdev= 5.51633; V_rms= 11.9296; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 19.5495; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.4026,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =-1.4026 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.981,-5.6073} V_chisq= 4.29929e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.981 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2076,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-4.2076 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.729,1.98} V_chisq= 8.17891e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =15.729 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={79.742,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =79.742 3.76 b =-30.757 1.76 ShowTools/A arrow path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.42569; V_Sum= 173.622; V_sdev= 4.82542; V_rms= 7.21076; V_adev= 4.28853; V_skew= 0.408142; V_kurt= -1.46874; V_minloc= 10; V_maxloc= 30; V_min= -0.760699; V_max= 13.806; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.3272; V_Sum= 159.816; V_sdev= 4.63073; V_rms= 7.0077; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= -0.760699; V_max= 13.0031; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.32006,9.9472} V_chisq= 2.21867e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.32006 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.5396,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =2.5396 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.893,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.893 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-13.524,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-13.524 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.857,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =14.857 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.083,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-10.083 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.95293; V_Sum= 190.494; V_sdev= 4.84607; V_rms= 7.6281; V_adev= 4.30235; V_skew= 0.398579; V_kurt= -1.46628; V_minloc= 10; V_maxloc= 30; V_min= -0.216449; V_max= 14.3503; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.87145; V_Sum= 176.143; V_sdev= 4.63073; V_rms= 7.42986; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= -0.216449; V_max= 13.5474; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.22419,9.9472} V_chisq= 2.21867e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =0.22419 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.0839,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =3.0839 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.437,-38.445} V_chisq= 1.26218e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.437 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-12.98,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-12.98 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.401,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =15.401 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-9.5389,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-9.5389 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 SetDrawEnv fname= "Times New Roman",fstyle= 1;DelayUpdate DrawText 30,321,"Emin Oroudjev" DrawText 6,333,"LHAP is written by Dr. Emin Oroudjev" DrawText 6,333,"LHAP is written by Dr. Emin Oroudjev, UC Santa Barbara, USA" SetDrawEnv fstyle= 1,fsize= 28;DelayUpdate DrawText 70,22,"LHAP" SetDrawEnv fsize= 40 SetDrawEnv fstyle= 1,fsize= 20;DelayUpdate DrawText 182,16,"Life History Analysis Package" SetDrawEnv fstyle= 0;DelayUpdate DrawText 135,34,"(Life History Analysis Package)" HideTools/A ShowTools/A arrow DrawText 8,46,"MT-LHAP" SetDrawEnv fsize= 18;DelayUpdate DrawText 135,34,"(MT Life History Analysis Package)" SetDrawEnv fsize= 12 SetDrawEnv fstyle= 1 DrawText 207,31,"(Microtubule Life History Analysis Package)" DrawText 6,364,"MT-LHAP is written by Dr. Emin Oroudjev, UC Santa Barbara, USA" SetDrawEnv fstyle= 1;DelayUpdate DrawText 250,20,"v.1 (07 Jan. 2010)" HideTools/A ShowTools/A arrow SetVariable setvar2 title="Image Name" SetVariable setvar12 title="File Name" DrawText 6,399,"MT-LHAP is created by Dr. Emin Oroudjev, UC Santa Barbara, USA" SetDrawEnv textrgb= (0,26112,0) SetDrawEnv textrgb= (0,39168,0) HideTools/A path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.8571; V_Sum= 379.999; V_sdev= 4.32999; V_rms= 11.6658; V_adev= 3.40681; V_skew= -1.10583; V_kurt= 0.0702183; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 15.728; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.0385; V_Sum= 364.272; V_sdev= 3.93213; V_rms= 11.698; V_adev= 3.08721; V_skew= -1.12011; V_kurt= 0.149735; V_minloc= 0; V_maxloc= 21; V_min= 0.845212; V_max= 15.0503; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20014,14.284} V_chisq= 6.85761;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487;V_Pr= 0.98906; W_sigma={0.404,0.569} Coefficient values one standard deviation a =-0.20014 0.404 b =14.284 0.569 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.827,-17.779} V_chisq= 0.0556444;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.990243; W_sigma={3.02,2.5} Coefficient values one standard deviation a =34.827 3.02 b =-17.779 2.5 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.30909,9.9838} V_chisq= 0.0728583;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.991877; W_sigma={1.04,0.739} Coefficient values one standard deviation a =-0.30909 1.04 b =9.9838 0.739 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.633,-13.434} V_chisq= 4.82041;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.907371; W_sigma={4.86,2.78} Coefficient values one standard deviation a =36.633 4.86 b =-13.434 2.78 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-16.53,13.509} V_chisq= 0.413307;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.985747; W_sigma={2.43,1.15} Coefficient values one standard deviation a =-16.53 2.43 b =13.509 1.15 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.431,-0.96795} V_chisq= 0.0732206;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999427; V_Pr= -0.319571; W_sigma={4.61,2.87} Coefficient values one standard deviation a =16.431 4.61 b =-0.96795 2.87 Curve fit with data subrange: X_EXT[21,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={24.197,-5.9391} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 22;V_q= 1;V_Rab= -0.999776;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =24.197 1.#J b =-5.9391 1.#J Image from: Control_MCF7_121907_04-0035.tif Image from: 103107_c_05.tif Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 155; V_Sum= 1085; V_sdev= 69.1978; V_rms= 167.718; V_adev= 44.2857; V_skew= -1.53168; V_kurt= 0.641334; V_minloc= 6; V_maxloc= 0; V_min= 0; V_max= 205; V_startRow= 0; V_endRow= 6; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.321; V_Sum= 72.2467; V_sdev= 17.7424; V_rms= 19.3996; V_adev= 11.4474; V_skew= 1.59005; V_kurt= 0.740351; V_minloc= 6; V_maxloc= 5; V_min= 0; V_max= 50.3868; V_startRow= 0; V_endRow= 6; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.37197; V_Sum= 21.8599; V_sdev= 0; V_rms= 4.37197; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 4.37197; V_max= 4.37197; V_startRow= 0; V_endRow= 4; V_npnts= 7; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.142857; V_Sum= 1; V_sdev= 0.13012; V_rms= 0.186871; V_adev= 0.106122; V_skew= 0.176446; V_kurt= -1.78971; V_minloc= 0; V_maxloc= 5; V_min= 0; V_max= 0.333333; V_startRow= 0; V_endRow= 6; V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.8; V_Sum= 24; V_sdev= 2.68328; V_rms= 5.36656; V_adev= 1.92; V_skew= -1.07331; V_kurt= -0.92; V_minloc= 4; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 4; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.372,-1.249e-014} V_chisq= 6.99498e-030;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= NaN; W_sigma={1.18e-15,7.24e-15} Coefficient values one standard deviation a =4.372 1.18e-015 b =-1.249e-014 7.24e-015 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.67987; V_Sum= 181.756; V_sdev= 4.56175; V_rms= 7.24017; V_adev= 4.07571; V_skew= 0.368096; V_kurt= -1.57372; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 12.3658; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.64633; V_Sum= 169.39; V_sdev= 4.42602; V_rms= 7.12865; V_adev= 3.92852; V_skew= 0.407394; V_kurt= -1.53521; V_minloc= 10; V_maxloc= 29; V_min= 0.417421; V_max= 12.2987; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.46667; V_Sum= 74; V_sdev= 2.11291; V_rms= 3.2249; V_adev= 1.79111; V_skew= 0.861173; V_kurt= -0.988844; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.82789,9.7617} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.82789 1.#J b =9.7617 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.7968,-0.29645} V_chisq= 0.0130558;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.360726; W_sigma={0.201,0.542} Coefficient values one standard deviation a =1.7968 0.201 b =-0.29645 0.542 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.212,21.639} V_chisq= 0.505785;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.944272; W_sigma={4.51,7.54} Coefficient values one standard deviation a =-10.212 4.51 b =21.639 7.54 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.057,-17.179} V_chisq= 0.121311;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.990887; W_sigma={1.27,1.65} Coefficient values one standard deviation a =15.057 1.27 b =-17.179 1.65 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.987,12.704} V_chisq= 0.900257;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.99816; W_sigma={0.288,0.206} Coefficient values one standard deviation a =-10.987 0.288 b =12.704 0.206 Curve fit with data subrange: X_EXT[25,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.705,0.24739} V_chisq= 0.0256767;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 29;V_q= 1;V_Rab= -0.998887; V_Pr= 0.309485; W_sigma={0.877,0.439} Coefficient values one standard deviation a =11.705 0.877 b =0.24739 0.439 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.0191,-11.462} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 4; V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =7.0191 -1.#J b =-11.462 -1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.44298; V_Sum= 330.504; V_sdev= 5.10685; V_rms= 10.7007; V_adev= 4.25283; V_skew= -0.097092; V_kurt= -1.14663; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 17.5043; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.86087; V_Sum= 325.409; V_sdev= 4.91452; V_rms= 10.9844; V_adev= 4.10445; V_skew= -0.127584; V_kurt= -1.1384; V_minloc= 0; V_maxloc= 26; V_min= 0.673071; V_max= 17.5043; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.63636; V_Sum= 54; V_sdev= 1.38785; V_rms= 2.13201; V_adev= 1.02479; V_skew= 1.93647; V_kurt= 3.18309; V_minloc= 32; V_maxloc= 11; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.76901,9.5117} V_chisq= 3.73654;V_npnts= 26;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 25;V_q= 1;V_Rab= -0.899498; V_Pr= 0.996839; W_sigma={0.177,0.155} Coefficient values one standard deviation a =-0.76901 0.177 b =9.5117 0.155 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.934,1.8505} V_chisq= 7.03763e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.934 1.#J b =1.8505 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={70.931,-27.216} V_chisq= 2.67731;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.985786; W_sigma={4.43,2.07} Coefficient values one standard deviation a =70.931 4.43 b =-27.216 2.07 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.26597; V_Sum= 162.107; V_sdev= 2.46309; V_rms= 4.90975; V_adev= 2.12764; V_skew= -0.187721; V_kurt= -1.40234; V_minloc= 37; V_maxloc= 28; V_min= 0; V_max= 7.63891; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.31905; V_Sum= 155.486; V_sdev= 2.39419; V_rms= 4.9221; V_adev= 2.05846; V_skew= -0.149731; V_kurt= -1.4065; V_minloc= 10; V_maxloc= 28; V_min= 0.295161; V_max= 7.63891; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.485,-2.6463} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =13.485 1.#J b =-2.6463 1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36111; V_Sum= 85; V_sdev= 1.88457; V_rms= 3.00463; V_adev= 1.55247; V_skew= 0.982093; V_kurt= -0.460192; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.407,6.8418} V_chisq= 0.436603;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.982633; W_sigma={0.206,0.527} Coefficient values one standard deviation a =1.407 0.206 b =6.8418 0.527 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.27,-25.476} V_chisq= 1.74345;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.944614; W_sigma={4.38,6.26} Coefficient values one standard deviation a =21.27 4.38 b =-25.476 6.26 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.713,13.827} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.713 1.#J b =13.827 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.45459,1.9374} V_chisq= 9.1212e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-0.45459 1.#J b =1.9374 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.7666,-6.9692} V_chisq= 0.0195464;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.978077; W_sigma={1.48,1.48} Coefficient values one standard deviation a =7.7666 1.48 b =-6.9692 1.48 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.1311,8.1084} V_chisq= 1.07172;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993516; W_sigma={0.401,0.257} Coefficient values one standard deviation a =-8.1311 0.401 b =8.1084 0.257 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.348,-12.434} V_chisq= 0.0755961;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.973583; W_sigma={6.02,2.92} Coefficient values one standard deviation a =32.348 6.02 b =-12.434 2.92 Curve fit with data subrange: X_EXT[30,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-41.042,22.082} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 30; V_endRow= 31;V_q= 1;V_Rab= -0.999881;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-41.042 -1.#J b =22.082 -1.#J Curve fit with data subrange: X_EXT[31,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.6656,-0.99073} V_chisq= 0.00811667;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 33;V_q= 1;V_Rab= -0.999711; V_Pr= -0.719716; W_sigma={2.16,0.956} Coefficient values one standard deviation a =9.6656 2.16 b =-0.99073 0.956 Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.588,-5.2658} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.588 1.#J b =-5.2658 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.236,8.8501} V_chisq= 4.60695e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-14.236 1.#J b =8.8501 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.8571; V_Sum= 379.999; V_sdev= 4.32999; V_rms= 11.6658; V_adev= 3.40681; V_skew= -1.10583; V_kurt= 0.0702183; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 15.728; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 11.0385; V_Sum= 364.272; V_sdev= 3.93213; V_rms= 11.698; V_adev= 3.08721; V_skew= -1.12011; V_kurt= 0.149735; V_minloc= 0; V_maxloc= 21; V_min= 0.845212; V_max= 15.0503; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20014,14.284} V_chisq= 6.85761;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487;V_Pr= 0.98906; W_sigma={0.404,0.569} Coefficient values one standard deviation a =-0.20014 0.404 b =14.284 0.569 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.827,-17.779} V_chisq= 0.0556444;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.990243; W_sigma={3.02,2.5} Coefficient values one standard deviation a =34.827 3.02 b =-17.779 2.5 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.30909,9.9838} V_chisq= 0.0728583;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.991877; W_sigma={1.04,0.739} Coefficient values one standard deviation a =-0.30909 1.04 b =9.9838 0.739 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.633,-13.434} V_chisq= 4.82041;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.907371; W_sigma={4.86,2.78} Coefficient values one standard deviation a =36.633 4.86 b =-13.434 2.78 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-16.53,13.509} V_chisq= 0.413307;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.985747; W_sigma={2.43,1.15} Coefficient values one standard deviation a =-16.53 2.43 b =13.509 1.15 Curve fit with data subrange: X_EXT[21,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={24.197,-5.9391} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 22;V_q= 1;V_Rab= -0.999776;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =24.197 1.#J b =-5.9391 1.#J ShowTools/A arrow Button button0 title="Undo Analysis",size={120,20},proc=UndoAnalysisButtonProc;DelayUpdate Button button0 fColor=(26112,0,10240) HideTools/A string/G strcurim, filenamestr, probel DeletePoints 23,3, ResultsTableWave InsertPoints 23,1, ResultsTableWave path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.143; V_Sum= 425.004; V_sdev= 5.8097; V_rms= 13.4253; V_adev= 4.81128; V_skew= -0.0906314; V_kurt= -1.01735; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 21.5688; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.6403; V_Sum= 417.129; V_sdev= 5.51633; V_rms= 13.7581; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 2.69228; V_max= 21.5688; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.2098; V_Sum= 349.972; V_sdev= 2.91669; V_rms= 9.64902; V_adev= 2.37759; V_skew= -0.735192; V_kurt= 0.472392; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 13.0027; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.38671; V_Sum= 337.921; V_sdev= 2.51137; V_rms= 9.70783; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 5.07968; V_max= 13.0027; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J NewPanel ShowTools/A arrow ShowTools/A arrow Curve fit with data subrange: X_EXT[32,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.508,-4.2003} V_chisq= 0.00579929;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 34;V_q= 1;V_Rab= -0.999727; V_Pr= -0.982008; W_sigma={1.88,0.808} Coefficient values one standard deviation a =22.508 1.88 b =-4.2003 0.808 HideTools/A path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.143; V_Sum= 425.004; V_sdev= 5.8097; V_rms= 13.4253; V_adev= 4.81128; V_skew= -0.0906314; V_kurt= -1.01735; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 21.5688; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.6403; V_Sum= 417.129; V_sdev= 5.51633; V_rms= 13.7581; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 2.69228; V_max= 21.5688; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.2098; V_Sum= 349.972; V_sdev= 2.91669; V_rms= 9.64902; V_adev= 2.37759; V_skew= -0.735192; V_kurt= 0.472392; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 13.0027; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.38671; V_Sum= 337.921; V_sdev= 2.51137; V_rms= 9.70783; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 5.07968; V_max= 13.0027; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 31 points X_X loaded, numeric wave, 31 points X_Y loaded, numeric wave, 31 points V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= -64.3548; V_Sum= -1995; V_sdev= 38.0583; V_rms= 74.4531; V_adev= 33.2653; V_skew= 0.190405; V_kurt= -1.36072; V_minloc= 30; V_maxloc= 3; V_min= -131; V_max= -5; V_startRow= 0; V_endRow= 30; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.33443; V_Sum= 289.367; V_sdev= 4.87656; V_rms= 10.495; V_adev= 4.22865; V_skew= -0.199746; V_kurt= -1.19177; V_minloc= 30; V_maxloc= 29; V_min= 0; V_max= 18.1334; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.35289; V_Sum= 271.234; V_sdev= 4.42744; V_rms= 10.3152; V_adev= 3.89181; V_skew= -0.244912; V_kurt= -1.37037; V_minloc= 0; V_maxloc= 28; V_min= 1.66968; V_max= 16.6576; V_startRow= 0; V_endRow= 28; V_npnts= 31; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.00652; V_Sum= 31.2021; V_sdev= 0.606491; V_rms= 1.17006; V_adev= 0.516337; V_skew= -0.00181045; V_kurt= -1.31426; V_minloc= 0; V_maxloc= 30; V_min= 0; V_max= 2.00672; V_startRow= 0; V_endRow= 30; V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.4188,16.911} V_chisq= 0.833311;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 15;V_q= 1;V_Rab= -0.965202;V_Pr= 0.99605; W_sigma={0.39,0.533} Coefficient values one standard deviation a =-4.4188 0.39 b =16.911 0.533 Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 V_npnts= 29; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.68966; V_Sum= 49; V_sdev= 1.22776; V_rms= 2.07614; V_adev= 0.972652; V_skew= 1.58677; V_kurt= 2.73735; V_minloc= 28; V_maxloc= 14; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 28; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.0335,20.873} V_chisq= 0.810945;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.80738;V_Pr= 0.962765; W_sigma={0.54,4.14} Coefficient values one standard deviation a =2.0335 0.54 b =20.873 4.14 Curve fit with data subrange: X_EXT[3,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.3736,-18.065} V_chisq= 0.166626;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 6;V_q= 1;V_Rab= -0.971752; V_Pr= -0.988698; W_sigma={0.612,1.94} Coefficient values one standard deviation a =9.3736 0.612 b =-18.065 1.94 Curve fit with data subrange: X_EXT[6,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.9391,17.801} V_chisq= 0.0589129;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 14;V_q= 1;V_Rab= -0.968852; V_Pr= 0.999652; W_sigma={0.123,0.178} Coefficient values one standard deviation a =-4.9391 0.123 b =17.801 0.178 Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.9004,1.98} V_chisq= 6.40949e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999414;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =9.9004 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[15,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={21.86,-9.9} V_chisq= 3.07971e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 16;V_q= 1;V_Rab= -0.999487;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =21.86 1.#J b =-9.9 1.#J Curve fit with data subrange: X_EXT[16,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.20825,10.648} V_chisq= 0.000903666;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 18;V_q= 1;V_Rab= -0.998862; V_Pr= 0.999552; W_sigma={0.364,0.319} Coefficient values one standard deviation a =-0.20825 0.364 b =10.648 0.319 Curve fit with data subrange: X_EXT[18,19] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.209,-6.2613} V_chisq= 3.41182e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 18;V_endRow= 19;V_q= 1;V_Rab= -0.999639;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.209 1.#J b =-6.2613 1.#J Curve fit with data subrange: X_EXT[19,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-14.551,21.128} V_chisq= 0.0828609;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 19;V_endRow= 21;V_q= 1;V_Rab= -0.999176; V_Pr= 0.98972; W_sigma={4.09,3.05} Coefficient values one standard deviation a =-14.551 4.09 b =21.128 3.05 Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.779,-28.902} V_chisq= 0.028216;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999318; V_Pr= -0.998105; W_sigma={2.63,1.78} Coefficient values one standard deviation a =55.779 2.63 b =-28.902 1.78 Curve fit with data subrange: X_EXT[23,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-15.225,16.863} V_chisq= 0.511673;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 28;V_q= 1;V_Rab= -0.997782; V_Pr= 0.988629; W_sigma={2.19,1.28} Coefficient values one standard deviation a =-15.225 2.19 b =16.863 1.28 Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: Stack.tif Image from: Stack.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 163.631; V_Sum= 5.02676e+07; V_sdev= 59.4426; V_rms= 174.094; V_adev= 50.159; V_skew= -0.833893; V_kurt= -0.294717; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 252; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 167.161; V_Sum= 5.13518e+07; V_sdev= 57.5816; V_rms= 176.8; V_adev= 48.5259; V_skew= -0.848782; V_kurt= -0.270002; V_minloc= 77931; V_maxloc= 7127; V_min= 8; V_max= 252; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 527; V_maxColLoc= 11; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.713; V_Sum= 5.27502e+07; V_sdev= 54.7922; V_rms= 180.243; V_adev= 46.1353; V_skew= -0.861176; V_kurt= -0.248173; V_minloc= 94778; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 578; V_minColLoc= 157; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.025; V_Sum= 5.43822e+07; V_sdev= 52.2329; V_rms= 184.57; V_adev= 43.8461; V_skew= -0.878252; V_kurt= -0.201309; V_minloc= 29960; V_maxloc= 4728; V_min= 32; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.518; V_Sum= 5.79128e+07; V_sdev= 43.471; V_rms= 193.465; V_adev= 36.4677; V_skew= -0.886847; V_kurt= -0.189178; V_minloc= 74380; V_maxloc= 5325; V_min= 67; V_max= 252; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.327; V_Sum= 5.9083e+07; V_sdev= 41.1292; V_rms= 196.676; V_adev= 34.4821; V_skew= -0.897048; V_kurt= -0.173766; V_minloc= 35963; V_maxloc= 2328; V_min= 77; V_max= 252; V_minRowLoc= 563; V_minColLoc= 59; V_maxRowLoc= 528; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.097; V_Sum= 6.11627e+07; V_sdev= 38.4791; V_rms= 202.781; V_adev= 32.1568; V_skew= -0.9236; V_kurt= -0.114271; V_minloc= 29980; V_maxloc= 585; V_min= 91; V_max= 255; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 585; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.523; V_Sum= 6.12934e+07; V_sdev= 36.5069; V_rms= 202.835; V_adev= 30.5059; V_skew= -0.927931; V_kurt= -0.111182; V_minloc= 29381; V_maxloc= 4124; V_min= 97; V_max= 252; V_minRowLoc= 581; V_minColLoc= 48; V_maxRowLoc= 524; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.44; V_Sum= 6.15752e+07; V_sdev= 37.0419; V_rms= 203.834; V_adev= 30.8813; V_skew= -0.949436; V_kurt= -0.0646685; V_minloc= 35365; V_maxloc= 9527; V_min= 95; V_max= 254; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 15; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.71; V_Sum= 6.41158e+07; V_sdev= 32.1846; V_rms= 211.177; V_adev= 26.8118; V_skew= -0.955483; V_kurt= -0.0512281; V_minloc= 35365; V_maxloc= 4126; V_min= 117; V_max= 255; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.624; V_Sum= 6.50108e+07; V_sdev= 29.2133; V_rms= 213.631; V_adev= 24.3044; V_skew= -0.961618; V_kurt= -0.0350909; V_minloc= 36561; V_maxloc= 4728; V_min= 128; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.506; V_Sum= 6.49748e+07; V_sdev= 29.4761; V_rms= 213.551; V_adev= 24.4674; V_skew= -0.97532; V_kurt= -0.00685918; V_minloc= 34765; V_maxloc= 176436; V_min= 127; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 36; V_maxColLoc= 294; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 214.145; V_Sum= 6.57853e+07; V_sdev= 28.5152; V_rms= 216.035; V_adev= 23.591; V_skew= -0.998962; V_kurt= 0.047785; V_minloc= 151666; V_maxloc= 4207; V_min= 131; V_max= 255; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 7; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.723; V_Sum= 6.65773e+07; V_sdev= 24.8965; V_rms= 218.148; V_adev= 20.5951; V_skew= -0.998424; V_kurt= 0.0430486; V_minloc= 36561; V_maxloc= 2425; V_min= 144; V_max= 252; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.503; V_Sum= 6.89673e+07; V_sdev= 21.1289; V_rms= 225.495; V_adev= 17.4407; V_skew= -1.00618; V_kurt= 0.0682917; V_minloc= 37161; V_maxloc= 2928; V_min= 162; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 528; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.836; V_Sum= 6.93769e+07; V_sdev= 20.1996; V_rms= 226.738; V_adev= 16.6678; V_skew= -1.01386; V_kurt= 0.0753809; V_minloc= 36561; V_maxloc= 13200; V_min= 166; V_max= 255; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 0; V_maxColLoc= 22; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.423; V_Sum= 6.925e+07; V_sdev= 19.726; V_rms= 226.285; V_adev= 16.2876; V_skew= -1.01275; V_kurt= 0.0626897; V_minloc= 34165; V_maxloc= 15634; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 56; V_maxRowLoc= 34; V_maxColLoc= 26; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.423; V_Sum= 7.07861e+07; V_sdev= 17.0185; V_rms= 231.051; V_adev= 14.0317; V_skew= -1.02049; V_kurt= 0.0790106; V_minloc= 34764; V_maxloc= 33630; V_min= 180; V_max= 255; V_minRowLoc= 564; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.256; V_Sum= 7.1042e+07; V_sdev= 15.5932; V_rms= 231.782; V_adev= 12.8401; V_skew= -1.02006; V_kurt= 0.0837972; V_minloc= 34765; V_maxloc= 3621; V_min= 185; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.467; V_Sum= 7.11065e+07; V_sdev= 15.4651; V_rms= 231.983; V_adev= 12.7274; V_skew= -1.02982; V_kurt= 0.102043; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.174; V_Sum= 7.19383e+07; V_sdev= 14.3956; V_rms= 234.616; V_adev= 11.8233; V_skew= -1.0374; V_kurt= 0.121171; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.808; V_Sum= 7.24401e+07; V_sdev= 13.2021; V_rms= 236.177; V_adev= 10.8433; V_skew= -1.03818; V_kurt= 0.110256; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.636; V_Sum= 7.30019e+07; V_sdev= 11.9242; V_rms= 237.935; V_adev= 9.77725; V_skew= -1.03838; V_kurt= 0.119585; V_minloc= 35363; V_maxloc= 4217; V_min= 201; V_max= 255; V_minRowLoc= 563; V_minColLoc= 58; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.339; V_Sum= 7.32178e+07; V_sdev= 11.4591; V_rms= 238.615; V_adev= 9.37934; V_skew= -1.04756; V_kurt= 0.135476; V_minloc= 35364; V_maxloc= 25; V_min= 203; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 25; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.498; V_Sum= 7.35738e+07; V_sdev= 10.6367; V_rms= 239.734; V_adev= 8.69979; V_skew= -1.04615; V_kurt= 0.134941; V_minloc= 37161; V_maxloc= 3008; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 8; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.885; V_Sum= 7.36926e+07; V_sdev= 10.3529; V_rms= 240.108; V_adev= 8.46571; V_skew= -1.0456; V_kurt= 0.123133; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.973; V_Sum= 7.40268e+07; V_sdev= 9.55316; V_rms= 241.162; V_adev= 7.81108; V_skew= -1.04746; V_kurt= 0.124648; V_minloc= 35959; V_maxloc= 4200; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.616; V_Sum= 7.39172e+07; V_sdev= 9.77312; V_rms= 240.814; V_adev= 8.00151; V_skew= -1.0366; V_kurt= 0.0957696; V_minloc= 37761; V_maxloc= 615; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 15; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.446; V_Sum= 7.47866e+07; V_sdev= 7.79071; V_rms= 243.571; V_adev= 6.38666; V_skew= -1.02078; V_kurt= 0.0525172; V_minloc= 34761; V_maxloc= 609; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 9; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.882; V_Sum= 7.46135e+07; V_sdev= 8.17876; V_rms= 243.02; V_adev= 6.692; V_skew= -1.02297; V_kurt= 0.0573268; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.641; V_Sum= 7.48464e+07; V_sdev= 7.62098; V_rms= 243.76; V_adev= 6.2433; V_skew= -1.02034; V_kurt= 0.0520818; V_minloc= 34761; V_maxloc= 3600; V_min= 219; V_max= 255; V_minRowLoc= 561; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.724; V_Sum= 7.4872e+07; V_sdev= 7.54705; V_rms= 243.841; V_adev= 6.18272; V_skew= -1.01763; V_kurt= 0.037293; V_minloc= 35362; V_maxloc= 1200; V_min= 219; V_max= 255; V_minRowLoc= 562; V_minColLoc= 58; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; ShowTools/A arrow DrawText 250,20,"v.2 (07 Jan. 2010)" HideTools/A Image from: 040309#1_02.tif Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif Image from: 040309#1_02.tif Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.786; V_Sum= 3245; V_sdev= 68.6016; V_rms= 241.028; V_adev= 33.1122; V_skew= -2.66209; V_kurt= 6.40238; V_minloc= 13; V_maxloc= 0; V_min= 0; V_max= 305; V_startRow= 0; V_endRow= 13; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 33.5009; V_Sum= 469.013; V_sdev= 15.6187; V_rms= 36.7265; V_adev= 6.44865; V_skew= 1.01932; V_kurt= 3.49568; V_minloc= 13; V_maxloc= 12; V_min= 0; V_max= 78.6415; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 32.531; V_Sum= 390.372; V_sdev= 7.42138e-15; V_rms= 32.531; V_adev= 7.10543e-15; V_skew= -0.877642; V_kurt= -2.15972; V_minloc= 0; V_maxloc= 0; V_min= 32.531; V_max= 32.531; V_startRow= 0; V_endRow= 11; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.371429; V_Sum= 5.2; V_sdev= 0.271387; V_rms= 0.454257; V_adev= 0.228571; V_skew= 0.0657348; V_kurt= -1.51361; V_minloc= 0; V_maxloc= 12; V_min= 0; V_max= 0.8; V_startRow= 0; V_endRow= 13; V_npnts= 12; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.5; V_Sum= 66; V_sdev= 1.73205; V_rms= 5.74456; V_adev= 0.916667; V_skew= -2.64619; V_kurt= 5.47917; V_minloc= 11; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 11; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={32.531,1.677e-014} V_chisq= 2.28687e-027;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.84699; V_Pr= -2.01008e-016; W_sigma={8.21e-15,1.9e-14} Coefficient values one standard deviation a =32.531 8.21e-015 b =1.677e-014 1.9e-014 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.143; V_Sum= 425.004; V_sdev= 5.8097; V_rms= 13.4253; V_adev= 4.81128; V_skew= -0.0906314; V_kurt= -1.01735; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 21.5688; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.6403; V_Sum= 417.129; V_sdev= 5.51633; V_rms= 13.7581; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 2.69228; V_max= 21.5688; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.9911,12.371} V_chisq= 0.694849;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 26;V_q= 1;V_Rab= -0.981154; V_Pr= 0.998181; W_sigma={0.309,0.207} Coefficient values one standard deviation a =-1.9911 0.309 b =12.371 0.207 Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.2098; V_Sum= 349.972; V_sdev= 2.91669; V_rms= 9.64902; V_adev= 2.37759; V_skew= -0.735192; V_kurt= 0.472392; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 13.0027; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.38671; V_Sum= 337.921; V_sdev= 2.51137; V_rms= 9.70783; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 5.07968; V_max= 13.0027; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 124.625; V_Sum= 1994; V_sdev= 40.5609; V_rms= 130.667; V_adev= 22.8594; V_skew= -1.51087; V_kurt= 3.44739; V_minloc= 15; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 15; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.3346; V_Sum= 581.354; V_sdev= 13.1128; V_rms= 38.489; V_adev= 5.53251; V_skew= -0.179454; V_kurt= 3.68488; V_minloc= 15; V_maxloc= 14; V_min= 0; V_max= 70.8296; V_startRow= 0; V_endRow= 15; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 36.466; V_Sum= 510.524; V_sdev= 2.30108; V_rms= 36.5334; V_adev= 1.35747; V_skew= 2.47558; V_kurt= 5.16946; V_minloc= 0; V_maxloc= 2; V_min= 34.7398; V_max= 43.975; V_startRow= 0; V_endRow= 13; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.4375; V_Sum= 7; V_sdev= 0.310764; V_rms= 0.530984; V_adev= 0.2625; V_skew= 0.0531476; V_kurt= -1.47391; V_minloc= 0; V_maxloc= 14; V_min= 0; V_max= 0.933333; V_startRow= 0; V_endRow= 15; V_npnts= 14; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.64286; V_Sum= 65; V_sdev= 2.30742; V_rms= 5.14782; V_adev= 1.93878; V_skew= -1.02449; V_kurt= -0.837799; V_minloc= 13; V_maxloc= 3; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 13; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.44,69.264} V_chisq= 0.537689;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.774597;V_Pr= 0.993755; W_sigma={0.669,7.78} Coefficient values one standard deviation a =34.44 0.669 b =69.264 7.78 Curve fit with data subrange: X_EXT[2,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.407,-123.24} V_chisq= 6.56332e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 3;V_q= 1;V_Rab= -0.980581;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =60.407 1.#J b =-123.24 1.#J Curve fit with data subrange: X_EXT[3,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={35.759,7.2669e-015} V_chisq= 1.91048e-028;V_npnts= 11;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 13;V_q= 1;V_Rab= -0.929981;V_Pr= 0; W_sigma={3.78e-15,6.59e-15} Coefficient values one standard deviation a =35.759 3.78e-015 b =7.2669e-015 6.59e-015 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.143; V_Sum= 425.004; V_sdev= 5.8097; V_rms= 13.4253; V_adev= 4.81128; V_skew= -0.0906314; V_kurt= -1.01735; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 21.5688; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.6403; V_Sum= 417.129; V_sdev= 5.51633; V_rms= 13.7581; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 2.69228; V_max= 21.5688; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.2098; V_Sum= 349.972; V_sdev= 2.91669; V_rms= 9.64902; V_adev= 2.37759; V_skew= -0.735192; V_kurt= 0.472392; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 13.0027; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.38671; V_Sum= 337.921; V_sdev= 2.51137; V_rms= 9.70783; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 5.07968; V_max= 13.0027; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.3627; V_Sum= 502.694; V_sdev= 5.16717; V_rms= 15.2389; V_adev= 4.03403; V_skew= -1.09213; V_kurt= 0.262822; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 20.4711; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.6128; V_Sum= 482.223; V_sdev= 4.54877; V_rms= 15.2839; V_adev= 3.60512; V_skew= -0.977459; V_kurt= -0.151025; V_minloc= 0; V_maxloc= 21; V_min= 3.38085; V_max= 19.7439; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.8373,15.88} V_chisq= 3.82501;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487; V_Pr= 0.995018; W_sigma={0.302,0.425} Coefficient values one standard deviation a =1.8373 0.302 b =15.88 0.425 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.182,-23.116} V_chisq= 0.246209;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.975049; W_sigma={6.36,5.26} Coefficient values one standard deviation a =45.182 6.36 b =-23.116 5.26 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.547,13.744} V_chisq= 0.0544632;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.996772; W_sigma={0.901,0.639} Coefficient values one standard deviation a =-1.547 0.901 b =13.744 0.639 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.924,-16.913} V_chisq= 6.57818;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.918721; W_sigma={5.67,3.25} Coefficient values one standard deviation a =46.924 5.67 b =-16.913 3.25 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.556,16.806} V_chisq= 0.50643;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.988667; W_sigma={2.69,1.28} Coefficient values one standard deviation a =-19.556 2.69 b =16.806 1.28 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 21 points X_X loaded, numeric wave, 21 points X_Y loaded, numeric wave, 21 points V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.619; V_Sum= 223; V_sdev= 16.4574; V_rms= 19.2539; V_adev= 12.4444; V_skew= 0.351428; V_kurt= -0.870559; V_minloc= 11; V_maxloc= 18; V_min= -16; V_max= 41; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.25661; V_Sum= 131.389; V_sdev= 6.54462; V_rms= 8.94079; V_adev= 5.12334; V_skew= 1.18947; V_kurt= 0.109809; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 22.6488; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.72317; V_Sum= 108.74; V_sdev= 5.49438; V_rms= 7.83288; V_adev= 4.2212; V_skew= 1.17879; V_kurt= 0.0651556; V_minloc= 0; V_maxloc= 18; V_min= 1.18064; V_max= 18.9106; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.673088; V_Sum= 14.1349; V_sdev= 0.414169; V_rms= 0.785121; V_adev= 0.349516; V_skew= -0.00376499; V_kurt= -1.36773; V_minloc= 0; V_maxloc= 20; V_min= 0; V_max= 1.34005; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36842; V_Sum= 45; V_sdev= 2.29033; V_rms= 3.25253; V_adev= 1.97784; V_skew= 0.857275; V_kurt= -1.19559; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.2323,0.0081471} V_chisq= 0.0209057;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0655,0.388} Coefficient values one standard deviation a =1.2323 0.0655 b =0.0081471 0.388 Curve fit with data subrange: X_EXT[4,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.87857,9.0866} V_chisq= 0.681816;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 10;V_q= 1;V_Rab= -0.962565; V_Pr= 0.968375; W_sigma={0.515,1.05} Coefficient values one standard deviation a =-0.87857 0.515 b =9.0866 1.05 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.964,-54.764} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =41.964 1.#J b =-54.764 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-27.011,37.996} V_chisq= 1.17872;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.99782; W_sigma={1.01,1.03} Coefficient values one standard deviation a =-27.011 1.01 b =37.996 1.03 ShowTools/A arrow SetVariable setvar11 help={"Your time values will be multiplied by this coef. (For Metamorph files - use 1440, for RTM II - use 0.016666)"} ShowInfo/W=Panel0 HideInfo/W=Panel0 HideTools/A Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 281.944; V_Sum= 5075; V_sdev= 79.0826; V_rms= 292.232; V_adev= 47.4198; V_skew= -2.47788; V_kurt= 6.12781; V_minloc= 17; V_maxloc= 5; V_min= 0; V_max= 356; V_startRow= 0; V_endRow= 17; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 34.4829; V_Sum= 620.692; V_sdev= 14.327; V_rms= 37.1878; V_adev= 7.18575; V_skew= 0.918531; V_kurt= 4.2224; V_minloc= 17; V_maxloc= 16; V_min= 0; V_max= 79.332; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 33.835; V_Sum= 541.36; V_sdev= 4.33777; V_rms= 34.0947; V_adev= 2.85415; V_skew= -0.025868; V_kurt= -0.0292258; V_minloc= 0; V_maxloc= 4; V_min= 24.9057; V_max= 42.4404; V_startRow= 0; V_endRow= 15; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.503704; V_Sum= 9.06667; V_sdev= 0.349956; V_rms= 0.607769; V_adev= 0.296296; V_skew= 0.0438507; V_kurt= -1.44251; V_minloc= 0; V_maxloc= 16; V_min= 0; V_max= 1.06667; V_startRow= 0; V_endRow= 17; V_npnts= 16; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.8125; V_Sum= 61; V_sdev= 2.40052; V_rms= 4.46514; V_adev= 2.1875; V_skew= -0.281363; V_kurt= -1.78404; V_minloc= 15; V_maxloc= 7; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 15; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={23.987,70.864} V_chisq= 6.26154;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.816497;V_Pr= 0.986261; W_sigma={1.12,6.85} Coefficient values one standard deviation a =23.987 1.12 b =70.864 6.85 Curve fit with data subrange: X_EXT[4,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.692,-48.276} V_chisq= 0.652783;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 7;V_q= 1;V_Rab= -0.979958; V_Pr= -0.993757; W_sigma={1.43,3.83} Coefficient values one standard deviation a =55.692 1.43 b =-48.276 3.83 Curve fit with data subrange: X_EXT[7,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.083,5.9952e-014} V_chisq= 9.7444e-028;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 15;V_q= 1;V_Rab= -0.97354;V_Pr= NaN; W_sigma={1.72e-14,2.28e-14} Coefficient values one standard deviation a =33.083 1.72e-014 b =5.9952e-014 2.28e-014 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.0619; V_Sum= 257.981; V_sdev= 4.94658; V_rms= 9.41797; V_adev= 4.35762; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 16.5273; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 8.04845; V_Sum= 241.453; V_sdev= 4.63073; V_rms= 9.24697; V_adev= 4.09453; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.96055; V_max= 15.7244; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.86667; V_Sum= 56; V_sdev= 1.65536; V_rms= 2.47656; V_adev= 1.28; V_skew= 1.52744; V_kurt= 1.11235; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4012,9.9472} V_chisq= 5.57133e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =2.4012 1.#J b =9.9472 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.2609,-1.1201} V_chisq= 0.0243936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.274,0.741} Coefficient values one standard deviation a =5.2609 0.274 b =-1.1201 0.741 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={22.614,-38.445} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =22.614 1.#J b =-38.445 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.803,25.137} V_chisq= 0.340649;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={3.7,6.19} Coefficient values one standard deviation a =-10.803 3.7 b =25.137 6.19 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.578,-18.266} V_chisq= 0.0810016;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={1.03,1.35} Coefficient values one standard deviation a =17.578 1.03 b =-18.266 1.35 Curve fit with data subrange: X_EXT[10,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3619,11.542} V_chisq= 11.4876;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 29;V_q= 1;V_Rab= -0.968535; V_Pr= 0.985727; W_sigma={0.718,0.465} Coefficient values one standard deviation a =-7.3619 0.718 b =11.542 0.465 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= -68.5143; V_Sum= -2398; V_sdev= 38.6336; V_rms= 78.3844; V_adev= 33.0155; V_skew= -0.192056; V_kurt= -1.28879; V_minloc= 27; V_maxloc= 0; V_min= -135; V_max= -11; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.143; V_Sum= 425.004; V_sdev= 5.8097; V_rms= 13.4253; V_adev= 4.81128; V_skew= -0.0906314; V_kurt= -1.01735; V_minloc= 34; V_maxloc= 26; V_min= 0; V_max= 21.5688; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.6403; V_Sum= 417.129; V_sdev= 5.51633; V_rms= 13.7581; V_adev= 4.63271; V_skew= -0.0380184; V_kurt= -1.16893; V_minloc= 0; V_maxloc= 26; V_min= 2.69228; V_max= 21.5688; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.32944; V_Sum= 46.5304; V_sdev= 0.683168; V_rms= 1.49023; V_adev= 0.582902; V_skew= 5.01e-06; V_kurt= -1.30336; V_minloc= 0; V_maxloc= 34; V_min= 0.196317; V_max= 2.46282; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.54545; V_Sum= 51; V_sdev= 1.17502; V_rms= 1.93061; V_adev= 0.887052; V_skew= 1.91171; V_kurt= 3.88165; V_minloc= 32; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.61661,11.235} V_chisq= 0.259255;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.925586; V_Pr= 0.998388; W_sigma={0.123,0.202} Coefficient values one standard deviation a =0.61661 0.123 b =11.235 0.202 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16,-5.6073} V_chisq= 6.374e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999403;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =16 1.#J b =-5.6073 1.#J Curve fit with data subrange: X_EXT[12,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-2.1884,12.525} V_chisq= 0.567664;V_npnts= 14;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 25;V_q= 1;V_Rab= -0.982777; V_Pr= 0.998216; W_sigma={0.315,0.216} Coefficient values one standard deviation a =-2.1884 0.315 b =12.525 0.216 Curve fit with data subrange: X_EXT[25,26] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.748,1.98} V_chisq= 1.04812e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 26;V_q= 1;V_Rab= -0.999846;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.748 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[26,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.761,-30.757} V_chisq= 1.93695;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 32;V_q= 1;V_Rab= -0.998046; V_Pr= -0.991873; W_sigma={3.76,1.76} Coefficient values one standard deviation a =81.761 3.76 b =-30.757 1.76 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_03.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 38 points X_X loaded, numeric wave, 38 points X_Y loaded, numeric wave, 38 points V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 53.2105; V_Sum= 2022; V_sdev= 19.4035; V_rms= 56.5504; V_adev= 16.3878; V_skew= -0.498089; V_kurt= -1.03208; V_minloc= 13; V_maxloc= 29; V_min= 14; V_max= 79; V_startRow= 0; V_endRow= 37; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.2098; V_Sum= 349.972; V_sdev= 2.91669; V_rms= 9.64902; V_adev= 2.37759; V_skew= -0.735192; V_kurt= 0.472392; V_minloc= 37; V_maxloc= 35; V_min= 0; V_max= 13.0027; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 9.38671; V_Sum= 337.921; V_sdev= 2.51137; V_rms= 9.70783; V_adev= 2.16003; V_skew= -0.091726; V_kurt= -1.40416; V_minloc= 14; V_maxloc= 35; V_min= 5.07968; V_max= 13.0027; V_startRow= 0; V_endRow= 35; V_npnts= 38; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.35937; V_Sum= 51.6561; V_sdev= 0.747004; V_rms= 1.54636; V_adev= 0.636782; V_skew= -0.0280083; V_kurt= -1.25483; V_minloc= 0; V_maxloc= 37; V_min= 0; V_max= 2.59617; V_startRow= 0; V_endRow= 37; V_npnts= 36; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.19444; V_Sum= 79; V_sdev= 1.7699; V_rms= 2.80377; V_adev= 1.41512; V_skew= 1.18631; V_kurt= 0.153236; V_minloc= 35; V_maxloc= 4; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 35; Curve fit with data subrange: X_EXT[0,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={6.2732,7.2956} V_chisq= 0.46242;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 7;V_q= 1;V_Rab= -0.886569;V_Pr= 0.983795; W_sigma={0.212,0.543} Coefficient values one standard deviation a =6.2732 0.212 b =7.2956 0.543 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.902,-26.146} V_chisq= 1.94352;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.994307; V_Pr= -0.941658; W_sigma={4.63,6.61} Coefficient values one standard deviation a =26.902 4.63 b =-26.146 6.61 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.411,19.8} V_chisq= 1.92482e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.999193;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-10.411 1.#J b =19.8 1.#J Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.9636,1.98} V_chisq= 2.56478e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999309;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =4.9636 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.899,-12.94} V_chisq= 0.0270869;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 14;V_q= 1;V_Rab= -0.998512; V_Pr= -0.991012; W_sigma={1.74,1.75} Coefficient values one standard deviation a =18.899 1.74 b =-12.94 1.75 Curve fit with data subrange: X_EXT[14,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-4.2179,8.7441} V_chisq= 1.24544;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 28;V_q= 1;V_Rab= -0.982721; V_Pr= 0.993521; W_sigma={0.432,0.277} Coefficient values one standard deviation a =-4.2179 0.432 b =8.7441 0.277 Curve fit with data subrange: X_EXT[28,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.49,-12.924} V_chisq= 0.0743132;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 30;V_q= 1;V_Rab= -0.999652; V_Pr= -0.975877; W_sigma={5.97,2.89} Coefficient values one standard deviation a =38.49 5.97 b =-12.924 2.89 Curve fit with data subrange: X_EXT[30,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-18.981,14.199} V_chisq= 0.186696;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 32;V_q= 1;V_Rab= -0.999693; V_Pr= 0.951659; W_sigma={10.1,4.58} Coefficient values one standard deviation a =-18.981 10.1 b =14.199 4.58 Curve fit with data subrange: X_EXT[32,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={19.31,-2.8008} V_chisq= 7.88861e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 32;V_endRow= 33;V_q= 1;V_Rab= -0.999895;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =19.31 1.#J b =-2.8008 1.#J Curve fit with data subrange: X_EXT[33,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.828,-5.5989} V_chisq= 1.39471e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 34;V_q= 1;V_Rab= -0.9999;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.828 1.#J b =-5.5989 1.#J Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-8.8051,8.8548} V_chisq= 1.45403e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999906;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-8.8051 1.#J b =8.8548 1.#J path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 35 points X_X loaded, numeric wave, 35 points X_Y loaded, numeric wave, 35 points V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 110.686; V_Sum= 3874; V_sdev= 8.10146; V_rms= 110.973; V_adev= 6.70204; V_skew= -0.36495; V_kurt= -1.07268; V_minloc= 34; V_maxloc= 7; V_min= 94; V_max= 122; V_startRow= 0; V_endRow= 34; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.3627; V_Sum= 502.694; V_sdev= 5.16717; V_rms= 15.2389; V_adev= 4.03403; V_skew= -1.09213; V_kurt= 0.262822; V_minloc= 34; V_maxloc= 33; V_min= 0; V_max= 20.4711; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 14.6128; V_Sum= 482.223; V_sdev= 4.54877; V_rms= 15.2839; V_adev= 3.60512; V_skew= -0.977459; V_kurt= -0.151025; V_minloc= 0; V_maxloc= 21; V_min= 3.38085; V_max= 19.7439; V_startRow= 0; V_endRow= 32; V_npnts= 35; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.27339; V_Sum= 44.5688; V_sdev= 0.68312; V_rms= 1.44043; V_adev= 0.582851; V_skew= 4.51066e-05; V_kurt= -1.30327; V_minloc= 0; V_maxloc= 34; V_min= 0.14005; V_max= 2.40673; V_startRow= 0; V_endRow= 34; V_npnts= 33; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.42424; V_Sum= 47; V_sdev= 0.867118; V_rms= 1.6606; V_adev= 0.703398; V_skew= 1.06239; V_kurt= -0.418606; V_minloc= 32; V_maxloc= 15; V_min= 0; V_max= 3; V_startRow= 0; V_endRow= 32; Curve fit with data subrange: X_EXT[0,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.8373,15.88} V_chisq= 3.82501;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 15;V_q= 1;V_Rab= -0.901487; V_Pr= 0.995018; W_sigma={0.302,0.425} Coefficient values one standard deviation a =1.8373 0.302 b =15.88 0.425 Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.182,-23.116} V_chisq= 0.246209;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998984; V_Pr= -0.975049; W_sigma={6.36,5.26} Coefficient values one standard deviation a =45.182 6.36 b =-23.116 5.26 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-1.547,13.744} V_chisq= 0.0544632;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997762; V_Pr= 0.996772; W_sigma={0.901,0.639} Coefficient values one standard deviation a =-1.547 0.901 b =13.744 0.639 Curve fit with data subrange: X_EXT[21,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.924,-16.913} V_chisq= 6.57818;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 27;V_q= 1;V_Rab= -0.997077; V_Pr= -0.918721; W_sigma={5.67,3.25} Coefficient values one standard deviation a =46.924 5.67 b =-16.913 3.25 Curve fit with data subrange: X_EXT[27,32] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-19.556,16.806} V_chisq= 0.50643;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 32;V_q= 1;V_Rab= -0.998543; V_Pr= 0.988667; W_sigma={2.69,1.28} Coefficient values one standard deviation a =-19.556 2.69 b =16.806 1.28 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_02.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 21 points X_X loaded, numeric wave, 21 points X_Y loaded, numeric wave, 21 points V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 10.619; V_Sum= 223; V_sdev= 16.4574; V_rms= 19.2539; V_adev= 12.4444; V_skew= 0.351428; V_kurt= -0.870559; V_minloc= 11; V_maxloc= 18; V_min= -16; V_max= 41; V_startRow= 0; V_endRow= 20; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 6.25661; V_Sum= 131.389; V_sdev= 6.54462; V_rms= 8.94079; V_adev= 5.12334; V_skew= 1.18947; V_kurt= 0.109809; V_minloc= 20; V_maxloc= 19; V_min= 0; V_max= 22.6488; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.72317; V_Sum= 108.74; V_sdev= 5.49438; V_rms= 7.83288; V_adev= 4.2212; V_skew= 1.17879; V_kurt= 0.0651556; V_minloc= 0; V_maxloc= 18; V_min= 1.18064; V_max= 18.9106; V_startRow= 0; V_endRow= 18; V_npnts= 21; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.673088; V_Sum= 14.1349; V_sdev= 0.414169; V_rms= 0.785121; V_adev= 0.349516; V_skew= -0.00376499; V_kurt= -1.36773; V_minloc= 0; V_maxloc= 20; V_min= 0; V_max= 1.34005; V_startRow= 0; V_endRow= 20; V_npnts= 19; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.36842; V_Sum= 45; V_sdev= 2.29033; V_rms= 3.25253; V_adev= 1.97784; V_skew= 0.857275; V_kurt= -1.19559; V_minloc= 18; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 18; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.2323,0.0081471} V_chisq= 0.0209057;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.821853; V_Pr= 0.0121214; W_sigma={0.0655,0.388} Coefficient values one standard deviation a =1.2323 0.0655 b =0.0081471 0.388 Curve fit with data subrange: X_EXT[4,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.87857,9.0866} V_chisq= 0.681816;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 10;V_q= 1;V_Rab= -0.962565; V_Pr= 0.968375; W_sigma={0.515,1.05} Coefficient values one standard deviation a =-0.87857 0.515 b =9.0866 1.05 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.964,-54.764} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.99889;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =41.964 1.#J b =-54.764 1.#J Curve fit with data subrange: X_EXT[11,18] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-27.011,37.996} V_chisq= 1.17872;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 18;V_q= 1;V_Rab= -0.987909; V_Pr= 0.99782; W_sigma={1.01,1.03} Coefficient values one standard deviation a =-27.011 1.01 b =37.996 1.03 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_04_04.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 28 points X_X loaded, numeric wave, 28 points X_Y loaded, numeric wave, 28 points V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= -14.7143; V_Sum= -412; V_sdev= 15.4341; V_rms= 21.1238; V_adev= 12.6939; V_skew= -0.483733; V_kurt= -0.931715; V_minloc= 12; V_maxloc= 1; V_min= -45; V_max= 6; V_startRow= 0; V_endRow= 27; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.03; V_Sum= 336.839; V_sdev= 4.46538; V_rms= 12.8042; V_adev= 3.62407; V_skew= -0.50124; V_kurt= -0.114845; V_minloc= 27; V_maxloc= 26; V_min= 0; V_max= 19.4776; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.2062; V_Sum= 317.362; V_sdev= 3.67356; V_rms= 12.7267; V_adev= 3.14015; V_skew= -0.077784; V_kurt= -1.28803; V_minloc= 0; V_maxloc= 25; V_min= 5.38456; V_max= 17.8881; V_startRow= 0; V_endRow= 25; V_npnts= 28; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.906495; V_Sum= 25.3819; V_sdev= 0.548783; V_rms= 1.05458; V_adev= 0.466888; V_skew= -0.00220724; V_kurt= -1.32634; V_minloc= 0; V_maxloc= 27; V_min= 0; V_max= 1.80672; V_startRow= 0; V_endRow= 27; V_npnts= 26; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.69231; V_Sum= 44; V_sdev= 1.49048; V_rms= 2.23607; V_adev= 1.08876; V_skew= 1.83556; V_kurt= 2.55433; V_minloc= 25; V_maxloc= 2; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 25; Curve fit with data subrange: X_EXT[0,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={5.0827,16.206} V_chisq= 3.13428;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 11;V_q= 1;V_Rab= -0.850084; V_Pr= 0.990809; W_sigma={0.307,0.7} Coefficient values one standard deviation a =5.0827 0.307 b =16.206 0.7 Curve fit with data subrange: X_EXT[11,12] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.001,1.98} V_chisq= 1.86063e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 12;V_q= 1;V_Rab= -0.999072;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =16.001 1.#J b =1.98 1.#J Curve fit with data subrange: X_EXT[12,16] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={49.027,-38.632} V_chisq= 1.32372;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 12;V_endRow= 16;V_q= 1;V_Rab= -0.995008; V_Pr= -0.990169; W_sigma={2.98,3.15} Coefficient values one standard deviation a =49.027 2.98 b =-38.632 3.15 Curve fit with data subrange: X_EXT[16,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-10.117,16.668} V_chisq= 0.775626;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 25;V_q= 1;V_Rab= -0.99042; V_Pr= 0.996215; W_sigma={0.713,0.514} Coefficient values one standard deviation a =-10.117 0.713 b =16.668 0.514 path: "C:Bio:ITR:Mythili:" Excel 8.0 file load from worksheet "Sheet1" within workbook "mutdv2f4a.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Elapsed_Time loaded, numeric wave, 109 points ColumnB loaded, numeric wave, 109 points X_X loaded, numeric wave, 109 points X_Y loaded, numeric wave, 109 points V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 338.009; V_Sum= 36843; V_sdev= 26.9294; V_rms= 339.07; V_adev= 20.2868; V_skew= 1.27617; V_kurt= 0.977939; V_minloc= 0; V_maxloc= 9; V_min= 297; V_max= 409; V_startRow= 0; V_endRow= 108; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 55.4253; V_Sum= 6041.36; V_sdev= 6.96091; V_rms= 55.8567; V_adev= 3.60212; V_skew= -4.19067; V_kurt= 34.7109; V_minloc= 108; V_maxloc= 11; V_min= 0; V_max= 68.2473; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 55.9886; V_Sum= 5990.78; V_sdev= 4.45481; V_rms= 56.1639; V_adev= 3.15452; V_skew= 1.34657; V_kurt= 1.28201; V_minloc= 49; V_maxloc= 11; V_min= 50.5252; V_max= 68.2473; V_startRow= 0; V_endRow= 106; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 285127; V_Sum= 3.10789e+07; V_sdev= 161498; V_rms= 327322; V_adev= 138366; V_skew= -0.0753766; V_kurt= -1.19959; V_minloc= 0; V_maxloc= 108; V_min= 0; V_max= 551490; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.95327; V_Sum= 530; V_sdev= 0.483368; V_rms= 4.97658; V_adev= 0.0925845; V_skew= -10.0559; V_kurt= 100.056; V_minloc= 106; V_maxloc= 0; V_min= 0; V_max= 5; V_startRow= 0; V_endRow= 106; Curve fit with data subrange: X_EXT[0,106] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.857,-1.7376e-005} V_chisq= 1296.15;V_npnts= 107;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 106;V_q= 1;V_Rab= -0.87092; V_Pr= -0.619553; W_sigma={0.691,2.15e-06} Coefficient values one standard deviation a =60.857 0.691 b =-1.7376e-005 2.15e-006 path: "C:Bio:ITR:Mythili:" Excel 8.0 file load from worksheet "Sheet1" within workbook "mutdv2f4a.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Elapsed_Time loaded, numeric wave, 109 points ColumnB loaded, numeric wave, 109 points X_X loaded, numeric wave, 109 points X_Y loaded, numeric wave, 109 points V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 338.009; V_Sum= 36843; V_sdev= 26.9294; V_rms= 339.07; V_adev= 20.2868; V_skew= 1.27617; V_kurt= 0.977939; V_minloc= 0; V_maxloc= 9; V_min= 297; V_max= 409; V_startRow= 0; V_endRow= 108; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 55.4253; V_Sum= 6041.36; V_sdev= 6.96091; V_rms= 55.8567; V_adev= 3.60212; V_skew= -4.19067; V_kurt= 34.7109; V_minloc= 108; V_maxloc= 11; V_min= 0; V_max= 68.2473; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 55.9886; V_Sum= 5990.78; V_sdev= 4.45481; V_rms= 56.1639; V_adev= 3.15452; V_skew= 1.34657; V_kurt= 1.28201; V_minloc= 49; V_maxloc= 11; V_min= 50.5252; V_max= 68.2473; V_startRow= 0; V_endRow= 106; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.28688; V_Sum= 358.27; V_sdev= 1.86171; V_rms= 3.7733; V_adev= 1.59506; V_skew= -0.0753766; V_kurt= -1.19959; V_minloc= 0; V_maxloc= 108; V_min= 0; V_max= 6.35745; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.79439; V_Sum= 299; V_sdev= 1.75767; V_rms= 3.29684; V_adev= 1.39226; V_skew= 0.807064; V_kurt= -0.569254; V_minloc= 106; V_maxloc= 17; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 106; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.108,31.426} V_chisq= 2.16542;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.787988;V_Pr= 0.96444; W_sigma={0.617,4.97} Coefficient values one standard deviation a =61.108 0.617 b =31.426 4.97 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.84,-56.471} V_chisq= 1.09178e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.990307;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =78.84 1.#J b =-56.471 1.#J Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={57.252,20.488} V_chisq= 0.716486;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.978756;V_Pr= 0.970811; W_sigma={1.46,3.58} Coefficient values one standard deviation a =57.252 1.46 b =20.488 3.58 Curve fit with data subrange: X_EXT[8,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.801,-15.823} V_chisq= 3.15931e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 9;V_q= 1;V_Rab= -0.998456;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =75.801 1.#J b =-15.823 1.#J Curve fit with data subrange: X_EXT[9,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.333,11.88} V_chisq= 0.00670402;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 11;V_q= 1;V_Rab= -0.997364; V_Pr= 0.996044; W_sigma={0.652,1.06} Coefficient values one standard deviation a =60.333 0.652 b =11.88 1.06 Curve fit with data subrange: X_EXT[11,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.165,-37.829} V_chisq= 36.7138;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 17;V_q= 1;V_Rab= -0.987087; V_Pr= -0.918427; W_sigma={6.39,7.29} Coefficient values one standard deviation a =94.165 6.39 b =-37.829 7.29 Curve fit with data subrange: X_EXT[17,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.896,2.3225} V_chisq= 0.000436038;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 20;V_q= 1;V_Rab= -0.997847;V_Pr= 0.9984; W_sigma={0.113,0.093} Coefficient values one standard deviation a =51.896 0.113 b =2.3225 0.093 Curve fit with data subrange: X_EXT[20,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.186,6.7904} V_chisq= 0.162636;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 24;V_q= 1;V_Rab= -0.997912; V_Pr= 0.962077; W_sigma={1.61,1.11} Coefficient values one standard deviation a =46.186 1.61 b =6.7904 1.11 Curve fit with data subrange: X_EXT[24,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.928,-6.9065} V_chisq= 0.112594;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 27;V_q= 1;V_Rab= -0.999085; V_Pr= -0.946809; W_sigma={2.77,1.66} Coefficient values one standard deviation a =67.928 2.77 b =-6.9065 1.66 Curve fit with data subrange: X_EXT[27,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={42.971,7.1468} V_chisq= 7.15969e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 29;V_q= 1;V_Rab= -0.999567; V_Pr= 0.99992; W_sigma={0.166,0.0906} Coefficient values one standard deviation a =42.971 0.166 b =7.1468 0.0906 Curve fit with data subrange: X_EXT[29,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.845,-11.262} V_chisq= 8.7898e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 29;V_endRow= 30;V_q= 1;V_Rab= -0.999879;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =77.845 1.#J b =-11.262 1.#J Curve fit with data subrange: X_EXT[30,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.931,7.6164} V_chisq= 0.0392445;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 35;V_q= 1;V_Rab= -0.998998; V_Pr= 0.993631; W_sigma={0.904,0.432} Coefficient values one standard deviation a =40.931 0.904 b =7.6164 0.432 Curve fit with data subrange: X_EXT[35,36] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.524,-3.4195} V_chisq= 4.10208e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 36;V_q= 1;V_Rab= -0.999927;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =65.524 1.#J b =-3.4195 1.#J Curve fit with data subrange: X_EXT[36,37] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={71.493,-6.0361} V_chisq= 5.54995e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 36;V_endRow= 37;V_q= 1;V_Rab= -0.999944;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =71.493 1.#J b =-6.0361 1.#J Curve fit with data subrange: X_EXT[37,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={42.096,6.62} V_chisq= 0.0465118;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 37;V_endRow= 41;V_q= 1;V_Rab= -0.999362; V_Pr= 0.986524; W_sigma={1.56,0.634} Coefficient values one standard deviation a =42.096 1.56 b =6.62 0.634 Curve fit with data subrange: X_EXT[41,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={117.46,-22.564} V_chisq= 0.7643;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 47;V_q= 1;V_Rab= -0.99904; V_Pr= -0.992776; W_sigma={3.37,1.22} Coefficient values one standard deviation a =117.46 3.37 b =-22.564 1.22 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.241,-3.1683} V_chisq= 7.00659e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999872; V_Pr= -0.999497; W_sigma={0.302,0.101} Coefficient values one standard deviation a =60.241 0.302 b =-3.1683 0.101 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.66,6.8068} V_chisq= 1.26218e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999961;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =29.66 1.#J b =6.8068 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.639,-7.288} V_chisq= 3.85078e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999967;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =73.639 1.#J b =-7.288 1.#J Curve fit with data subrange: X_EXT[51,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={50.525,0} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 51; V_endRow= 52;V_q= 1;V_Rab= -0.999968;V_Pr= NaN; W_sigma={NaN,NaN} Coefficient values one standard deviation a =50.525 -1.#J b =0 -1.#J Curve fit with data subrange: X_EXT[52,60] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.94,6.3231} V_chisq= 0.492017;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 60;V_q= 1;V_Rab= -0.999243;V_Pr= 0.9638; W_sigma={2.27,0.661} Coefficient values one standard deviation a =29.94 2.27 b =6.3231 0.661 Curve fit with data subrange: X_EXT[60,61] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={96.593,-11.894} V_chisq= 3.05447e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 60;V_endRow= 61;V_q= 1;V_Rab= -0.999967;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =96.593 1.#J b =-11.894 1.#J Curve fit with data subrange: X_EXT[61,62] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={52.654,-1.1797e-011} V_chisq= 2.75044e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 61;V_endRow= 62;V_q= 1;V_Rab= -0.999964;V_Pr= NaN; W_sigma={inf,inf} Coefficient values one standard deviation a =52.654 1.#J b =-1.1797e-011 1.#J Curve fit with data subrange: X_EXT[62,64] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.539,4.0263} V_chisq= 0.00110548;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 62;V_endRow= 64;V_q= 1;V_Rab= -0.999918; V_Pr= 0.995307; W_sigma={1.49,0.391} Coefficient values one standard deviation a =37.539 1.49 b =4.0263 0.391 Curve fit with data subrange: X_EXT[64,65] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.667,-6.3269} V_chisq= 2.52435e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 64;V_endRow= 65;V_q= 1;V_Rab= -0.999964;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =77.667 1.#J b =-6.3269 1.#J Curve fit with data subrange: X_EXT[65,66] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={36.091,4.2164} V_chisq= 2.80973e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 65;V_endRow= 66;V_q= 1;V_Rab= -0.999969;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =36.091 1.#J b =4.2164 1.#J Curve fit with data subrange: X_EXT[66,69] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.831,-0.21532} V_chisq= 0.0122297;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 66;V_endRow= 69;V_q= 1;V_Rab= -0.999865; V_Pr= -0.253277; W_sigma={2.38,0.582} Coefficient values one standard deviation a =53.831 2.38 b =-0.21532 0.582 Curve fit with data subrange: X_EXT[69,70] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={111.42,-13.961} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 69; V_endRow= 70;V_q= 1;V_Rab= -0.999974;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =111.42 -1.#J b =-13.961 -1.#J Curve fit with data subrange: X_EXT[70,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={39.895,2.9706} V_chisq= 0.745264;V_npnts= 12;V_numNaNs= 0;V_numINFs= 0; V_startRow= 70;V_endRow= 81;V_q= 1;V_Rab= -0.999004; V_Pr= 0.925012; W_sigma={1.77,0.386} Coefficient values one standard deviation a =39.895 1.77 b =2.9706 0.386 Curve fit with data subrange: X_EXT[81,82] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={72.005,-3.5196} V_chisq= 1.26218e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 82;V_q= 1;V_Rab= -0.999985;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =72.005 1.#J b =-3.5196 1.#J Curve fit with data subrange: X_EXT[82,83] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.029,-4.1311} V_chisq= 1.15082e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 82;V_endRow= 83;V_q= 1;V_Rab= -0.999979;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =75.029 1.#J b =-4.1311 1.#J Curve fit with data subrange: X_EXT[83,85] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.387,5.3806} V_chisq= 2.06739e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 83;V_endRow= 85;V_q= 1;V_Rab= -0.999961; V_Pr= 0.999941; W_sigma={0.297,0.0586} Coefficient values one standard deviation a =27.387 0.297 b =5.3806 0.0586 Curve fit with data subrange: X_EXT[85,86] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={42.279,2.4709} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 85;V_endRow= 86;V_q= 1;V_Rab= -0.999973;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =42.279 1.#J b =2.4709 1.#J Curve fit with data subrange: X_EXT[86,87] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={128.7,-14.166} V_chisq= 1.57863e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 86;V_endRow= 87;V_q= 1;V_Rab= -0.999986;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =128.7 1.#J b =-14.166 1.#J Curve fit with data subrange: X_EXT[87,89] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.418,7.2191} V_chisq= 0.00906764;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 87;V_endRow= 89;V_q= 1;V_Rab= -0.999967; V_Pr= 0.98491; W_sigma={6.73,1.27} Coefficient values one standard deviation a =16.418 6.73 b =7.2191 1.27 Curve fit with data subrange: X_EXT[89,90] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.29,-7.5028} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 89;V_endRow= 90;V_q= 1;V_Rab= -0.999988;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =95.29 1.#J b =-7.5028 1.#J Curve fit with data subrange: X_EXT[90,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.7057,11.356} V_chisq= 0.00243102;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 90;V_endRow= 93;V_q= 1;V_Rab= -0.999951; V_Pr= 0.999201; W_sigma={1.76,0.321} Coefficient values one standard deviation a =-6.7057 1.76 b =11.356 0.321 Curve fit with data subrange: X_EXT[93,94] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={125.17,-12.388} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 94;V_q= 1;V_Rab= -0.999988;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =125.17 1.#J b =-12.388 1.#J Curve fit with data subrange: X_EXT[94,96] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.551,6.267} V_chisq= 0.00121725;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 94;V_endRow= 96;V_q= 1;V_Rab= -0.999969; V_Pr= 0.997419; W_sigma={2.55,0.451} Coefficient values one standard deviation a =20.551 2.55 b =6.267 0.451 Curve fit with data subrange: X_EXT[96,97] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={110.04,-9.3853} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 96; V_endRow= 97;V_q= 1;V_Rab= -0.99999;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =110.04 -1.#J b =-9.3853 -1.#J Curve fit with data subrange: X_EXT[97,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.017,5.0077} V_chisq= 0.00221395;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 97;V_endRow= 101;V_q= 1;V_Rab= -0.99992; V_Pr= 0.998402; W_sigma={0.962,0.164} Coefficient values one standard deviation a =27.017 0.962 b =5.0077 0.164 Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={276.79,-36.719} V_chisq= 4.81055;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999935; V_Pr= -0.918333; W_sigma={67.9,11.2} Coefficient values one standard deviation a =276.79 67.9 b =-36.719 11.2 Curve fit with data subrange: X_EXT[104,106] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={59.699,-1.4327} V_chisq= 0.00275964;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 106;V_q= 1;V_Rab= -0.999981; V_Pr= -0.873171; W_sigma={4.97,0.8} Coefficient values one standard deviation a =59.699 4.97 b =-1.4327 0.8 path: "C:Bio:ITR:Mythili:" Excel 8.0 file load from worksheet "Sheet1" within workbook "mutdv2f4a.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Elapsed_Time loaded, numeric wave, 109 points ColumnB loaded, numeric wave, 109 points X_X loaded, numeric wave, 109 points X_Y loaded, numeric wave, 109 points V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 338.009; V_Sum= 36843; V_sdev= 26.9294; V_rms= 339.07; V_adev= 20.2868; V_skew= 1.27617; V_kurt= 0.977939; V_minloc= 0; V_maxloc= 9; V_min= 297; V_max= 409; V_startRow= 0; V_endRow= 108; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 37.7713; V_Sum= 4117.07; V_sdev= 4.75288; V_rms= 38.0664; V_adev= 2.45981; V_skew= -4.16449; V_kurt= 34.4327; V_minloc= 108; V_maxloc= 11; V_min= 0; V_max= 46.5323; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 38.1574; V_Sum= 4082.84; V_sdev= 3.04763; V_rms= 38.2778; V_adev= 2.15034; V_skew= 1.33648; V_kurt= 1.27344; V_minloc= 106; V_maxloc= 11; V_min= 34.3177; V_max= 46.5323; V_startRow= 0; V_endRow= 106; V_npnts= 109; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.28688; V_Sum= 358.27; V_sdev= 1.86171; V_rms= 3.7733; V_adev= 1.59506; V_skew= -0.0753766; V_kurt= -1.19959; V_minloc= 0; V_maxloc= 108; V_min= 0; V_max= 6.35745; V_startRow= 0; V_endRow= 108; V_npnts= 107; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.28972; V_Sum= 352; V_sdev= 1.94747; V_rms= 3.8183; V_adev= 1.68748; V_skew= 0.375779; V_kurt= -1.38111; V_minloc= 106; V_maxloc= 17; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 106; Curve fit with data subrange: X_EXT[0,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.664,21.427} V_chisq= 1.00665;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4;V_q= 1;V_Rab= -0.787988;V_Pr= 0.96444; W_sigma={0.421,3.39} Coefficient values one standard deviation a =41.664 0.421 b =21.427 3.39 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.755,-38.503} V_chisq= 7.35218e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.990307;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =53.755 1.#J b =-38.503 1.#J Curve fit with data subrange: X_EXT[5,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={39.036,13.969} V_chisq= 0.333077;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 8;V_q= 1;V_Rab= -0.978756;V_Pr= 0.970811; W_sigma={0.995,2.44} Coefficient values one standard deviation a =39.036 0.995 b =13.969 2.44 Curve fit with data subrange: X_EXT[8,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.682,-10.788} V_chisq= 1.42531e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 9;V_q= 1;V_Rab= -0.998456;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =51.682 1.#J b =-10.788 1.#J Curve fit with data subrange: X_EXT[9,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.136,8.0997} V_chisq= 0.00311654;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 11;V_q= 1;V_Rab= -0.997364; V_Pr= 0.996044; W_sigma={0.444,0.723} Coefficient values one standard deviation a =41.136 0.444 b =8.0997 0.723 Curve fit with data subrange: X_EXT[11,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.204,-25.793} V_chisq= 17.0673;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 17;V_q= 1;V_Rab= -0.987087; V_Pr= -0.918427; W_sigma={4.36,4.97} Coefficient values one standard deviation a =64.204 4.36 b =-25.793 4.97 Curve fit with data subrange: X_EXT[17,20] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={35.384,1.5835} V_chisq= 0.000202704;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 20;V_q= 1;V_Rab= -0.997847;V_Pr= 0.9984; W_sigma={0.0767,0.0634} Coefficient values one standard deviation a =35.384 0.0767 b =1.5835 0.0634 Curve fit with data subrange: X_EXT[20,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.784,8.9095} V_chisq= 1.57772e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 20;V_endRow= 21;V_q= 1;V_Rab= -0.999711;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.784 1.#J b =8.9095 1.#J Curve fit with data subrange: X_EXT[21,23] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={35.09,2.1497} V_chisq= 0.000196374;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 23;V_q= 1;V_Rab= -0.999242; V_Pr= 0.99779; W_sigma={0.208,0.143} Coefficient values one standard deviation a =35.09 0.208 b =2.1497 0.143 Curve fit with data subrange: X_EXT[23,24] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.108,8.7428} V_chisq= 3.93926e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 23;V_endRow= 24;V_q= 1;V_Rab= -0.999811;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.108 1.#J b =8.7428 1.#J Curve fit with data subrange: X_EXT[24,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.314,-4.709} V_chisq= 0.0523422;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 24;V_endRow= 27;V_q= 1;V_Rab= -0.999085; V_Pr= -0.946809; W_sigma={1.89,1.13} Coefficient values one standard deviation a =46.314 1.89 b =-4.709 1.13 Curve fit with data subrange: X_EXT[27,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.298,4.8728} V_chisq= 3.32837e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 29;V_q= 1;V_Rab= -0.999567; V_Pr= 0.99992; W_sigma={0.113,0.0618} Coefficient values one standard deviation a =29.298 0.113 b =4.8728 0.0618 Curve fit with data subrange: X_EXT[29,30] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.076,-7.6785} V_chisq= 3.99637e-026;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 29;V_endRow= 30;V_q= 1;V_Rab= -0.999879;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =53.076 1.#J b =-7.6785 1.#J Curve fit with data subrange: X_EXT[30,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.908,5.193} V_chisq= 0.0182438;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 30;V_endRow= 35;V_q= 1;V_Rab= -0.998998; V_Pr= 0.993631; W_sigma={0.616,0.294} Coefficient values one standard deviation a =27.908 0.616 b =5.193 0.294 Curve fit with data subrange: X_EXT[35,36] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={44.676,-2.3315} V_chisq= 2.68213e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 36;V_q= 1;V_Rab= -0.999927;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =44.676 1.#J b =-2.3315 1.#J Curve fit with data subrange: X_EXT[36,37] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={48.745,-4.1155} V_chisq= 2.54991e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 36;V_endRow= 37;V_q= 1;V_Rab= -0.999944;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =48.745 1.#J b =-4.1155 1.#J Curve fit with data subrange: X_EXT[37,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={28.702,4.5137} V_chisq= 0.0216222;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 37;V_endRow= 41;V_q= 1;V_Rab= -0.999362; V_Pr= 0.986524; W_sigma={1.06,0.432} Coefficient values one standard deviation a =28.702 1.06 b =4.5137 0.432 Curve fit with data subrange: X_EXT[41,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.088,-15.385} V_chisq= 0.355305;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 47;V_q= 1;V_Rab= -0.99904; V_Pr= -0.992776; W_sigma={2.3,0.831} Coefficient values one standard deviation a =80.088 2.3 b =-15.385 0.831 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={41.073,-2.1602} V_chisq= 3.2572e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999872; V_Pr= -0.999497; W_sigma={0.206,0.0685} Coefficient values one standard deviation a =41.073 0.206 b =-2.1602 0.0685 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={20.223,4.641} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999961;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =20.223 1.#J b =4.641 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={50.208,-4.9691} V_chisq= 1.80346e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999967;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =50.208 1.#J b =-4.9691 1.#J Curve fit with data subrange: X_EXT[51,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.216,2.266} V_chisq= 0.0308845;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 51;V_endRow= 56;V_q= 1;V_Rab= -0.999636; V_Pr= 0.942281; W_sigma={1.33,0.403} Coefficient values one standard deviation a =27.216 1.33 b =2.266 0.403 Curve fit with data subrange: X_EXT[56,60] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.214,6.3409} V_chisq= 0.0390152;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 60;V_q= 1;V_Rab= -0.999793; V_Pr= 0.98177; W_sigma={2.51,0.709} Coefficient values one standard deviation a =13.214 2.51 b =6.3409 0.709 Curve fit with data subrange: X_EXT[60,61] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.859,-8.1094} V_chisq= 1.47738e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 60;V_endRow= 61;V_q= 1;V_Rab= -0.999967;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =65.859 1.#J b =-8.1094 1.#J Curve fit with data subrange: X_EXT[61,69] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={34.732,0.33531} V_chisq= 0.0819026;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 61;V_endRow= 69;V_q= 1;V_Rab= -0.999193; V_Pr= 0.486555; W_sigma={0.898,0.228} Coefficient values one standard deviation a =34.732 0.898 b =0.33531 0.228 Curve fit with data subrange: X_EXT[69,70] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.969,-9.5187} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 69;V_endRow= 70;V_q= 1;V_Rab= -0.999974;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =75.969 1.#J b =-9.5187 1.#J Curve fit with data subrange: X_EXT[70,72] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={7.5014,6.6049} V_chisq= 1.25941e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 70;V_endRow= 72;V_q= 1;V_Rab= -0.999937; V_Pr= 0.99998; W_sigma={0.182,0.0423} Coefficient values one standard deviation a =7.5014 0.182 b =6.6049 0.0423 Curve fit with data subrange: X_EXT[72,78] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={31.478,1.0911} V_chisq= 0.086052;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 72;V_endRow= 78;V_q= 1;V_Rab= -0.999659; V_Pr= 0.759275; W_sigma={1.9,0.418} Coefficient values one standard deviation a =31.478 1.9 b =1.0911 0.418 Curve fit with data subrange: X_EXT[78,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.079,4.9477} V_chisq= 0.0171995;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 78;V_endRow= 81;V_q= 1;V_Rab= -0.999913; V_Pr= 0.978845; W_sigma={3.52,0.731} Coefficient values one standard deviation a =13.079 3.52 b =4.9477 0.731 Curve fit with data subrange: X_EXT[81,83] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={50.245,-2.6339} V_chisq= 9.70716e-005;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 83;V_q= 1;V_Rab= -0.999953; V_Pr= -0.998981; W_sigma={0.589,0.119} Coefficient values one standard deviation a =50.245 0.589 b =-2.6339 0.119 Curve fit with data subrange: X_EXT[83,85] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={18.673,3.6686} V_chisq= 9.61082e-006;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 83;V_endRow= 85;V_q= 1;V_Rab= -0.999961; V_Pr= 0.999941; W_sigma={0.202,0.04} Coefficient values one standard deviation a =18.673 0.202 b =3.6686 0.04 Curve fit with data subrange: X_EXT[85,86] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={28.827,1.6847} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 85;V_endRow= 86;V_q= 1;V_Rab= -0.999973;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =28.827 1.#J b =1.6847 1.#J Curve fit with data subrange: X_EXT[86,87] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={87.747,-9.6587} V_chisq= 7.38172e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 86;V_endRow= 87;V_q= 1;V_Rab= -0.999986;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =87.747 1.#J b =-9.6587 1.#J Curve fit with data subrange: X_EXT[87,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.554,4.0831} V_chisq= 0.209053;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 87;V_endRow= 93;V_q= 1;V_Rab= -0.999824; V_Pr= 0.922886; W_sigma={4.12,0.762} Coefficient values one standard deviation a =15.554 4.12 b =4.0831 0.762 Curve fit with data subrange: X_EXT[93,94] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={85.345,-8.4463} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 94;V_q= 1;V_Rab= -0.999988;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =85.345 1.#J b =-8.4463 1.#J Curve fit with data subrange: X_EXT[94,96] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.012,4.273} V_chisq= 0.000565871;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 94;V_endRow= 96;V_q= 1;V_Rab= -0.999969; V_Pr= 0.997419; W_sigma={1.74,0.308} Coefficient values one standard deviation a =14.012 1.74 b =4.273 0.308 Curve fit with data subrange: X_EXT[96,97] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.028,-6.399} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 96; V_endRow= 97;V_q= 1;V_Rab= -0.99999;V_Pr= -1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =75.028 -1.#J b =-6.399 -1.#J Curve fit with data subrange: X_EXT[97,100] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.69,1.9905} V_chisq= 0.0266165;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 97;V_endRow= 100;V_q= 1;V_Rab= -0.999946; V_Pr= 0.829002; W_sigma={5.56,0.949} Coefficient values one standard deviation a =26.69 5.56 b =1.9905 0.949 Curve fit with data subrange: X_EXT[100,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={14.619,4.0094} V_chisq= 1.26218e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 100;V_endRow= 101;V_q= 1;V_Rab= -0.999991;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =14.619 1.#J b =4.0094 1.#J Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={188.46,-25.036} V_chisq= 2.23631;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999935; V_Pr= -0.918333; W_sigma={46.3,7.63} Coefficient values one standard deviation a =188.46 46.3 b =-25.036 7.63 Curve fit with data subrange: X_EXT[104,106] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.449,-0.97685} V_chisq= 0.00128289;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 106;V_q= 1;V_Rab= -0.999981; V_Pr= -0.873171; W_sigma={3.39,0.545} Coefficient values one standard deviation a =40.449 3.39 b =-0.97685 0.545 path: "C:Bio:ITR:Mythili:" Excel 8.0 file load from worksheet "Sheet1" within workbook "mutdv2f4b.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Elapsed_Time loaded, numeric wave, 175 points ColumnB loaded, numeric wave, 175 points X_X loaded, numeric wave, 175 points X_Y loaded, numeric wave, 175 points V_npnts= 175; V_numNaNs= 0; V_numINFs= 0; V_avg= 440.269; V_Sum= 77047; V_sdev= 81.1414; V_rms= 447.641; V_adev= 75.1191; V_skew= -0.564727; V_kurt= -1.49361; V_minloc= 0; V_maxloc= 105; V_min= 299; V_max= 540; V_startRow= 0; V_endRow= 174; V_npnts= 175; V_numNaNs= 0; V_numINFs= 0; V_avg= 60.8699; V_Sum= 10652.2; V_sdev= 9.83749; V_rms= 61.6552; V_adev= 8.51673; V_skew= -1.68556; V_kurt= 6.22816; V_minloc= 174; V_maxloc= 73; V_min= 0; V_max= 71.7246; V_startRow= 0; V_endRow= 174; V_npnts= 173; V_numNaNs= 0; V_numINFs= 0; V_avg= 61.287; V_Sum= 10602.6; V_sdev= 8.68585; V_rms= 61.8959; V_adev= 8.07994; V_skew= -0.618385; V_kurt= -1.49299; V_minloc= 132; V_maxloc= 73; V_min= 47.4687; V_max= 71.7246; V_startRow= 0; V_endRow= 172; V_npnts= 175; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.92711; V_Sum= 862.245; V_sdev= 2.94712; V_rms= 5.73692; V_adev= 2.56169; V_skew= 0.0416956; V_kurt= -1.2565; V_minloc= 0; V_maxloc= 174; V_min= 0; V_max= 9.96268; V_startRow= 0; V_endRow= 174; V_npnts= 173; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.18497; V_Sum= 551; V_sdev= 1.78834; V_rms= 3.65016; V_adev= 1.47736; V_skew= 0.353387; V_kurt= -1.07842; V_minloc= 172; V_maxloc= 51; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 172; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.346,3.6838} V_chisq= 1.11463;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.812859;V_Pr= 0.382432; W_sigma={0.641,6.29} Coefficient values one standard deviation a =66.346 0.641 b =3.6838 6.29 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.609,7.6401} V_chisq= 0.427823;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.957059;V_Pr= 0.929469; W_sigma={0.461,1.52} Coefficient values one standard deviation a =65.609 0.461 b =7.6401 1.52 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.166,-9.6737} V_chisq= 0.000397275;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.995164; V_Pr= -0.999681; W_sigma={0.117,0.244} Coefficient values one standard deviation a =73.166 0.117 b =-9.6737 0.244 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.369,8.6495} V_chisq= 1.26218e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.998564;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =63.369 1.#J b =8.6495 1.#J Curve fit with data subrange: X_EXT[11,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.943,-17.179} V_chisq= 0.229169;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 13;V_q= 1;V_Rab= -0.99823; V_Pr= -0.92209; W_sigma={4.65,7.21} Coefficient values one standard deviation a =78.943 4.65 b =-17.179 7.21 Curve fit with data subrange: X_EXT[13,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={57.555,13.536} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 14;V_q= 1;V_Rab= -0.998008;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =57.555 1.#J b =13.536 1.#J Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={83.499,-19.609} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999497;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =83.499 1.#J b =-19.609 1.#J Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.081,16.784} V_chisq= 0.023593;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998929; V_Pr= 0.991773; W_sigma={1.92,2.17} Coefficient values one standard deviation a =53.081 1.92 b =16.784 2.17 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.939,-6.6914} V_chisq= 0.634403;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997715; V_Pr= -0.796869; W_sigma={3.04,2.93} Coefficient values one standard deviation a =74.939 3.04 b =-6.6914 2.93 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.964,1.7707} V_chisq= 0.782885;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998226; V_Pr= 0.313911; W_sigma={3.84,3.09} Coefficient values one standard deviation a =64.964 3.84 b =1.7707 3.09 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={86.746,-14.101} V_chisq= 9.03968e-008;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999606;V_Pr= -1; W_sigma={0.00619,0.00443} Coefficient values one standard deviation a =86.746 0.00619 b =-14.101 0.00443 Curve fit with data subrange: X_EXT[27,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.304,4.3345} V_chisq= 0.175557;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 33;V_q= 1;V_Rab= -0.997413; V_Pr= 0.954291; W_sigma={0.985,0.607} Coefficient values one standard deviation a =60.304 0.985 b =4.3345 0.607 Curve fit with data subrange: X_EXT[33,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={88.14,-11.252} V_chisq= 3.96714e-007;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 35;V_q= 1;V_Rab= -0.999677;V_Pr= -1; W_sigma={0.0143,0.00778} Coefficient values one standard deviation a =88.14 0.0143 b =-11.252 0.00778 Curve fit with data subrange: X_EXT[35,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.567,2.8213} V_chisq= 1.67828;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 41;V_q= 1;V_Rab= -0.998386; V_Pr= 0.567619; W_sigma={3.86,1.83} Coefficient values one standard deviation a =61.567 3.86 b =2.8213 1.83 Curve fit with data subrange: X_EXT[41,43] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.897,-11.567} V_chisq= 0.00320429;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 43;V_q= 1;V_Rab= -0.999861; V_Pr= -0.997349; W_sigma={1.96,0.844} Coefficient values one standard deviation a =94.897 1.96 b =-11.567 0.844 Curve fit with data subrange: X_EXT[43,44] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.089,9.4576} V_chisq= 5.49363e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 43;V_endRow= 44;V_q= 1;V_Rab= -0.999927;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =45.089 1.#J b =9.4576 1.#J Curve fit with data subrange: X_EXT[44,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.165,-9.9347} V_chisq= 0.00499936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 44;V_endRow= 47;V_q= 1;V_Rab= -0.999751; V_Pr= -0.997969; W_sigma={1.12,0.448} Coefficient values one standard deviation a =92.165 1.12 b =-9.9347 0.448 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.055,11.428} V_chisq= 0.0211924;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999892; V_Pr= 0.982345; W_sigma={5.71,2.18} Coefficient values one standard deviation a =37.055 5.71 b =11.428 2.18 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={119.65,-19.466} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999952;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =119.65 1.#J b =-19.466 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-56.562,45.219} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999942;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-56.562 1.#J b =45.219 1.#J Curve fit with data subrange: X_EXT[51,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.424,-1.8427} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 51;V_endRow= 52;V_q= 1;V_Rab= -0.999962;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =74.424 1.#J b =-1.8427 1.#J Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.395,-9.3274} V_chisq= 0.641781;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999586; V_Pr= -0.911244; W_sigma={7.19,2.43} Coefficient values one standard deviation a =95.395 7.19 b =-9.3274 2.43 Curve fit with data subrange: X_EXT[56,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.548,9.435} V_chisq= 0.0147425;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 58;V_q= 1;V_Rab= -0.999856; V_Pr= 0.990341; W_sigma={4.14,1.32} Coefficient values one standard deviation a =37.548 4.14 b =9.435 1.32 Curve fit with data subrange: X_EXT[58,62] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={97.49,-9.2655} V_chisq= 0.150297;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 62;V_q= 1;V_Rab= -0.999771; V_Pr= -0.966614; W_sigma={4.68,1.42} Coefficient values one standard deviation a =97.49 4.68 b =-9.2655 1.42 Curve fit with data subrange: X_EXT[62,63] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.669,2.087} V_chisq= 2.05104e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 62;V_endRow= 63;V_q= 1;V_Rab= -0.99996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.669 1.#J b =2.087 1.#J Curve fit with data subrange: X_EXT[63,73] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.103,11.614} V_chisq= 3.02793;V_npnts= 11;V_numNaNs= 0;V_numINFs= 0; V_startRow= 63;V_endRow= 73;V_q= 1;V_Rab= -0.999049; V_Pr= 0.963407; W_sigma={4.01,1.08} Coefficient values one standard deviation a =25.103 4.01 b =11.614 1.08 Curve fit with data subrange: X_EXT[73,76] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={129.78,-14.745} V_chisq= 0.883286;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 73;V_endRow= 76;V_q= 1;V_Rab= -0.99987; V_Pr= -0.898903; W_sigma={20.6,5.08} Coefficient values one standard deviation a =129.78 20.6 b =-14.745 5.08 Curve fit with data subrange: X_EXT[76,77] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.27,5.4836} V_chisq= 2.18198e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 76;V_endRow= 77;V_q= 1;V_Rab= -0.999975;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =46.27 1.#J b =5.4836 1.#J Curve fit with data subrange: X_EXT[77,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={126.89,-13.713} V_chisq= 0.0305993;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 77;V_endRow= 79;V_q= 1;V_Rab= -0.999945; V_Pr= -0.986604; W_sigma={9.65,2.27} Coefficient values one standard deviation a =126.89 9.65 b =-13.713 2.27 Curve fit with data subrange: X_EXT[79,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.211,6.3874} V_chisq= 0.0209777;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 81;V_q= 1;V_Rab= -0.999936;V_Pr= 0.9666; W_sigma={7.41,1.69} Coefficient values one standard deviation a =40.211 7.41 b =6.3874 1.69 Curve fit with data subrange: X_EXT[81,84] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={111,-9.6576} V_chisq= 0.448685;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 84;V_q= 1;V_Rab= -0.999874; V_Pr= -0.900411; W_sigma={14.9,3.3} Coefficient values one standard deviation a =111 14.9 b =-9.6576 3.3 Curve fit with data subrange: X_EXT[84,89] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.69,11.213} V_chisq= 2.89833;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 84;V_endRow= 89;V_q= 1;V_Rab= -0.999782; V_Pr= 0.84995; W_sigma={16.6,3.48} Coefficient values one standard deviation a =15.69 16.6 b =11.213 3.48 Curve fit with data subrange: X_EXT[89,92] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={194.38,-25.464} V_chisq= 5.2929;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 89;V_endRow= 92;V_q= 1;V_Rab= -0.999879; V_Pr= -0.866009; W_sigma={52.3,10.4} Coefficient values one standard deviation a =194.38 52.3 b =-25.464 10.4 Curve fit with data subrange: X_EXT[92,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={69.138,-0.90698} V_chisq= 6.6454e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 92;V_endRow= 93;V_q= 1;V_Rab= -0.999954;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =69.138 1.#J b =-0.90698 1.#J Curve fit with data subrange: X_EXT[93,98] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.477,13.051} V_chisq= 0.625738;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 98;V_q= 1;V_Rab= -0.999827; V_Pr= 0.970704; W_sigma={8.68,1.62} Coefficient values one standard deviation a =-3.477 8.68 b =13.051 1.62 Curve fit with data subrange: X_EXT[98,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={249.35,-32.526} V_chisq= 6.0713;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 98;V_endRow= 101;V_q= 1;V_Rab= -0.999938; V_Pr= -0.854582; W_sigma={78.4,14} Coefficient values one standard deviation a =249.35 78.4 b =-32.526 14 Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-101.89,28.834} V_chisq= 2.53322;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999893; V_Pr= 0.951468; W_sigma={38.4,6.59} Coefficient values one standard deviation a =-101.89 38.4 b =28.834 6.59 Curve fit with data subrange: X_EXT[104,108] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={173.44,-17.489} V_chisq= 1.03323;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 108;V_q= 1;V_Rab= -0.999906; V_Pr= -0.95392; W_sigma={19.2,3.18} Coefficient values one standard deviation a =173.44 19.2 b =-17.489 3.18 Curve fit with data subrange: X_EXT[108,109] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-29.424,15.379} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 108; V_endRow= 109;V_q= 1;V_Rab= -0.999986;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-29.424 -1.#J b =15.379 -1.#J Curve fit with data subrange: X_EXT[109,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={276.16,-33.742} V_chisq= 2.94433;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 109;V_endRow= 114;V_q= 1;V_Rab= -0.999866; V_Pr= -0.980837; W_sigma={21.4,3.35} Coefficient values one standard deviation a =276.16 21.4 b =-33.742 3.35 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.2275,9.6107} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 114; V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-6.2275 -1.#J b =9.6107 -1.#J Curve fit with data subrange: X_EXT[115,122] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={164.22,-16.424} V_chisq= 6.6112;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 122;V_q= 1;V_Rab= -0.99978; V_Pr= -0.932217; W_sigma={17.7,2.6} Coefficient values one standard deviation a =164.22 17.7 b =-16.424 2.6 Curve fit with data subrange: X_EXT[122,124] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.489,-2.3252} V_chisq= 0.000998459;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 122;V_endRow= 124;V_q= 1;V_Rab= -0.999977; V_Pr= -0.986704; W_sigma={2.7,0.383} Coefficient values one standard deviation a =66.489 2.7 b =-2.3252 0.383 Curve fit with data subrange: X_EXT[124,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.789,-6.3162} V_chisq= 0.211366;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 124;V_endRow= 129;V_q= 1;V_Rab= -0.999905; V_Pr= -0.958725; W_sigma={6.8,0.937} Coefficient values one standard deviation a =94.789 6.8 b =-6.3162 0.937 Curve fit with data subrange: X_EXT[129,132] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={59.684,-1.605} V_chisq= 0.00077844;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 132;V_q= 1;V_Rab= -0.999953; V_Pr= -0.992938; W_sigma={1.02,0.136} Coefficient values one standard deviation a =59.684 1.02 b =-1.605 0.136 Curve fit with data subrange: X_EXT[132,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7821,4.9529} V_chisq= 0.000592501;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 132;V_endRow= 134;V_q= 1;V_Rab= -0.99998; V_Pr= 0.998327; W_sigma={2.2,0.287} Coefficient values one standard deviation a =9.7821 2.2 b =4.9529 0.287 Curve fit with data subrange: X_EXT[134,148] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.382,0.61724} V_chisq= 0.0888749;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 148;V_q= 1;V_Rab= -0.999526; V_Pr= 0.894682; W_sigma={0.694,0.0855} Coefficient values one standard deviation a =43.382 0.694 b =0.61724 0.0855 Curve fit with data subrange: X_EXT[148,149] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={90.556,-4.9129} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 148;V_endRow= 149;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =90.556 1.#J b =-4.9129 1.#J Curve fit with data subrange: X_EXT[149,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.696,4.2719} V_chisq= 0.0110184;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 149;V_endRow= 154;V_q= 1;V_Rab= -0.999934; V_Pr= 0.995037; W_sigma={1.87,0.214} Coefficient values one standard deviation a =11.696 1.87 b =4.2719 0.214 Curve fit with data subrange: X_EXT[154,171] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.484,-0.41995} V_chisq= 0.590153;V_npnts= 18;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 171;V_q= 1;V_Rab= -0.999547; V_Pr= -0.546562; W_sigma={1.5,0.161} Coefficient values one standard deviation a =53.484 1.5 b =-0.41995 0.161 Curve fit with data subrange: X_EXT[171,172] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.745,3.2074} V_chisq= 4.87611e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 171;V_endRow= 172;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.745 1.#J b =3.2074 1.#J V_npnts= 173; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.18497; V_Sum= 551; V_sdev= 1.78834; V_rms= 3.65016; V_adev= 1.47736; V_skew= 0.353387; V_kurt= -1.07842; V_minloc= 172; V_maxloc= 51; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 172; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.346,3.6838} V_chisq= 1.11463;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.812859;V_Pr= 0.382432; W_sigma={0.641,6.29} Coefficient values one standard deviation a =66.346 0.641 b =3.6838 6.29 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.609,7.6401} V_chisq= 0.427823;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.957059;V_Pr= 0.929469; W_sigma={0.461,1.52} Coefficient values one standard deviation a =65.609 0.461 b =7.6401 1.52 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.166,-9.6737} V_chisq= 0.000397275;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.995164; V_Pr= -0.999681; W_sigma={0.117,0.244} Coefficient values one standard deviation a =73.166 0.117 b =-9.6737 0.244 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.369,8.6495} V_chisq= 1.26218e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.998564;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =63.369 1.#J b =8.6495 1.#J Curve fit with data subrange: X_EXT[11,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.943,-17.179} V_chisq= 0.229169;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 13;V_q= 1;V_Rab= -0.99823; V_Pr= -0.92209; W_sigma={4.65,7.21} Coefficient values one standard deviation a =78.943 4.65 b =-17.179 7.21 Curve fit with data subrange: X_EXT[13,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={57.555,13.536} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 14;V_q= 1;V_Rab= -0.998008;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =57.555 1.#J b =13.536 1.#J Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={83.499,-19.609} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999497;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =83.499 1.#J b =-19.609 1.#J Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.081,16.784} V_chisq= 0.023593;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998929; V_Pr= 0.991773; W_sigma={1.92,2.17} Coefficient values one standard deviation a =53.081 1.92 b =16.784 2.17 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.939,-6.6914} V_chisq= 0.634403;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997715; V_Pr= -0.796869; W_sigma={3.04,2.93} Coefficient values one standard deviation a =74.939 3.04 b =-6.6914 2.93 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.964,1.7707} V_chisq= 0.782885;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998226; V_Pr= 0.313911; W_sigma={3.84,3.09} Coefficient values one standard deviation a =64.964 3.84 b =1.7707 3.09 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={86.746,-14.101} V_chisq= 9.03968e-008;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999606;V_Pr= -1; W_sigma={0.00619,0.00443} Coefficient values one standard deviation a =86.746 0.00619 b =-14.101 0.00443 Curve fit with data subrange: X_EXT[27,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.304,4.3345} V_chisq= 0.175557;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 33;V_q= 1;V_Rab= -0.997413; V_Pr= 0.954291; W_sigma={0.985,0.607} Coefficient values one standard deviation a =60.304 0.985 b =4.3345 0.607 Curve fit with data subrange: X_EXT[33,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={88.14,-11.252} V_chisq= 3.96714e-007;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 35;V_q= 1;V_Rab= -0.999677;V_Pr= -1; W_sigma={0.0143,0.00778} Coefficient values one standard deviation a =88.14 0.0143 b =-11.252 0.00778 Curve fit with data subrange: X_EXT[35,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.567,2.8213} V_chisq= 1.67828;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 41;V_q= 1;V_Rab= -0.998386; V_Pr= 0.567619; W_sigma={3.86,1.83} Coefficient values one standard deviation a =61.567 3.86 b =2.8213 1.83 Curve fit with data subrange: X_EXT[41,43] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.897,-11.567} V_chisq= 0.00320429;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 43;V_q= 1;V_Rab= -0.999861; V_Pr= -0.997349; W_sigma={1.96,0.844} Coefficient values one standard deviation a =94.897 1.96 b =-11.567 0.844 Curve fit with data subrange: X_EXT[43,44] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.089,9.4576} V_chisq= 5.49363e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 43;V_endRow= 44;V_q= 1;V_Rab= -0.999927;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =45.089 1.#J b =9.4576 1.#J Curve fit with data subrange: X_EXT[44,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.165,-9.9347} V_chisq= 0.00499936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 44;V_endRow= 47;V_q= 1;V_Rab= -0.999751; V_Pr= -0.997969; W_sigma={1.12,0.448} Coefficient values one standard deviation a =92.165 1.12 b =-9.9347 0.448 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.055,11.428} V_chisq= 0.0211924;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999892; V_Pr= 0.982345; W_sigma={5.71,2.18} Coefficient values one standard deviation a =37.055 5.71 b =11.428 2.18 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={119.65,-19.466} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999952;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =119.65 1.#J b =-19.466 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-56.562,45.219} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999942;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-56.562 1.#J b =45.219 1.#J Curve fit with data subrange: X_EXT[51,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.424,-1.8427} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 51;V_endRow= 52;V_q= 1;V_Rab= -0.999962;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =74.424 1.#J b =-1.8427 1.#J Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.395,-9.3274} V_chisq= 0.641781;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999586; V_Pr= -0.911244; W_sigma={7.19,2.43} Coefficient values one standard deviation a =95.395 7.19 b =-9.3274 2.43 Curve fit with data subrange: X_EXT[56,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.548,9.435} V_chisq= 0.0147425;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 58;V_q= 1;V_Rab= -0.999856; V_Pr= 0.990341; W_sigma={4.14,1.32} Coefficient values one standard deviation a =37.548 4.14 b =9.435 1.32 Curve fit with data subrange: X_EXT[58,62] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={97.49,-9.2655} V_chisq= 0.150297;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 62;V_q= 1;V_Rab= -0.999771; V_Pr= -0.966614; W_sigma={4.68,1.42} Coefficient values one standard deviation a =97.49 4.68 b =-9.2655 1.42 Curve fit with data subrange: X_EXT[62,63] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.669,2.087} V_chisq= 2.05104e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 62;V_endRow= 63;V_q= 1;V_Rab= -0.99996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.669 1.#J b =2.087 1.#J Curve fit with data subrange: X_EXT[63,73] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.103,11.614} V_chisq= 3.02793;V_npnts= 11;V_numNaNs= 0;V_numINFs= 0; V_startRow= 63;V_endRow= 73;V_q= 1;V_Rab= -0.999049; V_Pr= 0.963407; W_sigma={4.01,1.08} Coefficient values one standard deviation a =25.103 4.01 b =11.614 1.08 Curve fit with data subrange: X_EXT[73,76] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={129.78,-14.745} V_chisq= 0.883286;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 73;V_endRow= 76;V_q= 1;V_Rab= -0.99987; V_Pr= -0.898903; W_sigma={20.6,5.08} Coefficient values one standard deviation a =129.78 20.6 b =-14.745 5.08 Curve fit with data subrange: X_EXT[76,77] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.27,5.4836} V_chisq= 2.18198e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 76;V_endRow= 77;V_q= 1;V_Rab= -0.999975;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =46.27 1.#J b =5.4836 1.#J Curve fit with data subrange: X_EXT[77,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={126.89,-13.713} V_chisq= 0.0305993;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 77;V_endRow= 79;V_q= 1;V_Rab= -0.999945; V_Pr= -0.986604; W_sigma={9.65,2.27} Coefficient values one standard deviation a =126.89 9.65 b =-13.713 2.27 Curve fit with data subrange: X_EXT[79,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.211,6.3874} V_chisq= 0.0209777;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 81;V_q= 1;V_Rab= -0.999936;V_Pr= 0.9666; W_sigma={7.41,1.69} Coefficient values one standard deviation a =40.211 7.41 b =6.3874 1.69 Curve fit with data subrange: X_EXT[81,84] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={111,-9.6576} V_chisq= 0.448685;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 84;V_q= 1;V_Rab= -0.999874; V_Pr= -0.900411; W_sigma={14.9,3.3} Coefficient values one standard deviation a =111 14.9 b =-9.6576 3.3 Curve fit with data subrange: X_EXT[84,89] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.69,11.213} V_chisq= 2.89833;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 84;V_endRow= 89;V_q= 1;V_Rab= -0.999782; V_Pr= 0.84995; W_sigma={16.6,3.48} Coefficient values one standard deviation a =15.69 16.6 b =11.213 3.48 Curve fit with data subrange: X_EXT[89,92] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={194.38,-25.464} V_chisq= 5.2929;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 89;V_endRow= 92;V_q= 1;V_Rab= -0.999879; V_Pr= -0.866009; W_sigma={52.3,10.4} Coefficient values one standard deviation a =194.38 52.3 b =-25.464 10.4 Curve fit with data subrange: X_EXT[92,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={69.138,-0.90698} V_chisq= 6.6454e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 92;V_endRow= 93;V_q= 1;V_Rab= -0.999954;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =69.138 1.#J b =-0.90698 1.#J Curve fit with data subrange: X_EXT[93,98] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.477,13.051} V_chisq= 0.625738;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 98;V_q= 1;V_Rab= -0.999827; V_Pr= 0.970704; W_sigma={8.68,1.62} Coefficient values one standard deviation a =-3.477 8.68 b =13.051 1.62 Curve fit with data subrange: X_EXT[98,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={249.35,-32.526} V_chisq= 6.0713;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 98;V_endRow= 101;V_q= 1;V_Rab= -0.999938; V_Pr= -0.854582; W_sigma={78.4,14} Coefficient values one standard deviation a =249.35 78.4 b =-32.526 14 Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-101.89,28.834} V_chisq= 2.53322;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999893; V_Pr= 0.951468; W_sigma={38.4,6.59} Coefficient values one standard deviation a =-101.89 38.4 b =28.834 6.59 Curve fit with data subrange: X_EXT[104,108] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={173.44,-17.489} V_chisq= 1.03323;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 108;V_q= 1;V_Rab= -0.999906; V_Pr= -0.95392; W_sigma={19.2,3.18} Coefficient values one standard deviation a =173.44 19.2 b =-17.489 3.18 Curve fit with data subrange: X_EXT[108,109] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-29.424,15.379} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 108; V_endRow= 109;V_q= 1;V_Rab= -0.999986;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-29.424 -1.#J b =15.379 -1.#J Curve fit with data subrange: X_EXT[109,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={276.16,-33.742} V_chisq= 2.94433;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 109;V_endRow= 114;V_q= 1;V_Rab= -0.999866; V_Pr= -0.980837; W_sigma={21.4,3.35} Coefficient values one standard deviation a =276.16 21.4 b =-33.742 3.35 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.2275,9.6107} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 114; V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-6.2275 -1.#J b =9.6107 -1.#J Curve fit with data subrange: X_EXT[115,122] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={164.22,-16.424} V_chisq= 6.6112;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 122;V_q= 1;V_Rab= -0.99978; V_Pr= -0.932217; W_sigma={17.7,2.6} Coefficient values one standard deviation a =164.22 17.7 b =-16.424 2.6 Curve fit with data subrange: X_EXT[122,124] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.489,-2.3252} V_chisq= 0.000998459;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 122;V_endRow= 124;V_q= 1;V_Rab= -0.999977; V_Pr= -0.986704; W_sigma={2.7,0.383} Coefficient values one standard deviation a =66.489 2.7 b =-2.3252 0.383 Curve fit with data subrange: X_EXT[124,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.789,-6.3162} V_chisq= 0.211366;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 124;V_endRow= 129;V_q= 1;V_Rab= -0.999905; V_Pr= -0.958725; W_sigma={6.8,0.937} Coefficient values one standard deviation a =94.789 6.8 b =-6.3162 0.937 Curve fit with data subrange: X_EXT[129,132] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={59.684,-1.605} V_chisq= 0.00077844;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 132;V_q= 1;V_Rab= -0.999953; V_Pr= -0.992938; W_sigma={1.02,0.136} Coefficient values one standard deviation a =59.684 1.02 b =-1.605 0.136 Curve fit with data subrange: X_EXT[132,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7821,4.9529} V_chisq= 0.000592501;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 132;V_endRow= 134;V_q= 1;V_Rab= -0.99998; V_Pr= 0.998327; W_sigma={2.2,0.287} Coefficient values one standard deviation a =9.7821 2.2 b =4.9529 0.287 Curve fit with data subrange: X_EXT[134,148] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.382,0.61724} V_chisq= 0.0888749;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 148;V_q= 1;V_Rab= -0.999526; V_Pr= 0.894682; W_sigma={0.694,0.0855} Coefficient values one standard deviation a =43.382 0.694 b =0.61724 0.0855 Curve fit with data subrange: X_EXT[148,149] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={90.556,-4.9129} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 148;V_endRow= 149;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =90.556 1.#J b =-4.9129 1.#J Curve fit with data subrange: X_EXT[149,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.696,4.2719} V_chisq= 0.0110184;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 149;V_endRow= 154;V_q= 1;V_Rab= -0.999934; V_Pr= 0.995037; W_sigma={1.87,0.214} Coefficient values one standard deviation a =11.696 1.87 b =4.2719 0.214 Curve fit with data subrange: X_EXT[154,171] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.484,-0.41995} V_chisq= 0.590153;V_npnts= 18;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 171;V_q= 1;V_Rab= -0.999547; V_Pr= -0.546562; W_sigma={1.5,0.161} Coefficient values one standard deviation a =53.484 1.5 b =-0.41995 0.161 Curve fit with data subrange: X_EXT[171,172] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.745,3.2074} V_chisq= 4.87611e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 171;V_endRow= 172;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.745 1.#J b =3.2074 1.#J V_npnts= 173; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.18497; V_Sum= 551; V_sdev= 1.78834; V_rms= 3.65016; V_adev= 1.47736; V_skew= 0.353387; V_kurt= -1.07842; V_minloc= 172; V_maxloc= 51; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 172; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.346,3.6838} V_chisq= 1.11463;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.812859;V_Pr= 0.382432; W_sigma={0.641,6.29} Coefficient values one standard deviation a =66.346 0.641 b =3.6838 6.29 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.609,7.6401} V_chisq= 0.427823;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.957059;V_Pr= 0.929469; W_sigma={0.461,1.52} Coefficient values one standard deviation a =65.609 0.461 b =7.6401 1.52 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.166,-9.6737} V_chisq= 0.000397275;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.995164; V_Pr= -0.999681; W_sigma={0.117,0.244} Coefficient values one standard deviation a =73.166 0.117 b =-9.6737 0.244 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.369,8.6495} V_chisq= 1.26218e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.998564;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =63.369 1.#J b =8.6495 1.#J Curve fit with data subrange: X_EXT[11,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.943,-17.179} V_chisq= 0.229169;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 13;V_q= 1;V_Rab= -0.99823; V_Pr= -0.92209; W_sigma={4.65,7.21} Coefficient values one standard deviation a =78.943 4.65 b =-17.179 7.21 Curve fit with data subrange: X_EXT[13,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={57.555,13.536} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 14;V_q= 1;V_Rab= -0.998008;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =57.555 1.#J b =13.536 1.#J Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={83.499,-19.609} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999497;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =83.499 1.#J b =-19.609 1.#J Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.081,16.784} V_chisq= 0.023593;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998929; V_Pr= 0.991773; W_sigma={1.92,2.17} Coefficient values one standard deviation a =53.081 1.92 b =16.784 2.17 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.939,-6.6914} V_chisq= 0.634403;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997715; V_Pr= -0.796869; W_sigma={3.04,2.93} Coefficient values one standard deviation a =74.939 3.04 b =-6.6914 2.93 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.964,1.7707} V_chisq= 0.782885;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998226; V_Pr= 0.313911; W_sigma={3.84,3.09} Coefficient values one standard deviation a =64.964 3.84 b =1.7707 3.09 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={86.746,-14.101} V_chisq= 9.03968e-008;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999606;V_Pr= -1; W_sigma={0.00619,0.00443} Coefficient values one standard deviation a =86.746 0.00619 b =-14.101 0.00443 Curve fit with data subrange: X_EXT[27,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.304,4.3345} V_chisq= 0.175557;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 33;V_q= 1;V_Rab= -0.997413; V_Pr= 0.954291; W_sigma={0.985,0.607} Coefficient values one standard deviation a =60.304 0.985 b =4.3345 0.607 Curve fit with data subrange: X_EXT[33,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={88.14,-11.252} V_chisq= 3.96714e-007;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 35;V_q= 1;V_Rab= -0.999677;V_Pr= -1; W_sigma={0.0143,0.00778} Coefficient values one standard deviation a =88.14 0.0143 b =-11.252 0.00778 Curve fit with data subrange: X_EXT[35,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.567,2.8213} V_chisq= 1.67828;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 41;V_q= 1;V_Rab= -0.998386; V_Pr= 0.567619; W_sigma={3.86,1.83} Coefficient values one standard deviation a =61.567 3.86 b =2.8213 1.83 Curve fit with data subrange: X_EXT[41,43] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.897,-11.567} V_chisq= 0.00320429;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 43;V_q= 1;V_Rab= -0.999861; V_Pr= -0.997349; W_sigma={1.96,0.844} Coefficient values one standard deviation a =94.897 1.96 b =-11.567 0.844 Curve fit with data subrange: X_EXT[43,44] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.089,9.4576} V_chisq= 5.49363e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 43;V_endRow= 44;V_q= 1;V_Rab= -0.999927;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =45.089 1.#J b =9.4576 1.#J Curve fit with data subrange: X_EXT[44,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.165,-9.9347} V_chisq= 0.00499936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 44;V_endRow= 47;V_q= 1;V_Rab= -0.999751; V_Pr= -0.997969; W_sigma={1.12,0.448} Coefficient values one standard deviation a =92.165 1.12 b =-9.9347 0.448 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.055,11.428} V_chisq= 0.0211924;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999892; V_Pr= 0.982345; W_sigma={5.71,2.18} Coefficient values one standard deviation a =37.055 5.71 b =11.428 2.18 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={119.65,-19.466} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999952;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =119.65 1.#J b =-19.466 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-56.562,45.219} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999942;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-56.562 1.#J b =45.219 1.#J Curve fit with data subrange: X_EXT[51,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.424,-1.8427} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 51;V_endRow= 52;V_q= 1;V_Rab= -0.999962;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =74.424 1.#J b =-1.8427 1.#J Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.395,-9.3274} V_chisq= 0.641781;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999586; V_Pr= -0.911244; W_sigma={7.19,2.43} Coefficient values one standard deviation a =95.395 7.19 b =-9.3274 2.43 Curve fit with data subrange: X_EXT[56,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.548,9.435} V_chisq= 0.0147425;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 58;V_q= 1;V_Rab= -0.999856; V_Pr= 0.990341; W_sigma={4.14,1.32} Coefficient values one standard deviation a =37.548 4.14 b =9.435 1.32 Curve fit with data subrange: X_EXT[58,62] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={97.49,-9.2655} V_chisq= 0.150297;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 62;V_q= 1;V_Rab= -0.999771; V_Pr= -0.966614; W_sigma={4.68,1.42} Coefficient values one standard deviation a =97.49 4.68 b =-9.2655 1.42 Curve fit with data subrange: X_EXT[62,63] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.669,2.087} V_chisq= 2.05104e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 62;V_endRow= 63;V_q= 1;V_Rab= -0.99996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.669 1.#J b =2.087 1.#J Curve fit with data subrange: X_EXT[63,73] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.103,11.614} V_chisq= 3.02793;V_npnts= 11;V_numNaNs= 0;V_numINFs= 0; V_startRow= 63;V_endRow= 73;V_q= 1;V_Rab= -0.999049; V_Pr= 0.963407; W_sigma={4.01,1.08} Coefficient values one standard deviation a =25.103 4.01 b =11.614 1.08 Curve fit with data subrange: X_EXT[73,76] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={129.78,-14.745} V_chisq= 0.883286;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 73;V_endRow= 76;V_q= 1;V_Rab= -0.99987; V_Pr= -0.898903; W_sigma={20.6,5.08} Coefficient values one standard deviation a =129.78 20.6 b =-14.745 5.08 Curve fit with data subrange: X_EXT[76,77] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.27,5.4836} V_chisq= 2.18198e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 76;V_endRow= 77;V_q= 1;V_Rab= -0.999975;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =46.27 1.#J b =5.4836 1.#J Curve fit with data subrange: X_EXT[77,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={126.89,-13.713} V_chisq= 0.0305993;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 77;V_endRow= 79;V_q= 1;V_Rab= -0.999945; V_Pr= -0.986604; W_sigma={9.65,2.27} Coefficient values one standard deviation a =126.89 9.65 b =-13.713 2.27 Curve fit with data subrange: X_EXT[79,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.211,6.3874} V_chisq= 0.0209777;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 81;V_q= 1;V_Rab= -0.999936;V_Pr= 0.9666; W_sigma={7.41,1.69} Coefficient values one standard deviation a =40.211 7.41 b =6.3874 1.69 Curve fit with data subrange: X_EXT[81,84] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={111,-9.6576} V_chisq= 0.448685;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 84;V_q= 1;V_Rab= -0.999874; V_Pr= -0.900411; W_sigma={14.9,3.3} Coefficient values one standard deviation a =111 14.9 b =-9.6576 3.3 Curve fit with data subrange: X_EXT[84,89] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.69,11.213} V_chisq= 2.89833;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 84;V_endRow= 89;V_q= 1;V_Rab= -0.999782; V_Pr= 0.84995; W_sigma={16.6,3.48} Coefficient values one standard deviation a =15.69 16.6 b =11.213 3.48 Curve fit with data subrange: X_EXT[89,92] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={194.38,-25.464} V_chisq= 5.2929;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 89;V_endRow= 92;V_q= 1;V_Rab= -0.999879; V_Pr= -0.866009; W_sigma={52.3,10.4} Coefficient values one standard deviation a =194.38 52.3 b =-25.464 10.4 Curve fit with data subrange: X_EXT[92,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={69.138,-0.90698} V_chisq= 6.6454e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 92;V_endRow= 93;V_q= 1;V_Rab= -0.999954;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =69.138 1.#J b =-0.90698 1.#J Curve fit with data subrange: X_EXT[93,98] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.477,13.051} V_chisq= 0.625738;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 98;V_q= 1;V_Rab= -0.999827; V_Pr= 0.970704; W_sigma={8.68,1.62} Coefficient values one standard deviation a =-3.477 8.68 b =13.051 1.62 Curve fit with data subrange: X_EXT[98,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={249.35,-32.526} V_chisq= 6.0713;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 98;V_endRow= 101;V_q= 1;V_Rab= -0.999938; V_Pr= -0.854582; W_sigma={78.4,14} Coefficient values one standard deviation a =249.35 78.4 b =-32.526 14 Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-101.89,28.834} V_chisq= 2.53322;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999893; V_Pr= 0.951468; W_sigma={38.4,6.59} Coefficient values one standard deviation a =-101.89 38.4 b =28.834 6.59 Curve fit with data subrange: X_EXT[104,108] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={173.44,-17.489} V_chisq= 1.03323;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 108;V_q= 1;V_Rab= -0.999906; V_Pr= -0.95392; W_sigma={19.2,3.18} Coefficient values one standard deviation a =173.44 19.2 b =-17.489 3.18 Curve fit with data subrange: X_EXT[108,109] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-29.424,15.379} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 108; V_endRow= 109;V_q= 1;V_Rab= -0.999986;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-29.424 -1.#J b =15.379 -1.#J Curve fit with data subrange: X_EXT[109,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={276.16,-33.742} V_chisq= 2.94433;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 109;V_endRow= 114;V_q= 1;V_Rab= -0.999866; V_Pr= -0.980837; W_sigma={21.4,3.35} Coefficient values one standard deviation a =276.16 21.4 b =-33.742 3.35 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.2275,9.6107} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 114; V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-6.2275 -1.#J b =9.6107 -1.#J Curve fit with data subrange: X_EXT[115,122] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={164.22,-16.424} V_chisq= 6.6112;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 122;V_q= 1;V_Rab= -0.99978; V_Pr= -0.932217; W_sigma={17.7,2.6} Coefficient values one standard deviation a =164.22 17.7 b =-16.424 2.6 Curve fit with data subrange: X_EXT[122,124] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.489,-2.3252} V_chisq= 0.000998459;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 122;V_endRow= 124;V_q= 1;V_Rab= -0.999977; V_Pr= -0.986704; W_sigma={2.7,0.383} Coefficient values one standard deviation a =66.489 2.7 b =-2.3252 0.383 Curve fit with data subrange: X_EXT[124,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.789,-6.3162} V_chisq= 0.211366;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 124;V_endRow= 129;V_q= 1;V_Rab= -0.999905; V_Pr= -0.958725; W_sigma={6.8,0.937} Coefficient values one standard deviation a =94.789 6.8 b =-6.3162 0.937 Curve fit with data subrange: X_EXT[129,132] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={59.684,-1.605} V_chisq= 0.00077844;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 132;V_q= 1;V_Rab= -0.999953; V_Pr= -0.992938; W_sigma={1.02,0.136} Coefficient values one standard deviation a =59.684 1.02 b =-1.605 0.136 Curve fit with data subrange: X_EXT[132,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7821,4.9529} V_chisq= 0.000592501;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 132;V_endRow= 134;V_q= 1;V_Rab= -0.99998; V_Pr= 0.998327; W_sigma={2.2,0.287} Coefficient values one standard deviation a =9.7821 2.2 b =4.9529 0.287 Curve fit with data subrange: X_EXT[134,148] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.382,0.61724} V_chisq= 0.0888749;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 148;V_q= 1;V_Rab= -0.999526; V_Pr= 0.894682; W_sigma={0.694,0.0855} Coefficient values one standard deviation a =43.382 0.694 b =0.61724 0.0855 Curve fit with data subrange: X_EXT[148,149] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={90.556,-4.9129} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 148;V_endRow= 149;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =90.556 1.#J b =-4.9129 1.#J Curve fit with data subrange: X_EXT[149,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.696,4.2719} V_chisq= 0.0110184;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 149;V_endRow= 154;V_q= 1;V_Rab= -0.999934; V_Pr= 0.995037; W_sigma={1.87,0.214} Coefficient values one standard deviation a =11.696 1.87 b =4.2719 0.214 Curve fit with data subrange: X_EXT[154,171] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.484,-0.41995} V_chisq= 0.590153;V_npnts= 18;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 171;V_q= 1;V_Rab= -0.999547; V_Pr= -0.546562; W_sigma={1.5,0.161} Coefficient values one standard deviation a =53.484 1.5 b =-0.41995 0.161 Curve fit with data subrange: X_EXT[171,172] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.745,3.2074} V_chisq= 4.87611e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 171;V_endRow= 172;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.745 1.#J b =3.2074 1.#J V_npnts= 173; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.18497; V_Sum= 551; V_sdev= 1.78834; V_rms= 3.65016; V_adev= 1.47736; V_skew= 0.353387; V_kurt= -1.07842; V_minloc= 172; V_maxloc= 51; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 172; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.346,3.6838} V_chisq= 1.11463;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.812859;V_Pr= 0.382432; W_sigma={0.641,6.29} Coefficient values one standard deviation a =66.346 0.641 b =3.6838 6.29 Curve fit with data subrange: X_EXT[3,8] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={65.609,7.6401} V_chisq= 0.427823;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 8;V_q= 1;V_Rab= -0.957059;V_Pr= 0.929469; W_sigma={0.461,1.52} Coefficient values one standard deviation a =65.609 0.461 b =7.6401 1.52 Curve fit with data subrange: X_EXT[8,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.166,-9.6737} V_chisq= 0.000397275;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 8;V_endRow= 10;V_q= 1;V_Rab= -0.995164; V_Pr= -0.999681; W_sigma={0.117,0.244} Coefficient values one standard deviation a =73.166 0.117 b =-9.6737 0.244 Curve fit with data subrange: X_EXT[10,11] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.369,8.6495} V_chisq= 1.26218e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 11;V_q= 1;V_Rab= -0.998564;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =63.369 1.#J b =8.6495 1.#J Curve fit with data subrange: X_EXT[11,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.943,-17.179} V_chisq= 0.229169;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 13;V_q= 1;V_Rab= -0.99823; V_Pr= -0.92209; W_sigma={4.65,7.21} Coefficient values one standard deviation a =78.943 4.65 b =-17.179 7.21 Curve fit with data subrange: X_EXT[13,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={57.555,13.536} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 14;V_q= 1;V_Rab= -0.998008;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =57.555 1.#J b =13.536 1.#J Curve fit with data subrange: X_EXT[14,15] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={83.499,-19.609} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 15;V_q= 1;V_Rab= -0.999497;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =83.499 1.#J b =-19.609 1.#J Curve fit with data subrange: X_EXT[15,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.081,16.784} V_chisq= 0.023593;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 17;V_q= 1;V_Rab= -0.998929; V_Pr= 0.991773; W_sigma={1.92,2.17} Coefficient values one standard deviation a =53.081 1.92 b =16.784 2.17 Curve fit with data subrange: X_EXT[17,21] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.939,-6.6914} V_chisq= 0.634403;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 21;V_q= 1;V_Rab= -0.997715; V_Pr= -0.796869; W_sigma={3.04,2.93} Coefficient values one standard deviation a =74.939 3.04 b =-6.6914 2.93 Curve fit with data subrange: X_EXT[21,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={64.964,1.7707} V_chisq= 0.782885;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 21;V_endRow= 25;V_q= 1;V_Rab= -0.998226; V_Pr= 0.313911; W_sigma={3.84,3.09} Coefficient values one standard deviation a =64.964 3.84 b =1.7707 3.09 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={86.746,-14.101} V_chisq= 9.03968e-008;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999606;V_Pr= -1; W_sigma={0.00619,0.00443} Coefficient values one standard deviation a =86.746 0.00619 b =-14.101 0.00443 Curve fit with data subrange: X_EXT[27,33] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.304,4.3345} V_chisq= 0.175557;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 33;V_q= 1;V_Rab= -0.997413; V_Pr= 0.954291; W_sigma={0.985,0.607} Coefficient values one standard deviation a =60.304 0.985 b =4.3345 0.607 Curve fit with data subrange: X_EXT[33,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={88.14,-11.252} V_chisq= 3.96714e-007;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 33;V_endRow= 35;V_q= 1;V_Rab= -0.999677;V_Pr= -1; W_sigma={0.0143,0.00778} Coefficient values one standard deviation a =88.14 0.0143 b =-11.252 0.00778 Curve fit with data subrange: X_EXT[35,41] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={61.567,2.8213} V_chisq= 1.67828;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 41;V_q= 1;V_Rab= -0.998386; V_Pr= 0.567619; W_sigma={3.86,1.83} Coefficient values one standard deviation a =61.567 3.86 b =2.8213 1.83 Curve fit with data subrange: X_EXT[41,43] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.897,-11.567} V_chisq= 0.00320429;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 41;V_endRow= 43;V_q= 1;V_Rab= -0.999861; V_Pr= -0.997349; W_sigma={1.96,0.844} Coefficient values one standard deviation a =94.897 1.96 b =-11.567 0.844 Curve fit with data subrange: X_EXT[43,44] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={45.089,9.4576} V_chisq= 5.49363e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 43;V_endRow= 44;V_q= 1;V_Rab= -0.999927;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =45.089 1.#J b =9.4576 1.#J Curve fit with data subrange: X_EXT[44,47] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.165,-9.9347} V_chisq= 0.00499936;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 44;V_endRow= 47;V_q= 1;V_Rab= -0.999751; V_Pr= -0.997969; W_sigma={1.12,0.448} Coefficient values one standard deviation a =92.165 1.12 b =-9.9347 0.448 Curve fit with data subrange: X_EXT[47,49] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.055,11.428} V_chisq= 0.0211924;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 47;V_endRow= 49;V_q= 1;V_Rab= -0.999892; V_Pr= 0.982345; W_sigma={5.71,2.18} Coefficient values one standard deviation a =37.055 5.71 b =11.428 2.18 Curve fit with data subrange: X_EXT[49,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={119.65,-19.466} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 49;V_endRow= 50;V_q= 1;V_Rab= -0.999952;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =119.65 1.#J b =-19.466 1.#J Curve fit with data subrange: X_EXT[50,51] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-56.562,45.219} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 51;V_q= 1;V_Rab= -0.999942;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-56.562 1.#J b =45.219 1.#J Curve fit with data subrange: X_EXT[51,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={74.424,-1.8427} V_chisq= 2.52435e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 51;V_endRow= 52;V_q= 1;V_Rab= -0.999962;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =74.424 1.#J b =-1.8427 1.#J Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.395,-9.3274} V_chisq= 0.641781;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999586; V_Pr= -0.911244; W_sigma={7.19,2.43} Coefficient values one standard deviation a =95.395 7.19 b =-9.3274 2.43 Curve fit with data subrange: X_EXT[56,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={37.548,9.435} V_chisq= 0.0147425;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 58;V_q= 1;V_Rab= -0.999856; V_Pr= 0.990341; W_sigma={4.14,1.32} Coefficient values one standard deviation a =37.548 4.14 b =9.435 1.32 Curve fit with data subrange: X_EXT[58,62] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={97.49,-9.2655} V_chisq= 0.150297;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 62;V_q= 1;V_Rab= -0.999771; V_Pr= -0.966614; W_sigma={4.68,1.42} Coefficient values one standard deviation a =97.49 4.68 b =-9.2655 1.42 Curve fit with data subrange: X_EXT[62,63] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.669,2.087} V_chisq= 2.05104e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 62;V_endRow= 63;V_q= 1;V_Rab= -0.99996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.669 1.#J b =2.087 1.#J Curve fit with data subrange: X_EXT[63,73] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.103,11.614} V_chisq= 3.02793;V_npnts= 11;V_numNaNs= 0;V_numINFs= 0; V_startRow= 63;V_endRow= 73;V_q= 1;V_Rab= -0.999049; V_Pr= 0.963407; W_sigma={4.01,1.08} Coefficient values one standard deviation a =25.103 4.01 b =11.614 1.08 Curve fit with data subrange: X_EXT[73,76] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={129.78,-14.745} V_chisq= 0.883286;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 73;V_endRow= 76;V_q= 1;V_Rab= -0.99987; V_Pr= -0.898903; W_sigma={20.6,5.08} Coefficient values one standard deviation a =129.78 20.6 b =-14.745 5.08 Curve fit with data subrange: X_EXT[76,77] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={46.27,5.4836} V_chisq= 2.18198e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 76;V_endRow= 77;V_q= 1;V_Rab= -0.999975;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =46.27 1.#J b =5.4836 1.#J Curve fit with data subrange: X_EXT[77,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={126.89,-13.713} V_chisq= 0.0305993;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 77;V_endRow= 79;V_q= 1;V_Rab= -0.999945; V_Pr= -0.986604; W_sigma={9.65,2.27} Coefficient values one standard deviation a =126.89 9.65 b =-13.713 2.27 Curve fit with data subrange: X_EXT[79,81] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={40.211,6.3874} V_chisq= 0.0209777;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 81;V_q= 1;V_Rab= -0.999936;V_Pr= 0.9666; W_sigma={7.41,1.69} Coefficient values one standard deviation a =40.211 7.41 b =6.3874 1.69 Curve fit with data subrange: X_EXT[81,84] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={111,-9.6576} V_chisq= 0.448685;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 81;V_endRow= 84;V_q= 1;V_Rab= -0.999874; V_Pr= -0.900411; W_sigma={14.9,3.3} Coefficient values one standard deviation a =111 14.9 b =-9.6576 3.3 Curve fit with data subrange: X_EXT[84,89] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.69,11.213} V_chisq= 2.89833;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 84;V_endRow= 89;V_q= 1;V_Rab= -0.999782; V_Pr= 0.84995; W_sigma={16.6,3.48} Coefficient values one standard deviation a =15.69 16.6 b =11.213 3.48 Curve fit with data subrange: X_EXT[89,92] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={194.38,-25.464} V_chisq= 5.2929;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 89;V_endRow= 92;V_q= 1;V_Rab= -0.999879; V_Pr= -0.866009; W_sigma={52.3,10.4} Coefficient values one standard deviation a =194.38 52.3 b =-25.464 10.4 Curve fit with data subrange: X_EXT[92,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={69.138,-0.90698} V_chisq= 6.6454e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 92;V_endRow= 93;V_q= 1;V_Rab= -0.999954;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =69.138 1.#J b =-0.90698 1.#J Curve fit with data subrange: X_EXT[93,98] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-3.477,13.051} V_chisq= 0.625738;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 98;V_q= 1;V_Rab= -0.999827; V_Pr= 0.970704; W_sigma={8.68,1.62} Coefficient values one standard deviation a =-3.477 8.68 b =13.051 1.62 Curve fit with data subrange: X_EXT[98,101] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={249.35,-32.526} V_chisq= 6.0713;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 98;V_endRow= 101;V_q= 1;V_Rab= -0.999938; V_Pr= -0.854582; W_sigma={78.4,14} Coefficient values one standard deviation a =249.35 78.4 b =-32.526 14 Curve fit with data subrange: X_EXT[101,104] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-101.89,28.834} V_chisq= 2.53322;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 101;V_endRow= 104;V_q= 1;V_Rab= -0.999893; V_Pr= 0.951468; W_sigma={38.4,6.59} Coefficient values one standard deviation a =-101.89 38.4 b =28.834 6.59 Curve fit with data subrange: X_EXT[104,108] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={173.44,-17.489} V_chisq= 1.03323;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 104;V_endRow= 108;V_q= 1;V_Rab= -0.999906; V_Pr= -0.95392; W_sigma={19.2,3.18} Coefficient values one standard deviation a =173.44 19.2 b =-17.489 3.18 Curve fit with data subrange: X_EXT[108,109] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-29.424,15.379} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 108; V_endRow= 109;V_q= 1;V_Rab= -0.999986;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-29.424 -1.#J b =15.379 -1.#J Curve fit with data subrange: X_EXT[109,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={276.16,-33.742} V_chisq= 2.94433;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 109;V_endRow= 114;V_q= 1;V_Rab= -0.999866; V_Pr= -0.980837; W_sigma={21.4,3.35} Coefficient values one standard deviation a =276.16 21.4 b =-33.742 3.35 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.2275,9.6107} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 114; V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =-6.2275 -1.#J b =9.6107 -1.#J Curve fit with data subrange: X_EXT[115,122] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={164.22,-16.424} V_chisq= 6.6112;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 122;V_q= 1;V_Rab= -0.99978; V_Pr= -0.932217; W_sigma={17.7,2.6} Coefficient values one standard deviation a =164.22 17.7 b =-16.424 2.6 Curve fit with data subrange: X_EXT[122,124] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={66.489,-2.3252} V_chisq= 0.000998459;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 122;V_endRow= 124;V_q= 1;V_Rab= -0.999977; V_Pr= -0.986704; W_sigma={2.7,0.383} Coefficient values one standard deviation a =66.489 2.7 b =-2.3252 0.383 Curve fit with data subrange: X_EXT[124,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={94.789,-6.3162} V_chisq= 0.211366;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 124;V_endRow= 129;V_q= 1;V_Rab= -0.999905; V_Pr= -0.958725; W_sigma={6.8,0.937} Coefficient values one standard deviation a =94.789 6.8 b =-6.3162 0.937 Curve fit with data subrange: X_EXT[129,132] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={59.684,-1.605} V_chisq= 0.00077844;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 132;V_q= 1;V_Rab= -0.999953; V_Pr= -0.992938; W_sigma={1.02,0.136} Coefficient values one standard deviation a =59.684 1.02 b =-1.605 0.136 Curve fit with data subrange: X_EXT[132,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={9.7821,4.9529} V_chisq= 0.000592501;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 132;V_endRow= 134;V_q= 1;V_Rab= -0.99998; V_Pr= 0.998327; W_sigma={2.2,0.287} Coefficient values one standard deviation a =9.7821 2.2 b =4.9529 0.287 Curve fit with data subrange: X_EXT[134,148] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.382,0.61724} V_chisq= 0.0888749;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 148;V_q= 1;V_Rab= -0.999526; V_Pr= 0.894682; W_sigma={0.694,0.0855} Coefficient values one standard deviation a =43.382 0.694 b =0.61724 0.0855 Curve fit with data subrange: X_EXT[148,149] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={90.556,-4.9129} V_chisq= 1.00974e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 148;V_endRow= 149;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =90.556 1.#J b =-4.9129 1.#J Curve fit with data subrange: X_EXT[149,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.696,4.2719} V_chisq= 0.0110184;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 149;V_endRow= 154;V_q= 1;V_Rab= -0.999934; V_Pr= 0.995037; W_sigma={1.87,0.214} Coefficient values one standard deviation a =11.696 1.87 b =4.2719 0.214 Curve fit with data subrange: X_EXT[154,171] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.484,-0.41995} V_chisq= 0.590153;V_npnts= 18;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 171;V_q= 1;V_Rab= -0.999547; V_Pr= -0.546562; W_sigma={1.5,0.161} Coefficient values one standard deviation a =53.484 1.5 b =-0.41995 0.161 Curve fit with data subrange: X_EXT[171,172] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={17.745,3.2074} V_chisq= 4.87611e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 171;V_endRow= 172;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =17.745 1.#J b =3.2074 1.#J path: "C:Bio:ITR:Mythili:" Excel 8.0 file load from worksheet "Sheet1" within workbook "mutdv2f9a.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Elapsed_Time loaded, numeric wave, 192 points ColumnB loaded, numeric wave, 192 points X_X loaded, numeric wave, 192 points X_Y loaded, numeric wave, 192 points V_npnts= 192; V_numNaNs= 0; V_numINFs= 0; V_avg= 363.005; V_Sum= 69697; V_sdev= 16.9639; V_rms= 363.399; V_adev= 15.1522; V_skew= 0.206866; V_kurt= -1.36482; V_minloc= 106; V_maxloc= 0; V_min= 326; V_max= 391; V_startRow= 0; V_endRow= 191; V_npnts= 192; V_numNaNs= 0; V_numINFs= 0; V_avg= 77.0932; V_Sum= 14801.9; V_sdev= 9.10446; V_rms= 77.6262; V_adev= 6.99202; V_skew= -3.27493; V_kurt= 24.3179; V_minloc= 191; V_maxloc= 105; V_min= 0; V_max= 86.4995; V_startRow= 0; V_endRow= 191; V_npnts= 190; V_numNaNs= 0; V_numINFs= 0; V_avg= 77.5517; V_Sum= 14734.8; V_sdev= 7.18195; V_rms= 77.8818; V_adev= 6.49176; V_skew= -0.408628; V_kurt= -1.52581; V_minloc= 139; V_maxloc= 105; V_min= 66.1848; V_max= 86.4995; V_startRow= 0; V_endRow= 189; V_npnts= 192; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.09896; V_Sum= 979; V_sdev= 2.88976; V_rms= 5.85718; V_adev= 2.50151; V_skew= -0.0601771; V_kurt= -1.22363; V_minloc= 0; V_maxloc= 191; V_min= 0; V_max= 9.94329; V_startRow= 0; V_endRow= 191; V_npnts= 190; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.38421; V_Sum= 643; V_sdev= 1.47098; V_rms= 3.68853; V_adev= 1.29274; V_skew= 0.474338; V_kurt= -0.907057; V_minloc= 189; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 189; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={76.92,14.643} V_chisq= 0.0032083;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.75394;V_Pr= 0.998868; W_sigma={0.0498,0.697} Coefficient values one standard deviation a =76.92 0.0498 b =14.643 0.697 Curve fit with data subrange: X_EXT[2,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.983,-3.9746} V_chisq= 0.411627;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 7;V_q= 1;V_Rab= -0.934266; V_Pr= -0.830965; W_sigma={0.367,1.33} Coefficient values one standard deviation a =78.983 0.367 b =-3.9746 1.33 Curve fit with data subrange: X_EXT[7,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.069,5.521} V_chisq= 0.645037;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 14;V_q= 1;V_Rab= -0.978736; V_Pr= 0.925813; W_sigma={0.565,0.92} Coefficient values one standard deviation a =75.069 0.565 b =5.521 0.92 Curve fit with data subrange: X_EXT[14,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.901,1.6506} V_chisq= 0.902863;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 22;V_q= 1;V_Rab= -0.990391; V_Pr= 0.591727; W_sigma={0.866,0.85} Coefficient values one standard deviation a =77.901 0.866 b =1.6506 0.85 Curve fit with data subrange: X_EXT[22,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.902,5.1847} V_chisq= 0.551484;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 28;V_q= 1;V_Rab= -0.997086; V_Pr= 0.891094; W_sigma={1.65,1.18} Coefficient values one standard deviation a =73.902 1.65 b =5.1847 1.18 Curve fit with data subrange: X_EXT[28,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.457,-1.5967} V_chisq= 0.0259898;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 31;V_q= 1;V_Rab= -0.999234; V_Pr= -0.785311; W_sigma={1.46,0.89} Coefficient values one standard deviation a =84.457 1.46 b =-1.5967 0.89 Curve fit with data subrange: X_EXT[31,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.592,0.70091} V_chisq= 0.098043;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 34;V_q= 1;V_Rab= -0.999484; V_Pr= 0.250894; W_sigma={3.45,1.91} Coefficient values one standard deviation a =80.592 3.45 b =0.70091 1.91 Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.382,2.4194} V_chisq= 3.98375e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999905;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =77.382 1.#J b =2.4194 1.#J Curve fit with data subrange: X_EXT[35,38] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={101.83,-10.22} V_chisq= 0.013562;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 38;V_q= 1;V_Rab= -0.999523; V_Pr= -0.995837; W_sigma={1.33,0.661} Coefficient values one standard deviation a =101.83 1.33 b =-10.22 0.661 Curve fit with data subrange: X_EXT[38,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.536,6.1639} V_chisq= 0.46354;V_npnts= 13;V_numNaNs= 0;V_numINFs= 0; V_startRow= 38;V_endRow= 50;V_q= 1;V_Rab= -0.996608; V_Pr= 0.988443; W_sigma={0.692,0.285} Coefficient values one standard deviation a =67.536 0.692 b =6.1639 0.285 Curve fit with data subrange: X_EXT[50,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={133.13,-17.709} V_chisq= 0.0192586;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 52;V_q= 1;V_Rab= -0.99989; V_Pr= -0.994047; W_sigma={5.41,1.94} Coefficient values one standard deviation a =133.13 5.41 b =-17.709 1.94 Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.393,9.6892} V_chisq= 0.0212989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999699; V_Pr= 0.995678; W_sigma={1.54,0.522} Coefficient values one standard deviation a =55.393 1.54 b =9.6892 0.522 Curve fit with data subrange: X_EXT[56,57] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={79.313,1.8088} V_chisq= 1.14395e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 57;V_q= 1;V_Rab= -0.999967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =79.313 1.#J b =1.8088 1.#J Curve fit with data subrange: X_EXT[57,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={161.99,-24.936} V_chisq= 8.00725e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 57;V_endRow= 58;V_q= 1;V_Rab= -0.999956;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =161.99 1.#J b =-24.936 1.#J Curve fit with data subrange: X_EXT[58,60] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.073,12.833} V_chisq= 0.0172234;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 60;V_q= 1;V_Rab= -0.999893; V_Pr= 0.992225; W_sigma={5.17,1.61} Coefficient values one standard deviation a =43.073 5.17 b =12.833 1.61 Curve fit with data subrange: X_EXT[60,64] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={96.255,-3.539} V_chisq= 0.211678;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 60;V_endRow= 64;V_q= 1;V_Rab= -0.99979; V_Pr= -0.763881; W_sigma={5.8,1.73} Coefficient values one standard deviation a =96.255 5.8 b =-3.539 1.73 Curve fit with data subrange: X_EXT[64,67] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.066,9.5283} V_chisq= 0.0104051;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 64;V_endRow= 67;V_q= 1;V_Rab= -0.999814; V_Pr= 0.996965; W_sigma={1.87,0.526} Coefficient values one standard deviation a =51.066 1.87 b =9.5283 0.526 Curve fit with data subrange: X_EXT[67,71] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={118.53,-8.9801} V_chisq= 0.0336732;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 67;V_endRow= 71;V_q= 1;V_Rab= -0.999761; V_Pr= -0.993882; W_sigma={2.17,0.576} Coefficient values one standard deviation a =118.53 2.17 b =-8.9801 0.576 Curve fit with data subrange: X_EXT[71,74] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.377,14.558} V_chisq= 0.285279;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 71;V_endRow= 74;V_q= 1;V_Rab= -0.999898; V_Pr= 0.951355; W_sigma={13.2,3.33} Coefficient values one standard deviation a =27.377 13.2 b =14.558 3.33 Curve fit with data subrange: X_EXT[74,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={121.44,-8.8244} V_chisq= 0.0854443;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 74;V_endRow= 79;V_q= 1;V_Rab= -0.999755; V_Pr= -0.989451; W_sigma={2.7,0.646} Coefficient values one standard deviation a =121.44 2.7 b =-8.8244 0.646 Curve fit with data subrange: X_EXT[79,82] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.859,11.542} V_chisq= 0.0787502;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 82;V_q= 1;V_Rab= -0.999921; V_Pr= 0.976441; W_sigma={7.9,1.8} Coefficient values one standard deviation a =33.859 7.9 b =11.542 1.8 Curve fit with data subrange: X_EXT[82,87] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={211.23,-28.214} V_chisq= 6.65123;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 82;V_endRow= 87;V_q= 1;V_Rab= -0.999724; V_Pr= -0.945084; W_sigma={22.4,4.88} Coefficient values one standard deviation a =211.23 22.4 b =-28.214 4.88 Curve fit with data subrange: X_EXT[87,91] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-118.95,41.393} V_chisq= 2.66836;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 87;V_endRow= 91;V_q= 1;V_Rab= -0.999905; V_Pr= 0.967027; W_sigma={30.5,6.29} Coefficient values one standard deviation a =-118.95 30.5 b =41.393 6.29 Curve fit with data subrange: X_EXT[91,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.748,0.83962} V_chisq= 0.00154861;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 91;V_endRow= 93;V_q= 1;V_Rab= -0.999964; V_Pr= 0.844524; W_sigma={2.66,0.532} Coefficient values one standard deviation a =80.748 2.66 b =0.83962 0.532 Curve fit with data subrange: X_EXT[93,95] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.58,4.2455} V_chisq= 0.00142643;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 95;V_q= 1;V_Rab= -0.999962; V_Pr= 0.99348; W_sigma={2.49,0.487} Coefficient values one standard deviation a =63.58 2.49 b =4.2455 0.487 Curve fit with data subrange: X_EXT[95,99] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.129,-1.8403} V_chisq= 0.0833569;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 95;V_endRow= 99;V_q= 1;V_Rab= -0.999889; V_Pr= -0.745803; W_sigma={5.01,0.949} Coefficient values one standard deviation a =95.129 5.01 b =-1.8403 0.949 Curve fit with data subrange: X_EXT[99,105] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.322,3.2515} V_chisq= 1.40298;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 99;V_endRow= 105;V_q= 1;V_Rab= -0.999806; V_Pr= 0.621721; W_sigma={10.2,1.83} Coefficient values one standard deviation a =67.322 10.2 b =3.2515 1.83 Curve fit with data subrange: X_EXT[105,112] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={113.61,-4.8183} V_chisq= 0.48493;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 105;V_endRow= 112;V_q= 1;V_Rab= -0.999816; V_Pr= -0.910774; W_sigma={5.24,0.892} Coefficient values one standard deviation a =113.61 5.24 b =-4.8183 0.892 Curve fit with data subrange: X_EXT[112,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.71,-0.044272} V_chisq= 0.00539174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 112;V_endRow= 114;V_q= 1;V_Rab= -0.999981; V_Pr= -0.0391124; W_sigma={6.9,1.13} Coefficient values one standard deviation a =84.71 6.9 b =-0.044272 1.13 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.552,4.2204} V_chisq= 4.95405e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 114;V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.552 1.#J b =4.2204 1.#J Curve fit with data subrange: X_EXT[115,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={251.84,-26.836} V_chisq= 18.855;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 129;V_q= 1;V_Rab= -0.999477; V_Pr= -0.98109; W_sigma={9.62,1.47} Coefficient values one standard deviation a =251.84 9.62 b =-26.836 1.47 Curve fit with data subrange: X_EXT[129,133] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.343,7.5403} V_chisq= 0.138609;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 133;V_q= 1;V_Rab= -0.999945; V_Pr= 0.957128; W_sigma={9.2,1.32} Coefficient values one standard deviation a =15.343 9.2 b =7.5403 1.32 Curve fit with data subrange: X_EXT[133,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={333.18,-37.288} V_chisq= 3.23117e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 133;V_endRow= 134;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =333.18 1.#J b =-37.288 1.#J Curve fit with data subrange: X_EXT[134,135] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.51,1.6304} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 135;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =55.51 1.#J b =1.6304 1.#J Curve fit with data subrange: X_EXT[135,136] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-40.995,15.053} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 135;V_endRow= 136;V_q= 1;V_Rab= -0.999994;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-40.995 1.#J b =15.053 1.#J Curve fit with data subrange: X_EXT[136,145] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={71.519,-0.61481} V_chisq= 3.10662;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 136;V_endRow= 145;V_q= 1;V_Rab= -0.999814; V_Pr= -0.156932; W_sigma={10.2,1.37} Coefficient values one standard deviation a =71.519 10.2 b =-0.61481 1.37 Curve fit with data subrange: X_EXT[145,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.215,6.6207} V_chisq= 0.326864;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 145;V_endRow= 154;V_q= 1;V_Rab= -0.999851; V_Pr= 0.980593; W_sigma={3.7,0.468} Coefficient values one standard deviation a =16.215 3.7 b =6.6207 0.468 Curve fit with data subrange: X_EXT[154,155] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={85.162,-1.8571} V_chisq= 1.31682e-023;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 155;V_q= 1;V_Rab= -0.999996;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =85.162 1.#J b =-1.8571 1.#J Curve fit with data subrange: X_EXT[155,156] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={113.88,-5.3703} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 155;V_endRow= 156;V_q= 1;V_Rab= -0.999995;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =113.88 1.#J b =-5.3703 1.#J Curve fit with data subrange: X_EXT[156,158] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-37.574,13.042} V_chisq= 0.00364486;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 156;V_endRow= 158;V_q= 1;V_Rab= -0.99999; V_Pr= 0.997361; W_sigma={7.85,0.949} Coefficient values one standard deviation a =-37.574 7.85 b =13.042 0.949 Curve fit with data subrange: X_EXT[158,159] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.84,-2.6405} V_chisq= 1.64083e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 158;V_endRow= 159;V_q= 1;V_Rab= -0.999996;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =92.84 1.#J b =-2.6405 1.#J Curve fit with data subrange: X_EXT[159,162] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.551,-1.2987} V_chisq= 0.0424097;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 159;V_endRow= 162;V_q= 1;V_Rab= -0.999979; V_Pr= -0.566838; W_sigma={11.3,1.33} Coefficient values one standard deviation a =81.551 11.3 b =-1.2987 1.33 Curve fit with data subrange: X_EXT[162,163] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1489,7.7957} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 162; V_endRow= 163;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.1489 -1.#J b =7.7957 -1.#J Curve fit with data subrange: X_EXT[163,164] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.167,2.0672} V_chisq= 1.67264e-023;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 163;V_endRow= 164;V_q= 1;V_Rab= -0.999997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =53.167 1.#J b =2.0672 1.#J Curve fit with data subrange: X_EXT[164,168] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={267.01,-22.76} V_chisq= 0.770402;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 164;V_endRow= 168;V_q= 1;V_Rab= -0.99997; V_Pr= -0.968905; W_sigma={29.2,3.36} Coefficient values one standard deviation a =267.01 29.2 b =-22.76 3.36 Curve fit with data subrange: X_EXT[168,170] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.291,-0.034381} V_chisq= 0.00539519;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 168;V_endRow= 170;V_q= 1;V_Rab= -0.999991; V_Pr= -0.0298496; W_sigma={10.2,1.15} Coefficient values one standard deviation a =67.291 10.2 b =-0.034381 1.15 Curve fit with data subrange: X_EXT[170,174] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.442,1.7544} V_chisq= 0.0815353;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 170;V_endRow= 174;V_q= 1;V_Rab= -0.99997; V_Pr= 0.692276; W_sigma={9.49,1.06} Coefficient values one standard deviation a =51.442 9.49 b =1.7544 1.06 Curve fit with data subrange: X_EXT[174,176] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={128.14,-6.6806} V_chisq= 0.00933373;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 174;V_endRow= 176;V_q= 1;V_Rab= -0.99999; V_Pr= -0.978788; W_sigma={12.8,1.4} Coefficient values one standard deviation a =128.14 12.8 b =-6.6806 1.4 Curve fit with data subrange: X_EXT[176,178] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.32289,7.311} V_chisq= 0.00122891;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 176;V_endRow= 178;V_q= 1;V_Rab= -0.999992; V_Pr= 0.997249; W_sigma={5.02,0.543} Coefficient values one standard deviation a =-0.32289 5.02 b =7.311 0.543 Curve fit with data subrange: X_EXT[178,183] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.85,0.7} V_chisq= 0.108328;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 178;V_endRow= 183;V_q= 1;V_Rab= -0.999945; V_Pr= 0.458455; W_sigma={6.39,0.678} Coefficient values one standard deviation a =60.85 6.39 b =0.7 0.678 Curve fit with data subrange: X_EXT[183,188] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.971,-1.8155} V_chisq= 0.279098;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 183;V_endRow= 188;V_q= 1;V_Rab= -0.999961; V_Pr= -0.583624; W_sigma={12.2,1.26} Coefficient values one standard deviation a =84.971 12.2 b =-1.8155 1.26 Curve fit with data subrange: X_EXT[188,189] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={48.854,1.8874} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 188; V_endRow= 189;V_q= 1;V_Rab= -0.999997;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =48.854 -1.#J b =1.8874 -1.#J V_npnts= 190; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.38421; V_Sum= 643; V_sdev= 1.47098; V_rms= 3.68853; V_adev= 1.29274; V_skew= 0.474338; V_kurt= -0.907057; V_minloc= 189; V_maxloc= 25; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 189; Curve fit with data subrange: X_EXT[0,2] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={76.92,14.643} V_chisq= 0.0032083;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2;V_q= 1;V_Rab= -0.75394;V_Pr= 0.998868; W_sigma={0.0498,0.697} Coefficient values one standard deviation a =76.92 0.0498 b =14.643 0.697 Curve fit with data subrange: X_EXT[2,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={78.983,-3.9746} V_chisq= 0.411627;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2;V_endRow= 7;V_q= 1;V_Rab= -0.934266; V_Pr= -0.830965; W_sigma={0.367,1.33} Coefficient values one standard deviation a =78.983 0.367 b =-3.9746 1.33 Curve fit with data subrange: X_EXT[7,14] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={75.069,5.521} V_chisq= 0.645037;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 14;V_q= 1;V_Rab= -0.978736; V_Pr= 0.925813; W_sigma={0.565,0.92} Coefficient values one standard deviation a =75.069 0.565 b =5.521 0.92 Curve fit with data subrange: X_EXT[14,22] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.901,1.6506} V_chisq= 0.902863;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 14;V_endRow= 22;V_q= 1;V_Rab= -0.990391; V_Pr= 0.591727; W_sigma={0.866,0.85} Coefficient values one standard deviation a =77.901 0.866 b =1.6506 0.85 Curve fit with data subrange: X_EXT[22,28] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={73.902,5.1847} V_chisq= 0.551484;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 22;V_endRow= 28;V_q= 1;V_Rab= -0.997086; V_Pr= 0.891094; W_sigma={1.65,1.18} Coefficient values one standard deviation a =73.902 1.65 b =5.1847 1.18 Curve fit with data subrange: X_EXT[28,31] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.457,-1.5967} V_chisq= 0.0259898;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 28;V_endRow= 31;V_q= 1;V_Rab= -0.999234; V_Pr= -0.785311; W_sigma={1.46,0.89} Coefficient values one standard deviation a =84.457 1.46 b =-1.5967 0.89 Curve fit with data subrange: X_EXT[31,34] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.592,0.70091} V_chisq= 0.098043;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 31;V_endRow= 34;V_q= 1;V_Rab= -0.999484; V_Pr= 0.250894; W_sigma={3.45,1.91} Coefficient values one standard deviation a =80.592 3.45 b =0.70091 1.91 Curve fit with data subrange: X_EXT[34,35] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={77.382,2.4194} V_chisq= 3.98375e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 34;V_endRow= 35;V_q= 1;V_Rab= -0.999905;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =77.382 1.#J b =2.4194 1.#J Curve fit with data subrange: X_EXT[35,38] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={101.83,-10.22} V_chisq= 0.013562;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 35;V_endRow= 38;V_q= 1;V_Rab= -0.999523; V_Pr= -0.995837; W_sigma={1.33,0.661} Coefficient values one standard deviation a =101.83 1.33 b =-10.22 0.661 Curve fit with data subrange: X_EXT[38,50] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.536,6.1639} V_chisq= 0.46354;V_npnts= 13;V_numNaNs= 0;V_numINFs= 0; V_startRow= 38;V_endRow= 50;V_q= 1;V_Rab= -0.996608; V_Pr= 0.988443; W_sigma={0.692,0.285} Coefficient values one standard deviation a =67.536 0.692 b =6.1639 0.285 Curve fit with data subrange: X_EXT[50,52] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={133.13,-17.709} V_chisq= 0.0192586;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 50;V_endRow= 52;V_q= 1;V_Rab= -0.99989; V_Pr= -0.994047; W_sigma={5.41,1.94} Coefficient values one standard deviation a =133.13 5.41 b =-17.709 1.94 Curve fit with data subrange: X_EXT[52,56] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.393,9.6892} V_chisq= 0.0212989;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 52;V_endRow= 56;V_q= 1;V_Rab= -0.999699; V_Pr= 0.995678; W_sigma={1.54,0.522} Coefficient values one standard deviation a =55.393 1.54 b =9.6892 0.522 Curve fit with data subrange: X_EXT[56,57] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={79.313,1.8088} V_chisq= 1.14395e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 56;V_endRow= 57;V_q= 1;V_Rab= -0.999967;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =79.313 1.#J b =1.8088 1.#J Curve fit with data subrange: X_EXT[57,58] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={161.99,-24.936} V_chisq= 8.00725e-025;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 57;V_endRow= 58;V_q= 1;V_Rab= -0.999956;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =161.99 1.#J b =-24.936 1.#J Curve fit with data subrange: X_EXT[58,60] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={43.073,12.833} V_chisq= 0.0172234;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 58;V_endRow= 60;V_q= 1;V_Rab= -0.999893; V_Pr= 0.992225; W_sigma={5.17,1.61} Coefficient values one standard deviation a =43.073 5.17 b =12.833 1.61 Curve fit with data subrange: X_EXT[60,64] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={96.255,-3.539} V_chisq= 0.211678;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 60;V_endRow= 64;V_q= 1;V_Rab= -0.99979; V_Pr= -0.763881; W_sigma={5.8,1.73} Coefficient values one standard deviation a =96.255 5.8 b =-3.539 1.73 Curve fit with data subrange: X_EXT[64,67] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.066,9.5283} V_chisq= 0.0104051;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 64;V_endRow= 67;V_q= 1;V_Rab= -0.999814; V_Pr= 0.996965; W_sigma={1.87,0.526} Coefficient values one standard deviation a =51.066 1.87 b =9.5283 0.526 Curve fit with data subrange: X_EXT[67,71] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={118.53,-8.9801} V_chisq= 0.0336732;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 67;V_endRow= 71;V_q= 1;V_Rab= -0.999761; V_Pr= -0.993882; W_sigma={2.17,0.576} Coefficient values one standard deviation a =118.53 2.17 b =-8.9801 0.576 Curve fit with data subrange: X_EXT[71,74] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={27.377,14.558} V_chisq= 0.285279;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 71;V_endRow= 74;V_q= 1;V_Rab= -0.999898; V_Pr= 0.951355; W_sigma={13.2,3.33} Coefficient values one standard deviation a =27.377 13.2 b =14.558 3.33 Curve fit with data subrange: X_EXT[74,79] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={121.44,-8.8244} V_chisq= 0.0854443;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 74;V_endRow= 79;V_q= 1;V_Rab= -0.999755; V_Pr= -0.989451; W_sigma={2.7,0.646} Coefficient values one standard deviation a =121.44 2.7 b =-8.8244 0.646 Curve fit with data subrange: X_EXT[79,82] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={33.859,11.542} V_chisq= 0.0787502;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 79;V_endRow= 82;V_q= 1;V_Rab= -0.999921; V_Pr= 0.976441; W_sigma={7.9,1.8} Coefficient values one standard deviation a =33.859 7.9 b =11.542 1.8 Curve fit with data subrange: X_EXT[82,87] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={211.23,-28.214} V_chisq= 6.65123;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 82;V_endRow= 87;V_q= 1;V_Rab= -0.999724; V_Pr= -0.945084; W_sigma={22.4,4.88} Coefficient values one standard deviation a =211.23 22.4 b =-28.214 4.88 Curve fit with data subrange: X_EXT[87,91] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-118.95,41.393} V_chisq= 2.66836;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 87;V_endRow= 91;V_q= 1;V_Rab= -0.999905; V_Pr= 0.967027; W_sigma={30.5,6.29} Coefficient values one standard deviation a =-118.95 30.5 b =41.393 6.29 Curve fit with data subrange: X_EXT[91,93] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={80.748,0.83962} V_chisq= 0.00154861;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 91;V_endRow= 93;V_q= 1;V_Rab= -0.999964; V_Pr= 0.844524; W_sigma={2.66,0.532} Coefficient values one standard deviation a =80.748 2.66 b =0.83962 0.532 Curve fit with data subrange: X_EXT[93,95] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={63.58,4.2455} V_chisq= 0.00142643;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 93;V_endRow= 95;V_q= 1;V_Rab= -0.999962; V_Pr= 0.99348; W_sigma={2.49,0.487} Coefficient values one standard deviation a =63.58 2.49 b =4.2455 0.487 Curve fit with data subrange: X_EXT[95,99] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={95.129,-1.8403} V_chisq= 0.0833569;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 95;V_endRow= 99;V_q= 1;V_Rab= -0.999889; V_Pr= -0.745803; W_sigma={5.01,0.949} Coefficient values one standard deviation a =95.129 5.01 b =-1.8403 0.949 Curve fit with data subrange: X_EXT[99,105] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.322,3.2515} V_chisq= 1.40298;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 99;V_endRow= 105;V_q= 1;V_Rab= -0.999806; V_Pr= 0.621721; W_sigma={10.2,1.83} Coefficient values one standard deviation a =67.322 10.2 b =3.2515 1.83 Curve fit with data subrange: X_EXT[105,112] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={113.61,-4.8183} V_chisq= 0.48493;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 105;V_endRow= 112;V_q= 1;V_Rab= -0.999816; V_Pr= -0.910774; W_sigma={5.24,0.892} Coefficient values one standard deviation a =113.61 5.24 b =-4.8183 0.892 Curve fit with data subrange: X_EXT[112,114] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.71,-0.044272} V_chisq= 0.00539174;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 112;V_endRow= 114;V_q= 1;V_Rab= -0.999981; V_Pr= -0.0391124; W_sigma={6.9,1.13} Coefficient values one standard deviation a =84.71 6.9 b =-0.044272 1.13 Curve fit with data subrange: X_EXT[114,115] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={58.552,4.2204} V_chisq= 4.95405e-024;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 114;V_endRow= 115;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =58.552 1.#J b =4.2204 1.#J Curve fit with data subrange: X_EXT[115,129] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={251.84,-26.836} V_chisq= 18.855;V_npnts= 15;V_numNaNs= 0;V_numINFs= 0; V_startRow= 115;V_endRow= 129;V_q= 1;V_Rab= -0.999477; V_Pr= -0.98109; W_sigma={9.62,1.47} Coefficient values one standard deviation a =251.84 9.62 b =-26.836 1.47 Curve fit with data subrange: X_EXT[129,133] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.343,7.5403} V_chisq= 0.138609;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 129;V_endRow= 133;V_q= 1;V_Rab= -0.999945; V_Pr= 0.957128; W_sigma={9.2,1.32} Coefficient values one standard deviation a =15.343 9.2 b =7.5403 1.32 Curve fit with data subrange: X_EXT[133,134] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={333.18,-37.288} V_chisq= 3.23117e-027;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 133;V_endRow= 134;V_q= 1;V_Rab= -0.999994;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =333.18 1.#J b =-37.288 1.#J Curve fit with data subrange: X_EXT[134,135] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={55.51,1.6304} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 134;V_endRow= 135;V_q= 1;V_Rab= -0.999993;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =55.51 1.#J b =1.6304 1.#J Curve fit with data subrange: X_EXT[135,136] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-40.995,15.053} V_chisq= 2.01948e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 135;V_endRow= 136;V_q= 1;V_Rab= -0.999994;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =-40.995 1.#J b =15.053 1.#J Curve fit with data subrange: X_EXT[136,145] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={71.519,-0.61481} V_chisq= 3.10662;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 136;V_endRow= 145;V_q= 1;V_Rab= -0.999814; V_Pr= -0.156932; W_sigma={10.2,1.37} Coefficient values one standard deviation a =71.519 10.2 b =-0.61481 1.37 Curve fit with data subrange: X_EXT[145,154] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={16.215,6.6207} V_chisq= 0.326864;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 145;V_endRow= 154;V_q= 1;V_Rab= -0.999851; V_Pr= 0.980593; W_sigma={3.7,0.468} Coefficient values one standard deviation a =16.215 3.7 b =6.6207 0.468 Curve fit with data subrange: X_EXT[154,155] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={85.162,-1.8571} V_chisq= 1.31682e-023;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 154;V_endRow= 155;V_q= 1;V_Rab= -0.999996;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =85.162 1.#J b =-1.8571 1.#J Curve fit with data subrange: X_EXT[155,156] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={113.88,-5.3703} V_chisq= 5.04871e-029;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 155;V_endRow= 156;V_q= 1;V_Rab= -0.999995;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =113.88 1.#J b =-5.3703 1.#J Curve fit with data subrange: X_EXT[156,158] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-37.574,13.042} V_chisq= 0.00364486;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 156;V_endRow= 158;V_q= 1;V_Rab= -0.99999; V_Pr= 0.997361; W_sigma={7.85,0.949} Coefficient values one standard deviation a =-37.574 7.85 b =13.042 0.949 Curve fit with data subrange: X_EXT[158,159] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={92.84,-2.6405} V_chisq= 1.64083e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 158;V_endRow= 159;V_q= 1;V_Rab= -0.999996;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =92.84 1.#J b =-2.6405 1.#J Curve fit with data subrange: X_EXT[159,162] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={81.551,-1.2987} V_chisq= 0.0424097;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 159;V_endRow= 162;V_q= 1;V_Rab= -0.999979; V_Pr= -0.566838; W_sigma={11.3,1.33} Coefficient values one standard deviation a =81.551 11.3 b =-1.2987 1.33 Curve fit with data subrange: X_EXT[162,163] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={4.1489,7.7957} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 162; V_endRow= 163;V_q= 1;V_Rab= -0.999996;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =4.1489 -1.#J b =7.7957 -1.#J Curve fit with data subrange: X_EXT[163,164] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={53.167,2.0672} V_chisq= 1.67264e-023;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 163;V_endRow= 164;V_q= 1;V_Rab= -0.999997;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =53.167 1.#J b =2.0672 1.#J Curve fit with data subrange: X_EXT[164,168] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={267.01,-22.76} V_chisq= 0.770402;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 164;V_endRow= 168;V_q= 1;V_Rab= -0.99997; V_Pr= -0.968905; W_sigma={29.2,3.36} Coefficient values one standard deviation a =267.01 29.2 b =-22.76 3.36 Curve fit with data subrange: X_EXT[168,170] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={67.291,-0.034381} V_chisq= 0.00539519;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 168;V_endRow= 170;V_q= 1;V_Rab= -0.999991; V_Pr= -0.0298496; W_sigma={10.2,1.15} Coefficient values one standard deviation a =67.291 10.2 b =-0.034381 1.15 Curve fit with data subrange: X_EXT[170,174] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={51.442,1.7544} V_chisq= 0.0815353;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 170;V_endRow= 174;V_q= 1;V_Rab= -0.99997; V_Pr= 0.692276; W_sigma={9.49,1.06} Coefficient values one standard deviation a =51.442 9.49 b =1.7544 1.06 Curve fit with data subrange: X_EXT[174,176] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={128.14,-6.6806} V_chisq= 0.00933373;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 174;V_endRow= 176;V_q= 1;V_Rab= -0.99999; V_Pr= -0.978788; W_sigma={12.8,1.4} Coefficient values one standard deviation a =128.14 12.8 b =-6.6806 1.4 Curve fit with data subrange: X_EXT[176,178] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-0.32289,7.311} V_chisq= 0.00122891;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 176;V_endRow= 178;V_q= 1;V_Rab= -0.999992; V_Pr= 0.997249; W_sigma={5.02,0.543} Coefficient values one standard deviation a =-0.32289 5.02 b =7.311 0.543 Curve fit with data subrange: X_EXT[178,183] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={60.85,0.7} V_chisq= 0.108328;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 178;V_endRow= 183;V_q= 1;V_Rab= -0.999945; V_Pr= 0.458455; W_sigma={6.39,0.678} Coefficient values one standard deviation a =60.85 6.39 b =0.7 0.678 Curve fit with data subrange: X_EXT[183,188] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={84.971,-1.8155} V_chisq= 0.279098;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 183;V_endRow= 188;V_q= 1;V_Rab= -0.999961; V_Pr= -0.583624; W_sigma={12.2,1.26} Coefficient values one standard deviation a =84.971 12.2 b =-1.8155 1.26 Curve fit with data subrange: X_EXT[188,189] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={48.854,1.8874} V_chisq= 0;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0;V_startRow= 188; V_endRow= 189;V_q= 1;V_Rab= -0.999997;V_Pr= 1; W_sigma={NaN,NaN} Coefficient values one standard deviation a =48.854 -1.#J b =1.8874 -1.#J ShowTools/A arrow Button button3EndAnalysis title="End Analysis",size={90,20};DelayUpdate Button button3EndAnalysis fColor=(65280,65280,0) Button button3EndAnalysis proc=Finalize_Prep Button button1 title="Auto Analysis",size={120,20} Button button0 title="Undo Last Analysis" Button blancbut title="Blank Memory",size={120,20} Button button3EndAnalysis size={120,20} HideTools/A ShowTools/A arrow SetDrawEnv fsize= 11 HideTools/A ShowTools/A arrow HideTools/A ShowTools/A arrow HideTools/A Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; ShowTools/A arrow Button button3 fColor=(65535,65535,65535) Button button3 fColor=(65280,48896,48896) Button button3 fColor=(65535,65535,65535) Button button4 fColor=(13056,4352,0) Button button4 fColor=(13056,0,0) Button button4 fColor=(13056,4352,0) Button button5 fColor=(0,13056,0) Button button6 fColor=(0,0,13056) Button button7 fColor=(65280,0,0) Button button6 size={60,20} Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; ShowTools/A arrow Button button7 pos={420,1} Button button7 pos={425,1} Button button7 pos={430,1} Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.917; V_Sum= 6.3306e+07; V_sdev= 63.2209; V_rms= 185.992; V_adev= 54.2903; V_skew= -0.959797; V_kurt= -0.303058; V_minloc= 307281; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 345; V_minColLoc= 441; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 179.945; V_Sum= 6.51258e+07; V_sdev= 59.3199; V_rms= 189.471; V_adev= 50.9426; V_skew= -0.962726; V_kurt= -0.299634; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.703; V_Sum= 6.6486e+07; V_sdev= 56.5143; V_rms= 192.2; V_adev= 48.5059; V_skew= -0.965256; V_kurt= -0.293475; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 183.174; V_Sum= 6.62943e+07; V_sdev= 56.9951; V_rms= 191.836; V_adev= 48.8986; V_skew= -0.969305; V_kurt= -0.286607; V_minloc= 302422; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 358; V_minColLoc= 434; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.195; V_Sum= 6.9921e+07; V_sdev= 49.7299; V_rms= 199.492; V_adev= 42.625; V_skew= -0.972637; V_kurt= -0.27523; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 192.342; V_Sum= 6.96125e+07; V_sdev= 49.4934; V_rms= 198.608; V_adev= 42.4149; V_skew= -0.971961; V_kurt= -0.276639; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 196.172; V_Sum= 7.09985e+07; V_sdev= 47.5569; V_rms= 201.854; V_adev= 40.7192; V_skew= -0.977691; V_kurt= -0.267756; V_minloc= 310094; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 374; V_minColLoc= 445; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.393; V_Sum= 7.14405e+07; V_sdev= 45.5688; V_rms= 202.585; V_adev= 39.0191; V_skew= -0.979171; V_kurt= -0.268052; V_minloc= 278752; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 400; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.513; V_Sum= 7.1484e+07; V_sdev= 45.4914; V_rms= 202.684; V_adev= 38.9363; V_skew= -0.984129; V_kurt= -0.254358; V_minloc= 279448; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 352; V_minColLoc= 401; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.238; V_Sum= 7.17464e+07; V_sdev= 46.0239; V_rms= 203.511; V_adev= 39.3464; V_skew= -0.993598; V_kurt= -0.232281; V_minloc= 286435; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 200.825; V_Sum= 7.26824e+07; V_sdev= 42.6838; V_rms= 205.31; V_adev= 36.4807; V_skew= -0.99047; V_kurt= -0.234639; V_minloc= 312181; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 373; V_minColLoc= 448; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.437; V_Sum= 7.32661e+07; V_sdev= 41.3954; V_rms= 206.626; V_adev= 35.3955; V_skew= -0.989774; V_kurt= -0.236843; V_minloc= 312877; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 373; V_minColLoc= 449; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 208.635; V_Sum= 7.55092e+07; V_sdev= 37.2768; V_rms= 211.939; V_adev= 31.8299; V_skew= -0.997399; V_kurt= -0.218268; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.303; V_Sum= 7.57508e+07; V_sdev= 36.8336; V_rms= 212.519; V_adev= 31.4395; V_skew= -1.00269; V_kurt= -0.206145; V_minloc= 314268; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.085; V_Sum= 7.6396e+07; V_sdev= 34.3094; V_rms= 213.856; V_adev= 29.2776; V_skew= -1.00229; V_kurt= -0.199961; V_minloc= 300338; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 362; V_minColLoc= 431; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.028; V_Sum= 7.70991e+07; V_sdev= 32.7813; V_rms= 215.536; V_adev= 27.9736; V_skew= -1.00525; V_kurt= -0.196917; V_minloc= 291991; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 367; V_minColLoc= 419; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 212.302; V_Sum= 7.68363e+07; V_sdev= 33.4348; V_rms= 214.918; V_adev= 28.5166; V_skew= -1.00803; V_kurt= -0.189678; V_minloc= 306598; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 358; V_minColLoc= 440; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.911; V_Sum= 7.81425e+07; V_sdev= 31.3827; V_rms= 218.18; V_adev= 26.7259; V_skew= -1.01773; V_kurt= -0.160254; V_minloc= 285729; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 369; V_minColLoc= 410; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.326; V_Sum= 7.82926e+07; V_sdev= 30.0763; V_rms= 218.406; V_adev= 25.6508; V_skew= -1.01016; V_kurt= -0.178496; V_minloc= 305911; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 367; V_minColLoc= 439; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.645; V_Sum= 7.84081e+07; V_sdev= 30.8905; V_rms= 218.836; V_adev= 26.3128; V_skew= -1.01904; V_kurt= -0.157094; V_minloc= 314268; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.681; V_Sum= 7.73353e+07; V_sdev= 32.3326; V_rms= 216.113; V_adev= 27.5547; V_skew= -1.01711; V_kurt= -0.163654; V_minloc= 310086; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 366; V_minColLoc= 445; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.769; V_Sum= 7.84531e+07; V_sdev= 29.7703; V_rms= 218.804; V_adev= 25.3289; V_skew= -1.02605; V_kurt= -0.137466; V_minloc= 307994; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 362; V_minColLoc= 442; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.702; V_Sum= 7.98765e+07; V_sdev= 27.586; V_rms= 222.419; V_adev= 23.4462; V_skew= -1.03402; V_kurt= -0.109925; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.681; V_Sum= 7.95069e+07; V_sdev= 28.4723; V_rms= 221.518; V_adev= 24.1831; V_skew= -1.03835; V_kurt= -0.0997405; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.663; V_Sum= 8.02243e+07; V_sdev= 26.716; V_rms= 223.267; V_adev= 22.6561; V_skew= -1.04514; V_kurt= -0.0801428; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.917; V_Sum= 8.06782e+07; V_sdev= 25.756; V_rms= 224.4; V_adev= 21.8388; V_skew= -1.04762; V_kurt= -0.075296; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 221.249; V_Sum= 8.00744e+07; V_sdev= 27.2343; V_rms= 222.919; V_adev= 23.0683; V_skew= -1.05358; V_kurt= -0.0575837; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.601; V_Sum= 8.05636e+07; V_sdev= 25.0993; V_rms= 224.011; V_adev= 21.2551; V_skew= -1.05402; V_kurt= -0.0528806; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.148; V_Sum= 8.11237e+07; V_sdev= 23.8268; V_rms= 225.411; V_adev= 20.1578; V_skew= -1.0587; V_kurt= -0.0385063; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 226.985; V_Sum= 8.21504e+07; V_sdev= 22.4401; V_rms= 228.092; V_adev= 18.9398; V_skew= -1.07346; V_kurt= 0.00030515; V_minloc= 312179; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 371; V_minColLoc= 448; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 228.118; V_Sum= 8.25605e+07; V_sdev= 20.5233; V_rms= 229.039; V_adev= 17.3395; V_skew= -1.06729; V_kurt= -0.0172202; V_minloc= 306612; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 372; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.482; V_Sum= 8.30542e+07; V_sdev= 19.3894; V_rms= 230.3; V_adev= 16.3439; V_skew= -1.07733; V_kurt= 0.0182934; V_minloc= 314267; V_maxloc= 3458; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 674; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.826; V_Sum= 8.39026e+07; V_sdev= 18.4095; V_rms= 232.556; V_adev= 15.5013; V_skew= -1.08105; V_kurt= 0.0269727; V_minloc= 305915; V_maxloc= 607; V_min= 176; V_max= 255; V_minRowLoc= 371; V_minColLoc= 439; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.011; V_Sum= 8.32454e+07; V_sdev= 18.994; V_rms= 230.794; V_adev= 15.9872; V_skew= -1.08435; V_kurt= 0.0308689; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.399; V_Sum= 8.37478e+07; V_sdev= 18.7363; V_rms= 232.156; V_adev= 15.7614; V_skew= -1.08787; V_kurt= 0.0412881; V_minloc= 311483; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 447; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.347; V_Sum= 8.48147e+07; V_sdev= 15.469; V_rms= 234.857; V_adev= 13.0155; V_skew= -1.08135; V_kurt= 0.0180445; V_minloc= 307308; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 372; V_minColLoc= 441; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.293; V_Sum= 8.51573e+07; V_sdev= 14.6679; V_rms= 235.75; V_adev= 12.3286; V_skew= -1.08779; V_kurt= 0.04167; V_minloc= 305220; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 372; V_minColLoc= 438; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.055; V_Sum= 8.5433e+07; V_sdev= 14.9381; V_rms= 236.527; V_adev= 12.53; V_skew= -1.10035; V_kurt= 0.0798196; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 136.8; V_Sum= 2736; V_sdev= 39.7076; V_rms= 142.169; V_adev= 26.1; V_skew= -1.72811; V_kurt= 4.47695; V_minloc= 19; V_maxloc= 0; V_min= 0; V_max= 200; V_startRow= 0; V_endRow= 19; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 31.1728; V_Sum= 623.457; V_sdev= 9.05764; V_rms= 32.3988; V_adev= 5.78266; V_skew= -1.65; V_kurt= 4.76833; V_minloc= 19; V_maxloc= 18; V_min= 0; V_max= 48.7871; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 31.9261; V_Sum= 574.67; V_sdev= 3.95976; V_rms= 32.1572; V_adev= 3.63109; V_skew= -0.273156; V_kurt= -1.82917; V_minloc= 5; V_maxloc= 9; V_min= 26.4288; V_max= 35.5324; V_startRow= 0; V_endRow= 17; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.57; V_Sum= 11.4; V_sdev= 0.389016; V_rms= 0.684592; V_adev= 0.33; V_skew= 0.0367923; V_kurt= -1.41715; V_minloc= 0; V_maxloc= 18; V_min= 0; V_max= 1.2; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 3.66667; V_Sum= 66; V_sdev= 2.30089; V_rms= 4.2947; V_adev= 2.07407; V_skew= -0.133782; V_kurt= -1.75388; V_minloc= 17; V_maxloc= 9; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.629,-11.329} V_chisq= 1.87156;V_npnts= 6;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 5;V_q= 1;V_Rab= -0.825723; V_Pr= -0.917669; W_sigma={0.495,2.45} Coefficient values one standard deviation a =29.629 0.495 b =-11.329 2.45 Curve fit with data subrange: X_EXT[5,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.557,35.405} V_chisq= 2.99684;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 9;V_q= 1;V_Rab= -0.980196;V_Pr= 0.974143; W_sigma={2.26,4.74} Coefficient values one standard deviation a =13.557 2.26 b =35.405 4.74 Curve fit with data subrange: X_EXT[9,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={35.532,7.9936e-014} V_chisq= 1.95953e-027;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 17;V_q= 1;V_Rab= -0.980841;V_Pr= NaN; W_sigma={2.86e-14,3.24e-14} Coefficient values one standard deviation a =35.532 2.86e-014 b =7.9936e-014 3.24e-014 Curve fit with data subrange: X_EXT[5,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={24.806,4.8675} V_chisq= 9.2913e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 6;V_q= 1;V_Rab= -0.995893;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =24.806 1.#J b =4.8675 1.#J Curve fit with data subrange: X_EXT[3,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.995,3.0187} V_chisq= 5.54668e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 4;V_q= 1;V_Rab= -0.989949;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.995 1.#J b =3.0187 1.#J Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={28.284,-5.5662} V_chisq= 2.46519e-031;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =28.284 1.#J b =-5.5662 1.#J Curve fit with data subrange: X_EXT[5,9] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={13.557,35.405} V_chisq= 2.99684;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 9;V_q= 1;V_Rab= -0.980196;V_Pr= 0.974143; W_sigma={2.26,4.74} Coefficient values one standard deviation a =13.557 2.26 b =35.405 4.74 Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 162.503; V_Sum= 4.99208e+07; V_sdev= 59.0908; V_rms= 172.913; V_adev= 49.8525; V_skew= -0.831454; V_kurt= -0.299355; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 166.074; V_Sum= 5.1018e+07; V_sdev= 57.3196; V_rms= 175.688; V_adev= 48.3458; V_skew= -0.843114; V_kurt= -0.284494; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 171.578; V_Sum= 5.27087e+07; V_sdev= 54.7492; V_rms= 180.101; V_adev= 46.105; V_skew= -0.859619; V_kurt= -0.248517; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.346; V_Sum= 5.41734e+07; V_sdev= 52.6852; V_rms= 184.048; V_adev= 44.2424; V_skew= -0.876691; V_kurt= -0.206317; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 186.88; V_Sum= 5.74096e+07; V_sdev= 43.6532; V_rms= 191.911; V_adev= 36.6545; V_skew= -0.882204; V_kurt= -0.203541; V_minloc= 74380; V_maxloc= 5325; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.621; V_Sum= 5.8866e+07; V_sdev= 41.4805; V_rms= 196.059; V_adev= 34.7778; V_skew= -0.897366; V_kurt= -0.171248; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 197.52; V_Sum= 6.06783e+07; V_sdev= 38.6359; V_rms= 201.264; V_adev= 32.3012; V_skew= -0.917818; V_kurt= -0.127066; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 198.904; V_Sum= 6.11032e+07; V_sdev= 36.8533; V_rms= 202.289; V_adev= 30.7974; V_skew= -0.926966; V_kurt= -0.11446; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.312; V_Sum= 6.12286e+07; V_sdev= 36.7859; V_rms= 202.678; V_adev= 30.6815; V_skew= -0.945192; V_kurt= -0.0745447; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.121; V_Sum= 6.36276e+07; V_sdev= 32.3236; V_rms= 209.628; V_adev= 26.9272; V_skew= -0.953101; V_kurt= -0.0580464; V_minloc= 35964; V_maxloc= 165626; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 26; V_maxColLoc= 276; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 211.045; V_Sum= 6.48331e+07; V_sdev= 29.4606; V_rms= 213.092; V_adev= 24.4977; V_skew= -0.964233; V_kurt= -0.0254806; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 209.941; V_Sum= 6.44938e+07; V_sdev= 29.521; V_rms= 212.006; V_adev= 24.5002; V_skew= -0.976835; V_kurt= -0.00530833; V_minloc= 152266; V_maxloc= 62432; V_min= 125; V_max= 252; V_minRowLoc= 466; V_minColLoc= 253; V_maxRowLoc= 32; V_maxColLoc= 104; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.081; V_Sum= 6.54586e+07; V_sdev= 28.2913; V_rms= 214.951; V_adev= 23.4167; V_skew= -0.996751; V_kurt= 0.042184; V_minloc= 151666; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 466; V_minColLoc= 252; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.169; V_Sum= 6.64071e+07; V_sdev= 25.1558; V_rms= 217.628; V_adev= 20.8075; V_skew= -0.998983; V_kurt= 0.0421978; V_minloc= 26372; V_maxloc= 7727; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 527; V_maxColLoc= 12; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.987; V_Sum= 6.88088e+07; V_sdev= 21.3161; V_rms= 224.999; V_adev= 17.5884; V_skew= -1.00828; V_kurt= 0.0779462; V_minloc= 37161; V_maxloc= 2331; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 531; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 224.342; V_Sum= 6.8918e+07; V_sdev= 20.2843; V_rms= 225.258; V_adev= 16.7449; V_skew= -1.00802; V_kurt= 0.0614523; V_minloc= 36561; V_maxloc= 153001; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 1; V_maxColLoc= 255; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.305; V_Sum= 6.92137e+07; V_sdev= 19.6773; V_rms= 226.163; V_adev= 16.2286; V_skew= -1.01134; V_kurt= 0.0632835; V_minloc= 34765; V_maxloc= 102030; V_min= 167; V_max= 254; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 30; V_maxColLoc= 170; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 229.35; V_Sum= 7.04564e+07; V_sdev= 16.8526; V_rms= 229.969; V_adev= 13.8864; V_skew= -1.01935; V_kurt= 0.0803367; V_minloc= 36561; V_maxloc= 33630; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 30; V_maxColLoc= 56; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.831; V_Sum= 7.09113e+07; V_sdev= 15.776; V_rms= 231.369; V_adev= 12.9778; V_skew= -1.02378; V_kurt= 0.0915476; V_minloc= 35361; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 561; V_minColLoc= 58; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 231.371; V_Sum= 7.10772e+07; V_sdev= 15.4352; V_rms= 231.885; V_adev= 12.6923; V_skew= -1.03045; V_kurt= 0.108812; V_minloc= 34169; V_maxloc= 23421; V_min= 185; V_max= 254; V_minRowLoc= 569; V_minColLoc= 56; V_maxRowLoc= 21; V_maxColLoc= 39; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 234.082; V_Sum= 7.191e+07; V_sdev= 14.3833; V_rms= 234.524; V_adev= 11.8062; V_skew= -1.03812; V_kurt= 0.123418; V_minloc= 29981; V_maxloc= 40; V_min= 191; V_max= 255; V_minRowLoc= 581; V_minColLoc= 49; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.737; V_Sum= 7.24186e+07; V_sdev= 13.1854; V_rms= 236.106; V_adev= 10.8197; V_skew= -1.03969; V_kurt= 0.12231; V_minloc= 37160; V_maxloc= 3022; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 22; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 236.584; V_Sum= 7.26785e+07; V_sdev= 11.7561; V_rms= 236.876; V_adev= 9.64677; V_skew= -1.03406; V_kurt= 0.113684; V_minloc= 30581; V_maxloc= 4217; V_min= 201; V_max= 254; V_minRowLoc= 581; V_minColLoc= 50; V_maxRowLoc= 17; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.965; V_Sum= 7.3103e+07; V_sdev= 11.6137; V_rms= 238.249; V_adev= 9.50893; V_skew= -1.04676; V_kurt= 0.132501; V_minloc= 35364; V_maxloc= 601; V_min= 202; V_max= 255; V_minRowLoc= 564; V_minColLoc= 58; V_maxRowLoc= 1; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.391; V_Sum= 7.35409e+07; V_sdev= 10.6079; V_rms= 239.626; V_adev= 8.67228; V_skew= -1.0483; V_kurt= 0.143312; V_minloc= 37161; V_maxloc= 6000; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 0; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 239.809; V_Sum= 7.36693e+07; V_sdev= 10.3244; V_rms= 240.031; V_adev= 8.43879; V_skew= -1.04255; V_kurt= 0.120886; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.884; V_Sum= 7.39994e+07; V_sdev= 9.53777; V_rms= 241.072; V_adev= 7.79549; V_skew= -1.03479; V_kurt= 0.103525; V_minloc= 35959; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 559; V_minColLoc= 59; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.533; V_Sum= 7.38917e+07; V_sdev= 9.77433; V_rms= 240.731; V_adev= 8.00394; V_skew= -1.03214; V_kurt= 0.0829404; V_minloc= 37761; V_maxloc= 2474; V_min= 209; V_max= 255; V_minRowLoc= 561; V_minColLoc= 62; V_maxRowLoc= 74; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.143; V_Sum= 7.46935e+07; V_sdev= 7.94884; V_rms= 243.273; V_adev= 6.51072; V_skew= -1.01768; V_kurt= 0.042899; V_minloc= 35961; V_maxloc= 4820; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 59; V_maxRowLoc= 20; V_maxColLoc= 8; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.789; V_Sum= 7.45849e+07; V_sdev= 8.1621; V_rms= 242.927; V_adev= 6.67953; V_skew= -1.02559; V_kurt= 0.0656196; V_minloc= 34160; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 560; V_minColLoc= 56; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 243.351; V_Sum= 7.47575e+07; V_sdev= 7.76868; V_rms= 243.475; V_adev= 6.3648; V_skew= -1.01267; V_kurt= 0.0373326; V_minloc= 182505; V_maxloc= 3600; V_min= 218; V_max= 255; V_minRowLoc= 105; V_minColLoc= 304; V_maxRowLoc= 0; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 242.446; V_Sum= 7.44795e+07; V_sdev= 7.58639; V_rms= 242.565; V_adev= 6.22237; V_skew= -1.0095; V_kurt= 0.0207778; V_minloc= 34763; V_maxloc= 1200; V_min= 218; V_max= 254; V_minRowLoc= 563; V_minColLoc= 57; V_maxRowLoc= 0; V_maxColLoc= 2; V_startRow= 0; V_endRow= 307199; Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 149.904; V_Sum= 4.60506e+07; V_sdev= 56.1108; V_rms= 160.061; V_adev= 46.9981; V_skew= -0.622633; V_kurt= -0.436656; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 153.592; V_Sum= 4.71835e+07; V_sdev= 54.3586; V_rms= 162.928; V_adev= 45.519; V_skew= -0.633787; V_kurt= -0.426025; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.715; V_Sum= 4.90645e+07; V_sdev= 52.0246; V_rms= 167.975; V_adev= 43.5108; V_skew= -0.647466; V_kurt= -0.403069; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 164.622; V_Sum= 5.05719e+07; V_sdev= 50.2393; V_rms= 172.118; V_adev= 41.9953; V_skew= -0.650685; V_kurt= -0.397705; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.157; V_Sum= 5.44227e+07; V_sdev= 41.6201; V_rms= 181.98; V_adev= 34.811; V_skew= -0.656785; V_kurt= -0.402152; V_minloc= 74380; V_maxloc= 2925; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 182.431; V_Sum= 5.60427e+07; V_sdev= 39.6929; V_rms= 186.699; V_adev= 33.1997; V_skew= -0.665998; V_kurt= -0.3925; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.948; V_Sum= 5.80448e+07; V_sdev= 37.1096; V_rms= 192.558; V_adev= 31.0312; V_skew= -0.678675; V_kurt= -0.381627; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.649; V_Sum= 5.85674e+07; V_sdev= 35.3931; V_rms= 193.907; V_adev= 29.5906; V_skew= -0.684068; V_kurt= -0.373602; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.036; V_Sum= 5.86862e+07; V_sdev= 35.3631; V_rms= 194.281; V_adev= 29.5316; V_skew= -0.702123; V_kurt= -0.344938; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.958; V_Sum= 6.14272e+07; V_sdev= 31.0909; V_rms= 202.361; V_adev= 25.9143; V_skew= -0.716648; V_kurt= -0.31708; V_minloc= 35964; V_maxloc= 4126; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.475; V_Sum= 6.28148e+07; V_sdev= 28.4927; V_rms= 206.451; V_adev= 23.7603; V_skew= -0.716276; V_kurt= -0.316414; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.155; V_Sum= 6.24093e+07; V_sdev= 28.6281; V_rms= 205.162; V_adev= 23.8684; V_skew= -0.72294; V_kurt= -0.317884; V_minloc= 37162; V_maxloc= 4725; V_min= 125; V_max= 252; V_minRowLoc= 562; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.628; V_Sum= 6.34761e+07; V_sdev= 27.518; V_rms= 208.452; V_adev= 22.8825; V_skew= -0.740193; V_kurt= -0.281602; V_minloc= 37163; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.362; V_Sum= 6.46233e+07; V_sdev= 24.5176; V_rms= 211.786; V_adev= 20.3707; V_skew= -0.744941; V_kurt= -0.268256; V_minloc= 26372; V_maxloc= 2425; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.184; V_Sum= 6.73334e+07; V_sdev= 20.9116; V_rms= 220.18; V_adev= 17.3355; V_skew= -0.751673; V_kurt= -0.245318; V_minloc= 37161; V_maxloc= 1132; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.714; V_Sum= 6.74962e+07; V_sdev= 19.8488; V_rms= 220.609; V_adev= 16.4171; V_skew= -0.768037; V_kurt= -0.215512; V_minloc= 36561; V_maxloc= 3527; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 527; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.749; V_Sum= 6.78141e+07; V_sdev= 19.3114; V_rms= 221.592; V_adev= 15.9588; V_skew= -0.77462; V_kurt= -0.199899; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.53; V_Sum= 6.92828e+07; V_sdev= 16.5061; V_rms= 226.133; V_adev= 13.615; V_skew= -0.784007; V_kurt= -0.180798; V_minloc= 36561; V_maxloc= 2329; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.181; V_Sum= 6.979e+07; V_sdev= 15.4799; V_rms= 227.708; V_adev= 12.7378; V_skew= -0.796664; V_kurt= -0.148219; V_minloc= 30579; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.728; V_Sum= 6.99581e+07; V_sdev= 15.2435; V_rms= 228.238; V_adev= 12.5225; V_skew= -0.809295; V_kurt= -0.122683; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.748; V_Sum= 7.08857e+07; V_sdev= 14.225; V_rms= 231.186; V_adev= 11.658; V_skew= -0.819405; V_kurt= -0.0960243; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.698; V_Sum= 7.14847e+07; V_sdev= 13.1283; V_rms= 233.068; V_adev= 10.7362; V_skew= -0.830705; V_kurt= -0.0657209; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.838; V_Sum= 7.18351e+07; V_sdev= 11.7379; V_rms= 234.133; V_adev= 9.59765; V_skew= -0.833025; V_kurt= -0.066618; V_minloc= 37159; V_maxloc= 1130; V_min= 200; V_max= 254; V_minRowLoc= 559; V_minColLoc= 61; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.276; V_Sum= 7.22769e+07; V_sdev= 11.6586; V_rms= 235.565; V_adev= 9.51593; V_skew= -0.847088; V_kurt= -0.0296745; V_minloc= 29959; V_maxloc= 517; V_min= 202; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.007; V_Sum= 7.28085e+07; V_sdev= 10.6089; V_rms= 237.244; V_adev= 8.63208; V_skew= -0.850206; V_kurt= -0.00678409; V_minloc= 37161; V_maxloc= 1125; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.384; V_Sum= 7.29242e+07; V_sdev= 10.4125; V_rms= 237.612; V_adev= 8.47379; V_skew= -0.857875; V_kurt= -0.00258078; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.685; V_Sum= 7.33239e+07; V_sdev= 9.63099; V_rms= 238.879; V_adev= 7.82533; V_skew= -0.861437; V_kurt= 0.0158472; V_minloc= 29960; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.155; V_Sum= 7.31611e+07; V_sdev= 9.95761; V_rms= 238.363; V_adev= 8.0844; V_skew= -0.865025; V_kurt= 0.0220495; V_minloc= 29960; V_maxloc= 531; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 531; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.399; V_Sum= 7.41577e+07; V_sdev= 8.00508; V_rms= 241.531; V_adev= 6.48825; V_skew= -0.858591; V_kurt= 0.0214686; V_minloc= 32961; V_maxloc= 528; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 54; V_maxRowLoc= 528; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.928; V_Sum= 7.4013e+07; V_sdev= 8.29754; V_rms= 241.071; V_adev= 6.70458; V_skew= -0.878581; V_kurt= 0.0610505; V_minloc= 28183; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.545; V_Sum= 7.42026e+07; V_sdev= 7.91355; V_rms= 241.675; V_adev= 6.3984; V_skew= -0.875242; V_kurt= 0.0666056; V_minloc= 31760; V_maxloc= 526; V_min= 218; V_max= 255; V_minRowLoc= 560; V_minColLoc= 52; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.622; V_Sum= 7.39191e+07; V_sdev= 7.7672; V_rms= 240.747; V_adev= 6.283; V_skew= -0.86975; V_kurt= 0.0404787; V_minloc= 30547; V_maxloc= 579; V_min= 218; V_max= 254; V_minRowLoc= 547; V_minColLoc= 50; V_maxRowLoc= 579; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 3; V_numNaNs= 0; V_numINFs= 0; V_avg= 128; V_Sum= 384; V_sdev= 112; V_rms= 157.311; V_adev= 85.3333; V_skew= -0.349854; V_kurt= -2.33333; V_minloc= 2; V_maxloc= 0; V_min= 0; V_max= 208; V_startRow= 0; V_endRow= 2; V_npnts= 3; V_numNaNs= 0; V_numINFs= 0; V_avg= 18.5334; V_Sum= 55.6002; V_sdev= 22.3106; V_rms= 25.9871; V_adev= 16.509; V_skew= 0.257467; V_kurt= -2.33333; V_minloc= 2; V_maxloc= 1; V_min= 0; V_max= 43.2968; V_startRow= 0; V_endRow= 2; V_npnts= 1; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.3034; V_Sum= 12.3034; V_sdev= NaN; V_rms= 12.3034; V_adev= 0; V_skew= NaN; V_kurt= NaN; V_minloc= 0; V_maxloc= 0; V_min= 12.3034; V_max= 12.3034; V_startRow= 0; V_endRow= 0; V_npnts= 3; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.0222222; V_Sum= 0.0666667; V_sdev= 0.03849; V_rms= 0.03849; V_adev= 0.0296296; V_skew= 0.3849; V_kurt= -2.33333; V_minloc= 0; V_maxloc= 1; V_min= 0; V_max= 0.0666667; V_startRow= 0; V_endRow= 2; Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 149.904; V_Sum= 4.60506e+07; V_sdev= 56.1108; V_rms= 160.061; V_adev= 46.9981; V_skew= -0.622633; V_kurt= -0.436656; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 153.592; V_Sum= 4.71835e+07; V_sdev= 54.3586; V_rms= 162.928; V_adev= 45.519; V_skew= -0.633787; V_kurt= -0.426025; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.715; V_Sum= 4.90645e+07; V_sdev= 52.0246; V_rms= 167.975; V_adev= 43.5108; V_skew= -0.647466; V_kurt= -0.403069; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 164.622; V_Sum= 5.05719e+07; V_sdev= 50.2393; V_rms= 172.118; V_adev= 41.9953; V_skew= -0.650685; V_kurt= -0.397705; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.157; V_Sum= 5.44227e+07; V_sdev= 41.6201; V_rms= 181.98; V_adev= 34.811; V_skew= -0.656785; V_kurt= -0.402152; V_minloc= 74380; V_maxloc= 2925; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 182.431; V_Sum= 5.60427e+07; V_sdev= 39.6929; V_rms= 186.699; V_adev= 33.1997; V_skew= -0.665998; V_kurt= -0.3925; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.948; V_Sum= 5.80448e+07; V_sdev= 37.1096; V_rms= 192.558; V_adev= 31.0312; V_skew= -0.678675; V_kurt= -0.381627; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.649; V_Sum= 5.85674e+07; V_sdev= 35.3931; V_rms= 193.907; V_adev= 29.5906; V_skew= -0.684068; V_kurt= -0.373602; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.036; V_Sum= 5.86862e+07; V_sdev= 35.3631; V_rms= 194.281; V_adev= 29.5316; V_skew= -0.702123; V_kurt= -0.344938; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.958; V_Sum= 6.14272e+07; V_sdev= 31.0909; V_rms= 202.361; V_adev= 25.9143; V_skew= -0.716648; V_kurt= -0.31708; V_minloc= 35964; V_maxloc= 4126; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.475; V_Sum= 6.28148e+07; V_sdev= 28.4927; V_rms= 206.451; V_adev= 23.7603; V_skew= -0.716276; V_kurt= -0.316414; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.155; V_Sum= 6.24093e+07; V_sdev= 28.6281; V_rms= 205.162; V_adev= 23.8684; V_skew= -0.72294; V_kurt= -0.317884; V_minloc= 37162; V_maxloc= 4725; V_min= 125; V_max= 252; V_minRowLoc= 562; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.628; V_Sum= 6.34761e+07; V_sdev= 27.518; V_rms= 208.452; V_adev= 22.8825; V_skew= -0.740193; V_kurt= -0.281602; V_minloc= 37163; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.362; V_Sum= 6.46233e+07; V_sdev= 24.5176; V_rms= 211.786; V_adev= 20.3707; V_skew= -0.744941; V_kurt= -0.268256; V_minloc= 26372; V_maxloc= 2425; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.184; V_Sum= 6.73334e+07; V_sdev= 20.9116; V_rms= 220.18; V_adev= 17.3355; V_skew= -0.751673; V_kurt= -0.245318; V_minloc= 37161; V_maxloc= 1132; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.714; V_Sum= 6.74962e+07; V_sdev= 19.8488; V_rms= 220.609; V_adev= 16.4171; V_skew= -0.768037; V_kurt= -0.215512; V_minloc= 36561; V_maxloc= 3527; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 527; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.749; V_Sum= 6.78141e+07; V_sdev= 19.3114; V_rms= 221.592; V_adev= 15.9588; V_skew= -0.77462; V_kurt= -0.199899; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.53; V_Sum= 6.92828e+07; V_sdev= 16.5061; V_rms= 226.133; V_adev= 13.615; V_skew= -0.784007; V_kurt= -0.180798; V_minloc= 36561; V_maxloc= 2329; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.181; V_Sum= 6.979e+07; V_sdev= 15.4799; V_rms= 227.708; V_adev= 12.7378; V_skew= -0.796664; V_kurt= -0.148219; V_minloc= 30579; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.728; V_Sum= 6.99581e+07; V_sdev= 15.2435; V_rms= 228.238; V_adev= 12.5225; V_skew= -0.809295; V_kurt= -0.122683; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.748; V_Sum= 7.08857e+07; V_sdev= 14.225; V_rms= 231.186; V_adev= 11.658; V_skew= -0.819405; V_kurt= -0.0960243; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.698; V_Sum= 7.14847e+07; V_sdev= 13.1283; V_rms= 233.068; V_adev= 10.7362; V_skew= -0.830705; V_kurt= -0.0657209; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.838; V_Sum= 7.18351e+07; V_sdev= 11.7379; V_rms= 234.133; V_adev= 9.59765; V_skew= -0.833025; V_kurt= -0.066618; V_minloc= 37159; V_maxloc= 1130; V_min= 200; V_max= 254; V_minRowLoc= 559; V_minColLoc= 61; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.276; V_Sum= 7.22769e+07; V_sdev= 11.6586; V_rms= 235.565; V_adev= 9.51593; V_skew= -0.847088; V_kurt= -0.0296745; V_minloc= 29959; V_maxloc= 517; V_min= 202; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.007; V_Sum= 7.28085e+07; V_sdev= 10.6089; V_rms= 237.244; V_adev= 8.63208; V_skew= -0.850206; V_kurt= -0.00678409; V_minloc= 37161; V_maxloc= 1125; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.384; V_Sum= 7.29242e+07; V_sdev= 10.4125; V_rms= 237.612; V_adev= 8.47379; V_skew= -0.857875; V_kurt= -0.00258078; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.685; V_Sum= 7.33239e+07; V_sdev= 9.63099; V_rms= 238.879; V_adev= 7.82533; V_skew= -0.861437; V_kurt= 0.0158472; V_minloc= 29960; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.155; V_Sum= 7.31611e+07; V_sdev= 9.95761; V_rms= 238.363; V_adev= 8.0844; V_skew= -0.865025; V_kurt= 0.0220495; V_minloc= 29960; V_maxloc= 531; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 531; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.399; V_Sum= 7.41577e+07; V_sdev= 8.00508; V_rms= 241.531; V_adev= 6.48825; V_skew= -0.858591; V_kurt= 0.0214686; V_minloc= 32961; V_maxloc= 528; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 54; V_maxRowLoc= 528; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.928; V_Sum= 7.4013e+07; V_sdev= 8.29754; V_rms= 241.071; V_adev= 6.70458; V_skew= -0.878581; V_kurt= 0.0610505; V_minloc= 28183; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.545; V_Sum= 7.42026e+07; V_sdev= 7.91355; V_rms= 241.675; V_adev= 6.3984; V_skew= -0.875242; V_kurt= 0.0666056; V_minloc= 31760; V_maxloc= 526; V_min= 218; V_max= 255; V_minRowLoc= 560; V_minColLoc= 52; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.622; V_Sum= 7.39191e+07; V_sdev= 7.7672; V_rms= 240.747; V_adev= 6.283; V_skew= -0.86975; V_kurt= 0.0404787; V_minloc= 30547; V_maxloc= 579; V_min= 218; V_max= 254; V_minRowLoc= 547; V_minColLoc= 50; V_maxRowLoc= 579; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; Image from: 103107_c_05.tif V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 149.904; V_Sum= 4.60506e+07; V_sdev= 56.1108; V_rms= 160.061; V_adev= 46.9981; V_skew= -0.622633; V_kurt= -0.436656; V_minloc= 99976; V_maxloc= 526; V_min= 0; V_max= 250; V_minRowLoc= 376; V_minColLoc= 166; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 153.592; V_Sum= 4.71835e+07; V_sdev= 54.3586; V_rms= 162.928; V_adev= 45.519; V_skew= -0.633787; V_kurt= -0.426025; V_minloc= 77931; V_maxloc= 1128; V_min= 8; V_max= 250; V_minRowLoc= 531; V_minColLoc= 129; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 159.715; V_Sum= 4.90645e+07; V_sdev= 52.0246; V_rms= 167.975; V_adev= 43.5108; V_skew= -0.647466; V_kurt= -0.403069; V_minloc= 74979; V_maxloc= 2927; V_min= 20; V_max= 252; V_minRowLoc= 579; V_minColLoc= 124; V_maxRowLoc= 527; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 164.622; V_Sum= 5.05719e+07; V_sdev= 50.2393; V_rms= 172.118; V_adev= 41.9953; V_skew= -0.650685; V_kurt= -0.397705; V_minloc= 29960; V_maxloc= 4728; V_min= 30; V_max= 254; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 177.157; V_Sum= 5.44227e+07; V_sdev= 41.6201; V_rms= 181.98; V_adev= 34.811; V_skew= -0.656785; V_kurt= -0.402152; V_minloc= 74380; V_maxloc= 2925; V_min= 65; V_max= 250; V_minRowLoc= 580; V_minColLoc= 123; V_maxRowLoc= 525; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 182.431; V_Sum= 5.60427e+07; V_sdev= 39.6929; V_rms= 186.699; V_adev= 33.1997; V_skew= -0.665998; V_kurt= -0.3925; V_minloc= 31165; V_maxloc= 2325; V_min= 76; V_max= 252; V_minRowLoc= 565; V_minColLoc= 51; V_maxRowLoc= 525; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.948; V_Sum= 5.80448e+07; V_sdev= 37.1096; V_rms= 192.558; V_adev= 31.0312; V_skew= -0.678675; V_kurt= -0.381627; V_minloc= 35965; V_maxloc= 2326; V_min= 89; V_max= 254; V_minRowLoc= 565; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.649; V_Sum= 5.85674e+07; V_sdev= 35.3931; V_rms= 193.907; V_adev= 29.5906; V_skew= -0.684068; V_kurt= -0.373602; V_minloc= 34765; V_maxloc= 5925; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 57; V_maxRowLoc= 525; V_maxColLoc= 9; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 191.036; V_Sum= 5.86862e+07; V_sdev= 35.3631; V_rms= 194.281; V_adev= 29.5316; V_skew= -0.702123; V_kurt= -0.344938; V_minloc= 35365; V_maxloc= 6527; V_min= 95; V_max= 252; V_minRowLoc= 565; V_minColLoc= 58; V_maxRowLoc= 527; V_maxColLoc= 10; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 199.958; V_Sum= 6.14272e+07; V_sdev= 31.0909; V_rms= 202.361; V_adev= 25.9143; V_skew= -0.716648; V_kurt= -0.31708; V_minloc= 35964; V_maxloc= 4126; V_min= 115; V_max= 254; V_minRowLoc= 564; V_minColLoc= 59; V_maxRowLoc= 526; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.475; V_Sum= 6.28148e+07; V_sdev= 28.4927; V_rms= 206.451; V_adev= 23.7603; V_skew= -0.716276; V_kurt= -0.316414; V_minloc= 21588; V_maxloc= 3529; V_min= 127; V_max= 254; V_minRowLoc= 588; V_minColLoc= 35; V_maxRowLoc= 529; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 203.155; V_Sum= 6.24093e+07; V_sdev= 28.6281; V_rms= 205.162; V_adev= 23.8684; V_skew= -0.72294; V_kurt= -0.317884; V_minloc= 37162; V_maxloc= 4725; V_min= 125; V_max= 252; V_minRowLoc= 562; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.628; V_Sum= 6.34761e+07; V_sdev= 27.518; V_rms= 208.452; V_adev= 22.8825; V_skew= -0.740193; V_kurt= -0.281602; V_minloc= 37163; V_maxloc= 4729; V_min= 131; V_max= 254; V_minRowLoc= 563; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 7; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.362; V_Sum= 6.46233e+07; V_sdev= 24.5176; V_rms= 211.786; V_adev= 20.3707; V_skew= -0.744941; V_kurt= -0.268256; V_minloc= 26372; V_maxloc= 2425; V_min= 143; V_max= 252; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 25; V_maxColLoc= 4; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.184; V_Sum= 6.73334e+07; V_sdev= 20.9116; V_rms= 220.18; V_adev= 17.3355; V_skew= -0.751673; V_kurt= -0.245318; V_minloc= 37161; V_maxloc= 1132; V_min= 161; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 532; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 219.714; V_Sum= 6.74962e+07; V_sdev= 19.8488; V_rms= 220.609; V_adev= 16.4171; V_skew= -0.768037; V_kurt= -0.215512; V_minloc= 36561; V_maxloc= 3527; V_min= 164; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 527; V_maxColLoc= 5; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 220.749; V_Sum= 6.78141e+07; V_sdev= 19.3114; V_rms= 221.592; V_adev= 15.9588; V_skew= -0.77462; V_kurt= -0.199899; V_minloc= 26372; V_maxloc= 588; V_min= 167; V_max= 254; V_minRowLoc= 572; V_minColLoc= 43; V_maxRowLoc= 588; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.53; V_Sum= 6.92828e+07; V_sdev= 16.5061; V_rms= 226.133; V_adev= 13.615; V_skew= -0.784007; V_kurt= -0.180798; V_minloc= 36561; V_maxloc= 2329; V_min= 179; V_max= 254; V_minRowLoc= 561; V_minColLoc= 60; V_maxRowLoc= 529; V_maxColLoc= 3; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.181; V_Sum= 6.979e+07; V_sdev= 15.4799; V_rms= 227.708; V_adev= 12.7378; V_skew= -0.796664; V_kurt= -0.148219; V_minloc= 30579; V_maxloc= 3621; V_min= 184; V_max= 254; V_minRowLoc= 579; V_minColLoc= 50; V_maxRowLoc= 21; V_maxColLoc= 6; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.728; V_Sum= 6.99581e+07; V_sdev= 15.2435; V_rms= 228.238; V_adev= 12.5225; V_skew= -0.809295; V_kurt= -0.122683; V_minloc= 29980; V_maxloc= 1128; V_min= 185; V_max= 254; V_minRowLoc= 580; V_minColLoc= 49; V_maxRowLoc= 528; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.748; V_Sum= 7.08857e+07; V_sdev= 14.225; V_rms= 231.186; V_adev= 11.658; V_skew= -0.819405; V_kurt= -0.0960243; V_minloc= 37160; V_maxloc= 40; V_min= 190; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 40; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.698; V_Sum= 7.14847e+07; V_sdev= 13.1283; V_rms= 233.068; V_adev= 10.7362; V_skew= -0.830705; V_kurt= -0.0657209; V_minloc= 37160; V_maxloc= 529; V_min= 195; V_max= 255; V_minRowLoc= 560; V_minColLoc= 61; V_maxRowLoc= 529; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 233.838; V_Sum= 7.18351e+07; V_sdev= 11.7379; V_rms= 234.133; V_adev= 9.59765; V_skew= -0.833025; V_kurt= -0.066618; V_minloc= 37159; V_maxloc= 1130; V_min= 200; V_max= 254; V_minRowLoc= 559; V_minColLoc= 61; V_maxRowLoc= 530; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 235.276; V_Sum= 7.22769e+07; V_sdev= 11.6586; V_rms= 235.565; V_adev= 9.51593; V_skew= -0.847088; V_kurt= -0.0296745; V_minloc= 29959; V_maxloc= 517; V_min= 202; V_max= 255; V_minRowLoc= 559; V_minColLoc= 49; V_maxRowLoc= 517; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.007; V_Sum= 7.28085e+07; V_sdev= 10.6089; V_rms= 237.244; V_adev= 8.63208; V_skew= -0.850206; V_kurt= -0.00678409; V_minloc= 37161; V_maxloc= 1125; V_min= 206; V_max= 255; V_minRowLoc= 561; V_minColLoc= 61; V_maxRowLoc= 525; V_maxColLoc= 1; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 237.384; V_Sum= 7.29242e+07; V_sdev= 10.4125; V_rms= 237.612; V_adev= 8.47379; V_skew= -0.857875; V_kurt= -0.00258078; V_minloc= 38361; V_maxloc= 0; V_min= 207; V_max= 255; V_minRowLoc= 561; V_minColLoc= 63; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.685; V_Sum= 7.33239e+07; V_sdev= 9.63099; V_rms= 238.879; V_adev= 7.82533; V_skew= -0.861437; V_kurt= 0.0158472; V_minloc= 29960; V_maxloc= 0; V_min= 211; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 0; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 238.155; V_Sum= 7.31611e+07; V_sdev= 9.95761; V_rms= 238.363; V_adev= 8.0844; V_skew= -0.865025; V_kurt= 0.0220495; V_minloc= 29960; V_maxloc= 531; V_min= 209; V_max= 255; V_minRowLoc= 560; V_minColLoc= 49; V_maxRowLoc= 531; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.399; V_Sum= 7.41577e+07; V_sdev= 8.00508; V_rms= 241.531; V_adev= 6.48825; V_skew= -0.858591; V_kurt= 0.0214686; V_minloc= 32961; V_maxloc= 528; V_min= 218; V_max= 255; V_minRowLoc= 561; V_minColLoc= 54; V_maxRowLoc= 528; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.928; V_Sum= 7.4013e+07; V_sdev= 8.29754; V_rms= 241.071; V_adev= 6.70458; V_skew= -0.878581; V_kurt= 0.0610505; V_minloc= 28183; V_maxloc= 3; V_min= 217; V_max= 255; V_minRowLoc= 583; V_minColLoc= 46; V_maxRowLoc= 3; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 241.545; V_Sum= 7.42026e+07; V_sdev= 7.91355; V_rms= 241.675; V_adev= 6.3984; V_skew= -0.875242; V_kurt= 0.0666056; V_minloc= 31760; V_maxloc= 526; V_min= 218; V_max= 255; V_minRowLoc= 560; V_minColLoc= 52; V_maxRowLoc= 526; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 307200; V_numNaNs= 0; V_numINFs= 0; V_avg= 240.622; V_Sum= 7.39191e+07; V_sdev= 7.7672; V_rms= 240.747; V_adev= 6.283; V_skew= -0.86975; V_kurt= 0.0404787; V_minloc= 30547; V_maxloc= 579; V_min= 218; V_max= 254; V_minRowLoc= 547; V_minColLoc= 50; V_maxRowLoc= 579; V_maxColLoc= 0; V_startRow= 0; V_endRow= 307199; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 133.75; V_Sum= 2675; V_sdev= 36.102; V_rms= 138.301; V_adev= 15.175; V_skew= -2.14772; V_kurt= 7.06369; V_minloc= 19; V_maxloc= 0; V_min= 0; V_max= 199; V_startRow= 0; V_endRow= 19; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 25.5359; V_Sum= 510.717; V_sdev= 8.6213; V_rms= 26.8829; V_adev= 3.26821; V_skew= 0.259811; V_kurt= 5.77883; V_minloc= 19; V_maxloc= 18; V_min= 0; V_max= 52.7005; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 25.4454; V_Sum= 458.017; V_sdev= 1.13929; V_rms= 25.4695; V_adev= 0.753809; V_skew= -2.18196; V_kurt= 4.17096; V_minloc= 17; V_maxloc= 5; V_min= 21.6609; V_max= 26.3578; V_startRow= 0; V_endRow= 17; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.57; V_Sum= 11.4; V_sdev= 0.389016; V_rms= 0.684592; V_adev= 0.33; V_skew= 0.0367923; V_kurt= -1.41715; V_minloc= 0; V_maxloc= 18; V_min= 0; V_max= 1.2; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 4.61111; V_Sum= 83; V_sdev= 1.97451; V_rms= 4.99444; V_adev= 1.69753; V_skew= -0.957082; V_kurt= -0.477476; V_minloc= 17; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,3] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={26.063,-0.63561} V_chisq= 0.0375973;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 3;V_q= 1;V_Rab= -0.801784; V_Pr= -0.439042; W_sigma={0.115,0.92} Coefficient values one standard deviation a =26.063 0.115 b =-0.63561 0.92 Curve fit with data subrange: X_EXT[3,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={24.703,5.7276} V_chisq= 1.67633e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 3;V_endRow= 4;V_q= 1;V_Rab= -0.989949;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =24.703 1.#J b =5.7276 1.#J Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.721,1.9092} V_chisq= 6.40949e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.993884;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =25.721 1.#J b =1.9092 1.#J Curve fit with data subrange: X_EXT[5,6] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={29.239,-8.6442} V_chisq= 9.15079e-028;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 6;V_q= 1;V_Rab= -0.995893;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =29.239 1.#J b =-8.6442 1.#J Curve fit with data subrange: X_EXT[6,13] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={25.865,-0.096429} V_chisq= 0.0104143;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 6;V_endRow= 13;V_q= 1;V_Rab= -0.972125; V_Pr= -0.377964; W_sigma={0.0628,0.0964} Coefficient values one standard deviation a =25.865 0.0628 b =-0.096429 0.0964 Curve fit with data subrange: X_EXT[13,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={38.503,-14.347} V_chisq= 0.948851;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 13;V_endRow= 17;V_q= 1;V_Rab= -0.995585; V_Pr= -0.951855; W_sigma={2.68,2.67} Coefficient values one standard deviation a =38.503 2.68 b =-14.347 2.67 V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 12.0375; V_Sum= 240.75; V_sdev= 3.24918; V_rms= 12.4471; V_adev= 1.36575; V_skew= -2.14772; V_kurt= 7.06369; V_minloc= 19; V_maxloc= 0; V_min= 0; V_max= 17.91; V_startRow= 0; V_endRow= 19; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.29823; V_Sum= 45.9645; V_sdev= 0.775917; V_rms= 2.41946; V_adev= 0.294139; V_skew= 0.259811; V_kurt= 5.77883; V_minloc= 19; V_maxloc= 18; V_min= 0; V_max= 4.74304; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.29008; V_Sum= 41.2215; V_sdev= 0.102536; V_rms= 2.29225; V_adev= 0.0678428; V_skew= -2.18196; V_kurt= 4.17096; V_minloc= 17; V_maxloc= 5; V_min= 1.94948; V_max= 2.37221; V_startRow= 0; V_endRow= 17; V_npnts= 20; V_numNaNs= 0; V_numINFs= 0; V_avg= 0.57; V_Sum= 11.4; V_sdev= 0.389016; V_rms= 0.684592; V_adev= 0.33; V_skew= 0.0367923; V_kurt= -1.41715; V_minloc= 0; V_maxloc= 18; V_min= 0; V_max= 1.2; V_startRow= 0; V_endRow= 19; V_npnts= 18; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.66667; V_Sum= 102; V_sdev= 1.41421; V_rms= 5.83095; V_adev= 0.62963; V_skew= -3.56172; V_kurt= 11.3241; V_minloc= 17; V_maxloc= 0; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 17; Curve fit with data subrange: X_EXT[0,17] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={2.4051,-0.20299} V_chisq= 0.0900082;V_npnts= 18;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 17;V_q= 1;V_Rab= -0.853564; V_Pr= -0.704563; W_sigma={0.0339,0.0511} Coefficient values one standard deviation a =2.4051 0.0339 b =-0.20299 0.0511 path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.49675; V_Sum= 175.896; V_sdev= 3.37267; V_rms= 6.42134; V_adev= 2.97111; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 11.2686; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.48758; V_Sum= 164.627; V_sdev= 3.15731; V_rms= 6.30475; V_adev= 2.79173; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.33674; V_max= 10.7212; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.13333; V_Sum= 64; V_sdev= 1.90703; V_rms= 2.84019; V_adev= 1.52; V_skew= 1.22915; V_kurt= -0.0504337; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.6372,6.7822} V_chisq= 3.20475e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =1.6372 1.#J b =6.7822 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.587,-0.76368} V_chisq= 0.01134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.187,0.505} Coefficient values one standard deviation a =3.587 0.187 b =-0.76368 0.505 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.419,-26.212} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =15.419 1.#J b =-26.212 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3658,17.139} V_chisq= 0.158359;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={2.53,4.22} Coefficient values one standard deviation a =-7.3658 2.53 b =17.139 4.22 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.985,-12.454} V_chisq= 0.0376557;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={0.705,0.92} Coefficient values one standard deviation a =11.985 0.705 b =-12.454 0.92 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.5634,9.1277} V_chisq= 0.29716;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.998822; W_sigma={0.166,0.119} Coefficient values one standard deviation a =-6.5634 0.166 b =9.1277 0.119 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.346,-0.15935} V_chisq= 0.0242248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999602; V_Pr= -0.0960774; W_sigma={3.19,1.65} Coefficient values one standard deviation a =10.346 3.19 b =-0.15935 1.65 Curve fit with data subrange: X_EXT[27,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.64425,4.7251} V_chisq= 0.00134528;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 29;V_q= 1;V_Rab= -0.999652; V_Pr= 0.996628; W_sigma={0.803,0.389} Coefficient values one standard deviation a =0.64425 0.803 b =4.7251 0.389 SavePICT/E=-2 SavePICT/E=-2 ShowTools/A arrow Button rawdatabutton3 title="Raw Data",size={120,20},proc=RawDataButtonProc path: "C:Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" Excel 8.0 file load from worksheet "Sheet1" within workbook "CAb121907_03_01.xls" Name conflict making X, name changed to X_X Name conflict making Y, name changed to X_Y Text_1 not loaded, has less than 4 points Elapsed_Time loaded, numeric wave, 32 points X_X loaded, numeric wave, 32 points X_Y loaded, numeric wave, 32 points V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 44.625; V_Sum= 1428; V_sdev= 8.13098; V_rms= 45.3369; V_adev= 6.41406; V_skew= 0.387709; V_kurt= 0.123059; V_minloc= 8; V_maxloc= 31; V_min= 27; V_max= 66; V_startRow= 0; V_endRow= 31; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.49675; V_Sum= 175.896; V_sdev= 3.37267; V_rms= 6.42134; V_adev= 2.97111; V_skew= 0.330475; V_kurt= -1.40763; V_minloc= 31; V_maxloc= 30; V_min= 0; V_max= 11.2686; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 5.48758; V_Sum= 164.627; V_sdev= 3.15731; V_rms= 6.30475; V_adev= 2.79173; V_skew= 0.410339; V_kurt= -1.46223; V_minloc= 10; V_maxloc= 29; V_min= 1.33674; V_max= 10.7212; V_startRow= 0; V_endRow= 29; V_npnts= 32; V_numNaNs= 0; V_numINFs= 0; V_avg= 1.22944; V_Sum= 39.342; V_sdev= 0.625427; V_rms= 1.37494; V_adev= 0.533378; V_skew= 3.05675e-05; V_kurt= -1.31308; V_minloc= 0; V_maxloc= 31; V_min= 0.196317; V_max= 2.26282; V_startRow= 0; V_endRow= 31; V_npnts= 30; V_numNaNs= 0; V_numINFs= 0; V_avg= 2.13333; V_Sum= 64; V_sdev= 1.90703; V_rms= 2.84019; V_adev= 1.52; V_skew= 1.22915; V_kurt= -0.0504337; V_minloc= 29; V_maxloc= 1; V_min= 0; V_max= 6; V_startRow= 0; V_endRow= 29; Curve fit with data subrange: X_EXT[0,1] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={1.6372,6.7822} V_chisq= 3.20475e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 1;V_q= 1;V_Rab= -0.989712;V_Pr= 1; W_sigma={inf,inf} Coefficient values one standard deviation a =1.6372 1.#J b =6.7822 1.#J Curve fit with data subrange: X_EXT[1,4] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={3.587,-0.76368} V_chisq= 0.01134;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 4;V_q= 1;V_Rab= -0.979527; V_Pr= -0.730297; W_sigma={0.187,0.505} Coefficient values one standard deviation a =3.587 0.187 b =-0.76368 0.505 Curve fit with data subrange: X_EXT[4,5] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={15.419,-26.212} V_chisq= 3.15544e-030;V_npnts= 2;V_numNaNs= 0;V_numINFs= 0; V_startRow= 4;V_endRow= 5;V_q= 1;V_Rab= -0.997749;V_Pr= -1; W_sigma={inf,inf} Coefficient values one standard deviation a =15.419 1.#J b =-26.212 1.#J Curve fit with data subrange: X_EXT[5,7] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-7.3658,17.139} V_chisq= 0.158359;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 5;V_endRow= 7;V_q= 1;V_Rab= -0.995855;V_Pr= 0.970988; W_sigma={2.53,4.22} Coefficient values one standard deviation a =-7.3658 2.53 b =17.139 4.22 Curve fit with data subrange: X_EXT[7,10] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={11.985,-12.454} V_chisq= 0.0376557;V_npnts= 4;V_numNaNs= 0;V_numINFs= 0; V_startRow= 7;V_endRow= 10;V_q= 1;V_Rab= -0.995255; V_Pr= -0.994588; W_sigma={0.705,0.92} Coefficient values one standard deviation a =11.985 0.705 b =-12.454 0.92 Curve fit with data subrange: X_EXT[10,25] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={-6.5634,9.1277} V_chisq= 0.29716;V_npnts= 16;V_numNaNs= 0;V_numINFs= 0; V_startRow= 10;V_endRow= 25;V_q= 1;V_Rab= -0.975498; V_Pr= 0.998822; W_sigma={0.166,0.119} Coefficient values one standard deviation a =-6.5634 0.166 b =9.1277 0.119 Curve fit with data subrange: X_EXT[25,27] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={10.346,-0.15935} V_chisq= 0.0242248;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 25;V_endRow= 27;V_q= 1;V_Rab= -0.999602; V_Pr= -0.0960774; W_sigma={3.19,1.65} Coefficient values one standard deviation a =10.346 3.19 b =-0.15935 1.65 Curve fit with data subrange: X_EXT[27,29] fit_X_EXT= W_coef[0]+W_coef[1]*x W_coef={0.64425,4.7251} V_chisq= 0.00134528;V_npnts= 3;V_numNaNs= 0;V_numINFs= 0; V_startRow= 27;V_endRow= 29;V_q= 1;V_Rab= -0.999652; V_Pr= 0.996628; W_sigma={0.803,0.389} Coefficient values one standard deviation a =0.64425 0.803 b =4.7251 0.389 Edit X_EXTEvent Redimension/N=(-1,3) X_EXTEvent Button helpbutton3 title="HELP",size={120,20},proc=HelpButtonProc,fstyle=1;DelayUpdate Button helpbutton3 fColor=(65535,65535,65535),valueColor=(65280,0,0) HideTools/A Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 164.45; V_Sum= 5.95179e+07; V_sdev= 59.4077; V_rms= 174.852; V_adev= 50.4415; V_skew= -0.865444; V_kurt= -0.32118; V_minloc= 279445; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 349; V_minColLoc= 401; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.178; V_Sum= 6.15906e+07; V_sdev= 55.7746; V_rms= 179.084; V_adev= 47.3794; V_skew= -0.869953; V_kurt= -0.319822; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.357; V_Sum= 6.31034e+07; V_sdev= 53.1643; V_rms= 182.282; V_adev= 45.1783; V_skew= -0.871455; V_kurt= -0.320132; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.782; V_Sum= 6.28953e+07; V_sdev= 53.627; V_rms= 181.868; V_adev= 45.5569; V_skew= -0.875167; V_kurt= -0.313811; V_minloc= 240875; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 59; V_minColLoc= 346; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.053; V_Sum= 6.69743e+07; V_sdev= 46.9532; V_rms= 190.917; V_adev= 39.8584; V_skew= -0.876556; V_kurt= -0.307784; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 184.168; V_Sum= 6.6654e+07; V_sdev= 46.7283; V_rms= 190.003; V_adev= 39.6949; V_skew= -0.876964; V_kurt= -0.313719; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.332; V_Sum= 6.8161e+07; V_sdev= 44.9641; V_rms= 193.625; V_adev= 38.1748; V_skew= -0.88096; V_kurt= -0.306616; V_minloc= 301034; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 362; V_minColLoc= 432; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.748; V_Sum= 6.86738e+07; V_sdev= 43.0966; V_rms= 194.581; V_adev= 36.5966; V_skew= -0.883842; V_kurt= -0.30827; V_minloc= 225121; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 313; V_minColLoc= 323; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.883; V_Sum= 6.87226e+07; V_sdev= 43.1539; V_rms= 194.725; V_adev= 36.6606; V_skew= -0.883426; V_kurt= -0.311433; V_minloc= 229735; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 55; V_minColLoc= 330; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.317; V_Sum= 6.88797e+07; V_sdev= 43.809; V_rms= 195.295; V_adev= 37.227; V_skew= -0.88611; V_kurt= -0.31107; V_minloc= 229736; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 56; V_minColLoc= 330; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.357; V_Sum= 6.99797e+07; V_sdev= 40.7589; V_rms= 197.606; V_adev= 34.6229; V_skew= -0.88501; V_kurt= -0.310576; V_minloc= 285731; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 371; V_minColLoc= 410; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.181; V_Sum= 7.064e+07; V_sdev= 39.6068; V_rms= 199.159; V_adev= 33.6646; V_skew= -0.886214; V_kurt= -0.3132; V_minloc= 287130; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 378; V_minColLoc= 412; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.139; V_Sum= 7.31581e+07; V_sdev= 35.6838; V_rms= 205.264; V_adev= 30.2957; V_skew= -0.888634; V_kurt= -0.30082; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.786; V_Sum= 7.33922e+07; V_sdev= 35.3325; V_rms= 205.841; V_adev= 30.0059; V_skew= -0.893074; V_kurt= -0.29634; V_minloc= 285036; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 409; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.908; V_Sum= 7.41604e+07; V_sdev= 32.9829; V_rms= 207.546; V_adev= 28.0211; V_skew= -0.889444; V_kurt= -0.306333; V_minloc= 286427; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.022; V_Sum= 7.49252e+07; V_sdev= 31.6046; V_rms= 209.42; V_adev= 26.8485; V_skew= -0.894747; V_kurt= -0.299311; V_minloc= 286435; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.138; V_Sum= 7.46056e+07; V_sdev= 32.2914; V_rms= 208.652; V_adev= 27.3987; V_skew= -0.901221; V_kurt= -0.286997; V_minloc= 226949; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 53; V_minColLoc= 326; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.084; V_Sum= 7.60337e+07; V_sdev= 30.3275; V_rms= 212.262; V_adev= 25.6913; V_skew= -0.910161; V_kurt= -0.262775; V_minloc= 283642; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 370; V_minColLoc= 407; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.616; V_Sum= 7.62261e+07; V_sdev= 29.2077; V_rms= 212.631; V_adev= 24.7749; V_skew= -0.903496; V_kurt= -0.282371; V_minloc= 284338; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 370; V_minColLoc= 408; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.656; V_Sum= 7.62405e+07; V_sdev= 30.0358; V_rms= 212.786; V_adev= 25.4502; V_skew= -0.912744; V_kurt= -0.262338; V_minloc= 305903; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 359; V_minColLoc= 439; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.242; V_Sum= 7.5005e+07; V_sdev= 31.5537; V_rms= 209.63; V_adev= 26.7683; V_skew= -0.908618; V_kurt= -0.275176; V_minloc= 283642; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 370; V_minColLoc= 407; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.808; V_Sum= 7.62956e+07; V_sdev= 29.1458; V_rms= 212.813; V_adev= 24.6922; V_skew= -0.914828; V_kurt= -0.2568; V_minloc= 284338; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 370; V_minColLoc= 408; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.141; V_Sum= 7.7864e+07; V_sdev= 27.0721; V_rms= 216.838; V_adev= 22.9133; V_skew= -0.919649; V_kurt= -0.241035; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.819; V_Sum= 7.73853e+07; V_sdev= 28.0525; V_rms= 215.651; V_adev= 23.727; V_skew= -0.925143; V_kurt= -0.231522; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.088; V_Sum= 7.82067e+07; V_sdev= 26.3864; V_rms= 217.694; V_adev= 22.3035; V_skew= -0.92789; V_kurt= -0.224847; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 217.505; V_Sum= 7.87195e+07; V_sdev= 25.4238; V_rms= 218.986; V_adev= 21.486; V_skew= -0.929258; V_kurt= -0.218227; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.438; V_Sum= 7.79715e+07; V_sdev= 26.9938; V_rms= 217.123; V_adev= 22.8019; V_skew= -0.936618; V_kurt= -0.206578; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 217.153; V_Sum= 7.8592e+07; V_sdev= 24.9647; V_rms= 218.583; V_adev= 21.1019; V_skew= -0.932429; V_kurt= -0.218575; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.943; V_Sum= 7.92399e+07; V_sdev= 23.6558; V_rms= 220.217; V_adev= 19.964; V_skew= -0.942069; V_kurt= -0.193396; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.078; V_Sum= 8.03744e+07; V_sdev= 22.3344; V_rms= 223.198; V_adev= 18.8121; V_skew= -0.947812; V_kurt= -0.174487; V_minloc= 285727; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 367; V_minColLoc= 410; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.613; V_Sum= 8.09299e+07; V_sdev= 20.4605; V_rms= 224.547; V_adev= 17.2464; V_skew= -0.945615; V_kurt= -0.182906; V_minloc= 286423; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 367; V_minColLoc= 411; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.225; V_Sum= 8.15133e+07; V_sdev= 19.3674; V_rms= 226.056; V_adev= 16.3167; V_skew= -0.948682; V_kurt= -0.173353; V_minloc= 314267; V_maxloc= 2639; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 551; V_maxColLoc= 3; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.787; V_Sum= 8.24408e+07; V_sdev= 18.4065; V_rms= 228.53; V_adev= 15.4781; V_skew= -0.956376; V_kurt= -0.152562; V_minloc= 313571; V_maxloc= 607; V_min= 175; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.761; V_Sum= 8.17076e+07; V_sdev= 19.0575; V_rms= 226.564; V_adev= 16.0451; V_skew= -0.952954; V_kurt= -0.168194; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.133; V_Sum= 8.22041e+07; V_sdev= 18.8812; V_rms= 227.917; V_adev= 15.8763; V_skew= -0.959098; V_kurt= -0.152469; V_minloc= 306611; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.983; V_Sum= 8.35975e+07; V_sdev= 15.4788; V_rms= 231.501; V_adev= 13.036; V_skew= -0.946897; V_kurt= -0.183545; V_minloc= 286425; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 369; V_minColLoc= 411; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.071; V_Sum= 8.3991e+07; V_sdev= 14.7333; V_rms= 232.538; V_adev= 12.3916; V_skew= -0.952532; V_kurt= -0.161475; V_minloc= 280142; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 350; V_minColLoc= 402; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.729; V_Sum= 8.42292e+07; V_sdev= 15.0545; V_rms= 233.215; V_adev= 12.6481; V_skew= -0.960543; V_kurt= -0.14049; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; ShowTools/A arrow SetVariable timestep fColor=(13056,0,0) SetVariable timestep fColor=(52224,0,0) SetVariable timestep fstyle=1 SetVariable timestep fColor=(65535,65535,65535),labelBack=(52224,0,0) SetVariable xscale fstyle=1,fColor=(65535,65535,65535),labelBack=(52224,0,0) SetVariable xscale title=" X scale (um/pixel)" SetVariable yscalevar title=" Y scale (um/pixel)",fstyle=1;DelayUpdate SetVariable yscalevar fColor=(65535,65535,65535),labelBack=(52224,0,0) SetVariable timestep title=" Time Step (sec)" SetVariable setvar11 fstyle=1,fColor=(65535,65535,65535),labelBack=(52224,0,0) HideTools/A Image from: 040309#1_02.tif V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 164.45; V_Sum= 5.95179e+07; V_sdev= 59.4077; V_rms= 174.852; V_adev= 50.4415; V_skew= -0.865444; V_kurt= -0.32118; V_minloc= 279445; V_maxloc= 13917; V_min= 1; V_max= 254; V_minRowLoc= 349; V_minColLoc= 401; V_maxRowLoc= 693; V_maxColLoc= 19; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 170.178; V_Sum= 6.15906e+07; V_sdev= 55.7746; V_rms= 179.084; V_adev= 47.3794; V_skew= -0.869953; V_kurt= -0.319822; V_minloc= 309398; V_maxloc= 686; V_min= 16; V_max= 254; V_minRowLoc= 374; V_minColLoc= 444; V_maxRowLoc= 686; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 174.357; V_Sum= 6.31034e+07; V_sdev= 53.1643; V_rms= 182.282; V_adev= 45.1783; V_skew= -0.871455; V_kurt= -0.320132; V_minloc= 286426; V_maxloc= 1352; V_min= 28; V_max= 254; V_minRowLoc= 370; V_minColLoc= 411; V_maxRowLoc= 656; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 173.782; V_Sum= 6.28953e+07; V_sdev= 53.627; V_rms= 181.868; V_adev= 45.5569; V_skew= -0.875167; V_kurt= -0.313811; V_minloc= 240875; V_maxloc= 11106; V_min= 26; V_max= 254; V_minRowLoc= 59; V_minColLoc= 346; V_maxRowLoc= 666; V_maxColLoc= 15; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 185.053; V_Sum= 6.69743e+07; V_sdev= 46.9532; V_rms= 190.917; V_adev= 39.8584; V_skew= -0.876556; V_kurt= -0.307784; V_minloc= 286427; V_maxloc= 663; V_min= 55; V_max= 255; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 184.168; V_Sum= 6.6654e+07; V_sdev= 46.7283; V_rms= 190.003; V_adev= 39.6949; V_skew= -0.876964; V_kurt= -0.313719; V_minloc= 287124; V_maxloc= 3451; V_min= 55; V_max= 254; V_minRowLoc= 372; V_minColLoc= 412; V_maxRowLoc= 667; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 188.332; V_Sum= 6.8161e+07; V_sdev= 44.9641; V_rms= 193.625; V_adev= 38.1748; V_skew= -0.88096; V_kurt= -0.306616; V_minloc= 301034; V_maxloc= 682; V_min= 64; V_max= 255; V_minRowLoc= 362; V_minColLoc= 432; V_maxRowLoc= 682; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.748; V_Sum= 6.86738e+07; V_sdev= 43.0966; V_rms= 194.581; V_adev= 36.5966; V_skew= -0.883842; V_kurt= -0.30827; V_minloc= 225121; V_maxloc= 694; V_min= 72; V_max= 254; V_minRowLoc= 313; V_minColLoc= 323; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 189.883; V_Sum= 6.87226e+07; V_sdev= 43.1539; V_rms= 194.725; V_adev= 36.6606; V_skew= -0.883426; V_kurt= -0.311433; V_minloc= 229735; V_maxloc= 3456; V_min= 72; V_max= 254; V_minRowLoc= 55; V_minColLoc= 330; V_maxRowLoc= 672; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 190.317; V_Sum= 6.88797e+07; V_sdev= 43.809; V_rms= 195.295; V_adev= 37.227; V_skew= -0.88611; V_kurt= -0.31107; V_minloc= 229736; V_maxloc= 683; V_min= 70; V_max= 255; V_minRowLoc= 56; V_minColLoc= 330; V_maxRowLoc= 683; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 193.357; V_Sum= 6.99797e+07; V_sdev= 40.7589; V_rms= 197.606; V_adev= 34.6229; V_skew= -0.88501; V_kurt= -0.310576; V_minloc= 285731; V_maxloc= 6213; V_min= 81; V_max= 254; V_minRowLoc= 371; V_minColLoc= 410; V_maxRowLoc= 645; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 195.181; V_Sum= 7.064e+07; V_sdev= 39.6068; V_rms= 199.159; V_adev= 33.6646; V_skew= -0.886214; V_kurt= -0.3132; V_minloc= 287130; V_maxloc= 684; V_min= 86; V_max= 254; V_minRowLoc= 378; V_minColLoc= 412; V_maxRowLoc= 684; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.139; V_Sum= 7.31581e+07; V_sdev= 35.6838; V_rms= 205.264; V_adev= 30.2957; V_skew= -0.888634; V_kurt= -0.30082; V_minloc= 323310; V_maxloc= 1366; V_min= 103; V_max= 255; V_minRowLoc= 366; V_minColLoc= 464; V_maxRowLoc= 670; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 202.786; V_Sum= 7.33922e+07; V_sdev= 35.3325; V_rms= 205.841; V_adev= 30.0059; V_skew= -0.893074; V_kurt= -0.29634; V_minloc= 285036; V_maxloc= 694; V_min= 105; V_max= 255; V_minRowLoc= 372; V_minColLoc= 409; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 204.908; V_Sum= 7.41604e+07; V_sdev= 32.9829; V_rms= 207.546; V_adev= 28.0211; V_skew= -0.889444; V_kurt= -0.306333; V_minloc= 286427; V_maxloc= 691; V_min= 114; V_max= 254; V_minRowLoc= 371; V_minColLoc= 411; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.022; V_Sum= 7.49252e+07; V_sdev= 31.6046; V_rms= 209.42; V_adev= 26.8485; V_skew= -0.894747; V_kurt= -0.299311; V_minloc= 286435; V_maxloc= 2060; V_min= 120; V_max= 254; V_minRowLoc= 379; V_minColLoc= 411; V_maxRowLoc= 668; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 206.138; V_Sum= 7.46056e+07; V_sdev= 32.2914; V_rms= 208.652; V_adev= 27.3987; V_skew= -0.901221; V_kurt= -0.286997; V_minloc= 226949; V_maxloc= 685; V_min= 117; V_max= 254; V_minRowLoc= 53; V_minColLoc= 326; V_maxRowLoc= 685; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.084; V_Sum= 7.60337e+07; V_sdev= 30.3275; V_rms= 212.262; V_adev= 25.6913; V_skew= -0.910161; V_kurt= -0.262775; V_minloc= 283642; V_maxloc= 1369; V_min= 126; V_max= 255; V_minRowLoc= 370; V_minColLoc= 407; V_maxRowLoc= 673; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.616; V_Sum= 7.62261e+07; V_sdev= 29.2077; V_rms= 212.631; V_adev= 24.7749; V_skew= -0.903496; V_kurt= -0.282371; V_minloc= 284338; V_maxloc= 680; V_min= 130; V_max= 254; V_minRowLoc= 370; V_minColLoc= 408; V_maxRowLoc= 680; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.656; V_Sum= 7.62405e+07; V_sdev= 30.0358; V_rms= 212.786; V_adev= 25.4502; V_skew= -0.912744; V_kurt= -0.262338; V_minloc= 305903; V_maxloc= 3444; V_min= 127; V_max= 255; V_minRowLoc= 359; V_minColLoc= 439; V_maxRowLoc= 660; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 207.242; V_Sum= 7.5005e+07; V_sdev= 31.5537; V_rms= 209.63; V_adev= 26.7683; V_skew= -0.908618; V_kurt= -0.275176; V_minloc= 283642; V_maxloc= 694; V_min= 120; V_max= 254; V_minRowLoc= 370; V_minColLoc= 407; V_maxRowLoc= 694; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 210.808; V_Sum= 7.62956e+07; V_sdev= 29.1458; V_rms= 212.813; V_adev= 24.6922; V_skew= -0.914828; V_kurt= -0.2568; V_minloc= 284338; V_maxloc= 1388; V_min= 130; V_max= 254; V_minRowLoc= 370; V_minColLoc= 408; V_maxRowLoc= 692; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.141; V_Sum= 7.7864e+07; V_sdev= 27.0721; V_rms= 216.838; V_adev= 22.9133; V_skew= -0.919649; V_kurt= -0.241035; V_minloc= 314269; V_maxloc= 690; V_min= 139; V_max= 255; V_minRowLoc= 373; V_minColLoc= 451; V_maxRowLoc= 690; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 213.819; V_Sum= 7.73853e+07; V_sdev= 28.0525; V_rms= 215.651; V_adev= 23.727; V_skew= -0.925143; V_kurt= -0.231522; V_minloc= 314268; V_maxloc= 1387; V_min= 135; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 691; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 216.088; V_Sum= 7.82067e+07; V_sdev= 26.3864; V_rms= 217.694; V_adev= 22.3035; V_skew= -0.92789; V_kurt= -0.224847; V_minloc= 313571; V_maxloc= 1358; V_min= 142; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 662; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 217.505; V_Sum= 7.87195e+07; V_sdev= 25.4238; V_rms= 218.986; V_adev= 21.486; V_skew= -0.929258; V_kurt= -0.218227; V_minloc= 314268; V_maxloc= 653; V_min= 146; V_max= 255; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 653; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 215.438; V_Sum= 7.79715e+07; V_sdev= 26.9938; V_rms= 217.123; V_adev= 22.8019; V_skew= -0.936618; V_kurt= -0.206578; V_minloc= 313572; V_maxloc= 641; V_min= 139; V_max= 255; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 641; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 217.153; V_Sum= 7.8592e+07; V_sdev= 24.9647; V_rms= 218.583; V_adev= 21.1019; V_skew= -0.932429; V_kurt= -0.218575; V_minloc= 313572; V_maxloc= 677; V_min= 147; V_max= 254; V_minRowLoc= 372; V_minColLoc= 450; V_maxRowLoc= 677; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 218.943; V_Sum= 7.92399e+07; V_sdev= 23.6558; V_rms= 220.217; V_adev= 19.964; V_skew= -0.942069; V_kurt= -0.193396; V_minloc= 314268; V_maxloc= 2086; V_min= 152; V_max= 254; V_minRowLoc= 372; V_minColLoc= 451; V_maxRowLoc= 694; V_maxColLoc= 2; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 222.078; V_Sum= 8.03744e+07; V_sdev= 22.3344; V_rms= 223.198; V_adev= 18.8121; V_skew= -0.947812; V_kurt= -0.174487; V_minloc= 285727; V_maxloc= 6257; V_min= 159; V_max= 255; V_minRowLoc= 367; V_minColLoc= 410; V_maxRowLoc= 689; V_maxColLoc= 8; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 223.613; V_Sum= 8.09299e+07; V_sdev= 20.4605; V_rms= 224.547; V_adev= 17.2464; V_skew= -0.945615; V_kurt= -0.182906; V_minloc= 286423; V_maxloc= 1364; V_min= 166; V_max= 254; V_minRowLoc= 367; V_minColLoc= 411; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.225; V_Sum= 8.15133e+07; V_sdev= 19.3674; V_rms= 226.056; V_adev= 16.3167; V_skew= -0.948682; V_kurt= -0.173353; V_minloc= 314267; V_maxloc= 2639; V_min= 170; V_max= 254; V_minRowLoc= 371; V_minColLoc= 451; V_maxRowLoc= 551; V_maxColLoc= 3; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.787; V_Sum= 8.24408e+07; V_sdev= 18.4065; V_rms= 228.53; V_adev= 15.4781; V_skew= -0.956376; V_kurt= -0.152562; V_minloc= 313571; V_maxloc= 607; V_min= 175; V_max= 255; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 607; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 225.761; V_Sum= 8.17076e+07; V_sdev= 19.0575; V_rms= 226.564; V_adev= 16.0451; V_skew= -0.952954; V_kurt= -0.168194; V_minloc= 313571; V_maxloc= 663; V_min= 171; V_max= 254; V_minRowLoc= 371; V_minColLoc= 450; V_maxRowLoc= 663; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 227.133; V_Sum= 8.22041e+07; V_sdev= 18.8812; V_rms= 227.917; V_adev= 15.8763; V_skew= -0.959098; V_kurt= -0.152469; V_minloc= 306611; V_maxloc= 1364; V_min= 173; V_max= 255; V_minRowLoc= 371; V_minColLoc= 440; V_maxRowLoc= 668; V_maxColLoc= 1; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 230.983; V_Sum= 8.35975e+07; V_sdev= 15.4788; V_rms= 231.501; V_adev= 13.036; V_skew= -0.946897; V_kurt= -0.183545; V_minloc= 286425; V_maxloc= 3439; V_min= 187; V_max= 254; V_minRowLoc= 369; V_minColLoc= 411; V_maxRowLoc= 655; V_maxColLoc= 4; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.071; V_Sum= 8.3991e+07; V_sdev= 14.7333; V_rms= 232.538; V_adev= 12.3916; V_skew= -0.952532; V_kurt= -0.161475; V_minloc= 280142; V_maxloc= 658; V_min= 190; V_max= 254; V_minRowLoc= 350; V_minColLoc= 402; V_maxRowLoc= 658; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; V_npnts= 361920; V_numNaNs= 0; V_numINFs= 0; V_avg= 232.729; V_Sum= 8.42292e+07; V_sdev= 15.0545; V_rms= 233.215; V_adev= 12.6481; V_skew= -0.960543; V_kurt= -0.14049; V_minloc= 310091; V_maxloc= 691; V_min= 189; V_max= 255; V_minRowLoc= 371; V_minColLoc= 445; V_maxRowLoc= 691; V_maxColLoc= 0; V_startRow= 0; V_endRow= 361919; ShowTools/A arrow HideTools/A !2 PackagesV6s-V6!hŁ StackMovies-V6!莁$?3@>G!?frameRate$@ WM_WaveSelectorList-V6! WM3DImageSliderist-V6!h_ StackImageiderist-V6!g$?3@>G!?gLeftLimgRightLimB@gLayergOriginalHeightimageName", currimage StackImage0derist-V6!Ig$?3@>G!?gLeftLimgRightLim?@gLayergOriginalHeightimageName", currimage WMGrfBrowsererist-V6!ОI"$?3@>G!?prevHiddensContainsWave1WfpsStartWithve1WfpcurSelGNamee1WfpGraph0gCurWinNotee1Wfp'FpIŇwGrafListОI????&Graph0x1DIŚwGrafSelListОI?????zN`(œwWaveNameListОI????I0Icurrimageroot:wave namedata folder  WMAxisSlidererist-V6!`/ WMmpFittingerist-V6!ȖI$?3@>G!?gChiSquaregSaveSetgDoBaselineg1Widthg1ShapegCurPeakgNumPeaksgFitTypegPeakAmpgPeakPosgPeakWidthgVoigtShapegUseXFUNCsgPeakWidthFactorgFirstCoef@gNumCoef@gWantResultsTable?gIndPeakOffsetPercent$@gDoBaselineOffset?gDoBaselineTracegDoAutoPeakFind?gMinPeakFraction{Gz?gMinPeakNoiseFactorgNoiseEstFromAutoFindgSmoothEstFromAutoFindgYDataNamep^fgFitDataNamep^fgXDataNameep^fgResidsNamep^fgCurDataFolderp^fgCurPeakUpdateDummyUpdateCurPeakTag(gCurPeak) loadFolderPackaget-V6!$?3@>G!?folderPath`_none_baseNameh`wave WindowCoordinatest-V6!PWI6ikkW_windowCoordinatesPWI????ColorWaveEditorPanel35.445.2265.8394.40.2!&) currimage_WMUFest-V6!TIIdhistTId> ףp=@???@/Bp[EL3FGFFG!?S_TraceOffsetInfo< s *// Platform=WindowsNT, IGORVersion=6.121, architecture=Intel Silent 101 // use | as bitwise or -- not comment. NewPath/Z CurrPath "::::Bio:Maytansine:MTDynamics:Control:Control_MCF7_121907:" DefaultFont "Arial" MoveWindow/C 14.4,312.2,729,411.8 MoveWindow/P 54.6,152,654.6,531.2 Panel0() Window Panel0() : Panel PauseUpdate; Silent 1 // building window... NewPanel /W=(801,68,1272,561) SetDrawLayer UserBack SetDrawEnv linefgc= (65280,43520,0),fillfgc= (52224,52224,52224) DrawRect 521,534,-1,-1 SetDrawEnv fname= "Times New Roman",fsize= 11,fstyle= 1 DrawText 120,489,"MT-LHAP is created by Dr. Emin Oroudjev, UC Santa Barbara, USA" SetDrawEnv fsize= 40,fstyle= 1,textrgb= (0,39168,0) DrawText 8,46,"MT-LHAP" SetDrawEnv fstyle= 1 DrawText 180,41,"(Microtubule Life History Analysis Package)" SetDrawEnv fstyle= 1 DrawText 250,20,"v.2 (07 Jan. 2010)" SetDrawEnv linethick= 3,fillpat= 0 DrawRect 166,95,462,368 SetDrawEnv linethick= 3,fillpat= 0 DrawRect 10,95,166,265 SetDrawEnv linethick= 3,fillpat= 0 DrawRect 10,265,166,368 SetDrawEnv linethick= 3,fillpat= 0 DrawRect 10,55,462,95 Button loadimage,pos={23,131},size={120,20},proc=LoadImage,title="Load New Image" Button loadimage,fColor=(0,26112,0) SetVariable contrast,pos={23,157},size={103,20},bodyWidth=50,title="Contrast" SetVariable contrast,value= contrast SetVariable hbin,pos={23,178},size={116,20},bodyWidth=30,title="Horizontal Bin" SetVariable hbin,value= hbin SetVariable vbin,pos={23,199},size={101,20},bodyWidth=30,title="Vertical Bin" SetVariable vbin,value= vbin SetVariable timestep,pos={14,220},size={148,20},bodyWidth=30,title=" Time Step (sec)" SetVariable timestep,labelBack=(52224,0,0),fStyle=1,fColor=(65535,65535,65535) SetVariable timestep,value= timestep SetVariable xscale,pos={192,106},size={193,20},bodyWidth=60,title=" X scale (um/pixel)" SetVariable xscale,labelBack=(52224,0,0),fStyle=1,fColor=(65535,65535,65535) SetVariable xscale,value= xscale SetVariable yscalevar,pos={192,128},size={194,20},bodyWidth=60,title=" Y scale (um/pixel)" SetVariable yscalevar,labelBack=(52224,0,0),fStyle=1,fColor=(65535,65535,65535) SetVariable yscalevar,value= yscale SetVariable setvar2,pos={32,384},size={282,20},bodyWidth=200,title="Image Name" SetVariable setvar2,value= filenamestr,noedit= 1 Button blancbut,pos={332,407},size={120,20},proc=Blank,title="Blank Memory" Button blancbut,fColor=(13056,0,0) SetVariable setvar3,pos={81,429},size={233,20},bodyWidth=200,title="Note" SetVariable setvar3,value= notestr Button button1,pos={190,312},size={120,20},proc=ButtonProcAutoAnalyst,title="Auto Analysis" Button button1,fColor=(0,0,26112) SetVariable setvar5,pos={196,172},size={230,20},bodyWidth=60,title="growth slope cutoff (um/min)" SetVariable setvar5,value= gslopepar SetVariable setvar7,pos={196,238},size={238,20},bodyWidth=60,title="shorten. slope cutoff (um/min)" SetVariable setvar7,value= sslopepar SetVariable setvar8,pos={196,150},size={246,20},bodyWidth=60,title="attenuation duration cutoff (min)" SetVariable setvar8,value= adurpar Button button2,pos={23,287},size={120,20},proc=AdvLoadNewFile,title="Load New File" Button button2,fColor=(0,26112,0) SetVariable setvar4,pos={196,194},size={220,20},bodyWidth=60,title="growth distance cutoff (um)" SetVariable setvar4,value= gdispar SetVariable setvar6,pos={196,260},size={228,20},bodyWidth=60,title="shorten. distance cutoff (um)" SetVariable setvar6,value= sdispar SetVariable setvar9,pos={196,216},size={220,20},bodyWidth=60,title="growth duration cutoff (min)" SetVariable setvar9,value= gdurpar SetVariable setvar10,pos={196,282},size={228,20},bodyWidth=60,title="shorten. duration cutoff (min)" SetVariable setvar10,value= sdurpar SetVariable setvar11,pos={18,314},size={137,20},bodyWidth=60,title="Time coef." SetVariable setvar11,help={"Your time values will be multiplied by this coef. (For Metamorph files - use 1440, for RTM II - use 0.016666)"} SetVariable setvar11,labelBack=(52224,0,0),fStyle=1,fColor=(65535,65535,65535) SetVariable setvar11,value= timecon PopupMenu popup0,pos={61,64},size={350,24},proc=ExtMetSet,title="Method to calculate MT Life History" PopupMenu popup0,help={"Choose method to calculate MT life history"},fStyle=1 PopupMenu popup0,mode=2,popvalue="Tip_to_Tip",value= #"\"Ori_to_Tip;Tip_to_Tip\"" SetVariable setvar12,pos={48,406},size={266,20},bodyWidth=200,title="File Name" SetVariable setvar12,value= FileBaseName,noedit= 1 Button button0,pos={190,337},size={120,20},proc=UndoAnalysisButtonProc,title="Undo Last Analysis" Button button0,fColor=(26112,0,10240) Button button3EndAnalysis,pos={320,312},size={120,20},proc=Finalize_Prep,title="End Analysis" Button button3EndAnalysis,fColor=(65280,65280,0) Button rawdatabutton3,pos={332,382},size={120,20},proc=RawDataButtonProc,title="Raw Data" Button helpbutton3,pos={332,432},size={120,20},proc=HelpButtonProc,title="HELP" Button helpbutton3,fStyle=1,fColor=(65535,65535,65535),valueColor=(65280,0,0) EndMacro #pragma rtGlobals=1 // Use modern global access method. #include #include //#pragma rtGlobals=2 // Use modern global access method. #include #include #include #include #include variable/G gLayer, timestep variable /G startpoint, endpoint, lastpoint, cureventflag, preveventflag, duration, distance, slope variable/G shortrecord, shortdist, shortdur, cumshortdist, cumshortdur variable/G attenrecord,attendist, attendur, cumattendist, cumattendur string/G strcurim, filenamestr, probel variable/G currstep, totalstep variable/G contrast, hbin, vbin, timecon, extmet variable/G tracknum, imagenum variable/G gdurpar, gdispar, gslopepar, sdurpar, sdispar, sslopepar, adurpar Macro Probe(ctrlName) : ButtonControl String ctrlName CurveFit line X_EXT[pcsr(A),pcsr(B)] /X=X_TimeEXT /D K4=hcsr(A)-hcsr(B) if (K4 < 0) K4=K4*-1 endif K5=vcsr(A)-vcsr(B) if (K5 < 0) K5=K5*-1 endif End Function GrowthFix(ctrlName) : ButtonControl String ctrlName WAVE X_EXT=X_EXT WAVE X_TimeEXT=X_TimeEXT WAVE X_EXTEvent WAVE /T ResultsTableWave NVAR growthrecord NVAR recordpoint NVAR growthcount NVAR cumslopegrowth NVAR growthdur NVAR cumgrowthdur NVAR growthdist NVAR cumgrowthdist NVAR startpoint NVAR endpoint NVAR attenrecord NVAR attendist NVAR attendur NVAR cumattendist NVAR cumattendur NVAR attencount NVAR preveventflag NVAR resrecord NVAR rescount NVAR adurpar NVAR gdispar NVAR gslopepar NVAR gdurpar CurveFit line X_EXT[pcsr(A),pcsr(B)] /X=X_TimeEXT /D K4=hcsr(A)-hcsr(B) if (K4 < 0) K4=K4*-1 endif K5=vcsr(A)-vcsr(B) if (K5 < 0) K5=K5*-1 endif growthdur=hcsr(A)-hcsr(B) if (growthdur < 0) growthdur=growthdur*(-1) endif growthdist=vcsr(A)-vcsr(B) if (growthdist < 0) growthdist=growthdist*(-1) endif if (growthdur >= gdurpar && growthdist >= gdispar && K1 >= gslopepar) // then indeed growth if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=1 else X_EXTEvent[pcsr(B),pcsr(A)][0]=1 endif growthrecord=recordpoint + growthcount cumslopegrowth=cumslopegrowth + K1 cumgrowthdur=cumgrowthdur+growthdur ResultsTableWave[growthrecord][2]=num2str(K1) ResultsTableWave[growthrecord][3]=num2str(growthdur) ResultsTableWave[growthrecord][4]=num2str(growthdist) cumgrowthdist=cumgrowthdist+growthdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} growthcount=growthcount+1 if(preveventflag==3) //Rescue if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif resrecord=recordpoint + rescount //not needed? rescount=rescount+1 ResultsTableWave[recordpoint][12]=num2str(rescount) else endif preveventflag=1 else //Attenuation if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=3 else X_EXTEvent[pcsr(B),pcsr(A)][0]=3 endif attenrecord=recordpoint + attencount ResultsTableWave[attenrecord][8]=num2str(K1) ResultsTableWave[attenrecord][9]=num2str(growthdur) ResultsTableWave[attenrecord][10]=num2str(growthdist) cumattendur=cumattendur+growthdur cumattendist=cumattendist+growthdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} attencount=attencount+1 if(preveventflag==3) //Rescue if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif resrecord=recordpoint + rescount //not needed? rescount=rescount+1 ResultsTableWave[recordpoint][12]=num2str(rescount) else endif preveventflag=5 endif End Function AttenuationFix(ctrlName) : ButtonControl String ctrlName WAVE X_EXT=X_EXT WAVE X_TimeEXT=X_TimeEXT WAVE X_EXTEvent WAVE /T ResultsTableWave NVAR attenrecord NVAR attendist NVAR attendur NVAR cumattendist NVAR cumattendur NVAR recordpoint NVAR attencount NVAR preveventflag NVAR resrecord NVAR rescount if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=2 else X_EXTEvent[pcsr(B),pcsr(A)][0]=2 endif CurveFit line X_EXT[pcsr(A),pcsr(B)] /X=X_TimeEXT /D K4=hcsr(A)-hcsr(B) if (K4 < 0) K4=K4*-1 endif K5=vcsr(A)-vcsr(B) if (K5 < 0) K5=K5*-1 endif attendur=hcsr(A)-hcsr(B) if (attendur < 0) attendur=attendur*(-1) endif attendist=vcsr(A)-vcsr(B) if (attendist < 0) attendist=attendist*(-1) endif attenrecord=recordpoint + attencount ResultsTableWave[attenrecord][8]=num2str(K1) ResultsTableWave[attenrecord][9]=num2str(attendur) cumattendur=cumattendur+attendur ResultsTableWave[attenrecord][10]=num2str(attendist) cumattendist=cumattendist+attendist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} attencount=attencount+1 if(preveventflag==3) //Rescue if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif resrecord=recordpoint + rescount //not needed? rescount=rescount+1 ResultsTableWave[recordpoint][12]=num2str(rescount) else endif preveventflag=5 End Function ShorteningFix(ctrlName) : ButtonControl String ctrlName WAVE X_EXT=X_EXT WAVE X_TimeEXT=X_TimeEXT WAVE X_EXTEvent WAVE /T ResultsTableWave=ResultsTableWave NVAR shortrecord NVAR shortdist NVAR shortdur NVAR cumshortdist NVAR cumshortdur NVAR recordpoint NVAR shortecount NVAR cumslopeshort NVAR preveventflag NVAR catrecord NVAR catcount NVAR attenrecord NVAR attencount NVAR cumattendur NVAR cumattendist NVAR startpoint NVAR endpoint NVAR resrecord NVAR rescount NVAR sdispar NVAR adurpar NVAR sslopepar NVAR sdurpar CurveFit line X_EXT[pcsr(A),pcsr(B)] /X=X_TimeEXT /D K4=hcsr(A)-hcsr(B) if (K4 < 0) K4=K4*-1 endif K5=vcsr(A)-vcsr(B) if (K5 < 0) K5=K5*-1 endif shortdur=hcsr(A)-hcsr(B) if (shortdur < 0) shortdur=shortdur*(-1) endif shortdist=vcsr(A)-vcsr(B) if (shortdist < 0) shortdist=shortdist*(-1) endif if (shortdur >= sdurpar && shortdist >= (sdispar*(-1)) && K1 <= sslopepar) // then indeed shortening if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=-1 else X_EXTEvent[pcsr(B),pcsr(A)][0]=-1 endif shortrecord=recordpoint + shortecount ResultsTableWave[shortrecord][7]=num2str(shortdist) ResultsTableWave[shortrecord][5]=num2str(K1*(-1)) ResultsTableWave[shortrecord][6]=num2str(shortdur) cumshortdur=cumshortdur+shortdur cumslopeshort=cumslopeshort + (K1*(-1)) cumshortdist=cumshortdist+shortdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} shortecount=shortecount+1 if(preveventflag==1) //Catastrophe if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif catrecord=recordpoint + catcount //not needed? catcount=catcount+1 ResultsTableWave[recordpoint][11]=num2str(catcount) elseif (preveventflag==5) //Catastrophe if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif catrecord=recordpoint + catcount //not needed? catcount=catcount+1 ResultsTableWave[recordpoint][11]=num2str(catcount) else endif preveventflag=3 else //Attenuation if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=2 else X_EXTEvent[pcsr(B),pcsr(A)][0]=2 endif attenrecord=recordpoint + attencount ResultsTableWave[attenrecord][8]=num2str(K1) ResultsTableWave[attenrecord][9]=num2str(shortdur) ResultsTableWave[attenrecord][10]=num2str(shortdist) cumattendur=cumattendur+shortdur cumattendist=cumattendist+shortdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} attencount=attencount+1 if(preveventflag==3) //Rescue if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=3 else X_EXTEvent[pcsr(A)][1]=3 endif resrecord=recordpoint + rescount //not needed? rescount=rescount+1 ResultsTableWave[recordpoint][12]=num2str(rescount) else endif preveventflag=5 endif End Macro GrowthAssign(ctrlName) : ButtonControl String ctrlName, Variable/G growthrecord, growthdist, growthdur, cumgrowthdist, cumgrowthdur if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=1 else X_EXTEvent[pcsr(B),pcsr(A)][0]=1 endif growthrecord=recordpoint + growthcount $FileStatWave[growthrecord][2]=num2str(K1) cumslopegrowth=cumslopegrowth + K1 growthdur=hcsr(A)-hcsr(B) if (growthdur < 0) growthdur=growthdur*(-1) endif $FileStatWave[growthrecord][3]=num2str(growthdur) cumgrowthdur=cumgrowthdur+growthdur growthdist=vcsr(A)-vcsr(B) if (growthdist < 0) growthdist=growthdist*(-1) endif $FileStatWave[growthrecord][4]=num2str(growthdist) cumgrowthdist=cumgrowthdist+growthdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} growthcount=growthcount+1 End Macro AttenuationAssign(ctrlName) : ButtonControl String ctrlName Variable/G attenrecord,attendist, attendur, cumattendist, cumattendur if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=2 else X_EXTEvent[pcsr(B),pcsr(A)][0]=2 endif attenrecord=recordpoint + attencount $FileStatWave[attenrecord][8]=num2str(K1) attendur=hcsr(A)-hcsr(B) if (attendur < 0) attendur=attendur*(-1) endif $FileStatWave[attenrecord][9]=num2str(attendur) cumattendur=cumattendur+attendur attendist=vcsr(A)-vcsr(B) if (attendist < 0) attendist=attendist*(-1) endif $FileStatWave[attenrecord][10]=num2str(attendist) cumattendist=cumattendist+attendist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} attencount=attencount+1 End Macro ShorteningAssign(ctrlName) : ButtonControl String ctrlName Variable/G shortrecord, shortdist, shortdur, cumshortdist, cumshortdur if (pcsr(A) < pcsr(B)) X_EXTEvent[pcsr(A),pcsr(B)][0]=-1 else X_EXTEvent[pcsr(B),pcsr(A)][0]=-1 endif shortrecord=recordpoint + shortecount $FileStatWave[shortrecord][5]=num2str(K1*(-1)) cumslopeshort=cumslopeshort + (K1*(-1)) shortdur=hcsr(A)-hcsr(B) if (shortdur < 0) shortdur=shortdur*(-1) endif $FileStatWave[shortrecord][6]=num2str(shortdur) cumshortdur=cumshortdur+shortdur shortdist=vcsr(A)-vcsr(B) if (shortdist < 0) shortdist=shortdist*(-1) endif $FileStatWave[shortrecord][7]=num2str(shortdist) cumshortdist=cumshortdist+shortdist ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} shortecount=shortecount+1 End Macro CatastropheAssign(ctrlName) : ButtonControl String ctrlName Variable/G catrecord if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=5 else X_EXTEvent[pcsr(A)][1]=5 endif catrecord=recordpoint + catcount ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} catcount=catcount+1 $FileStatWave[recordpoint][11]=num2str(catcount) End Macro RescueAssign(ctrlName) : ButtonControl String ctrlName Variable/G resrecord if (pcsr(A) > pcsr(B)) X_EXTEvent[pcsr(B)][1]=4 else X_EXTEvent[pcsr(A)][1]=4 endif resrecord=recordpoint + rescount ModifyGraph zmrkSize(X_EXT)={X_EXTEvent[*][1],1,20,2,30};DelayUpdate ModifyGraph zColor(X_EXT)={X_EXTEvent[*][0],-1,2,BlueRedGreen} rescount=rescount+1 $FileStatWave[recordpoint][12]=num2str(rescount) End Macro SetActiveDirectory(ctrlName) : ButtonControl String ctrlName NewPath /C/O/M="Specify folder with tracking data (MS Excel files)" CurrPath PathInfo /S CurrPath End Macro LoadImage(ctrlName) : ButtonControl String ctrlName string/G strcurim, filenamestr variable/G currstep, totalstep variable/G contrast, hbin, vbin variable/G tracknum, imagenum ImageLoad/T=tiff/O/S=0/C=10000/N=currimage // use /RAT for taqs, use /LR3D to load stack as a stack filenamestr=S_fileName totalstep=V_numImages currstep=0 do strcurim="currimage"+num2str(currstep) ImageHistModification /C=(contrast)/O/A/H=(hbin)/V=(vbin) $strcurim ImageTransform/O invert $strcurim currstep=currstep+1 while (currstep1) Finalize_Prep (ctrlName) endif End Macro RecOri(ctrlName) : ButtonControl String ctrlName string/G timewave, Xwave, Ywave variable/G tracknum, imagenum, currstep timewave="Elapsed_Time_"+num2str(imagenum)+"_track_"+num2str(tracknum) Xwave="X_"+num2str(imagenum)+"_track_"+num2str(tracknum) Ywave="Y_"+num2str(imagenum)+"_track_"+num2str(tracknum) Make /O/D/N=(2) $timewave Make /O/D/N=(2) $Xwave Make /O/D/N=(2) $Ywave $timewave[0]=0 $Xwave[0]=xcsr(B) $Ywave[0]=vcsr(B) currstep=0 tracknum=tracknum+1 prevfilename=filenamestr+"___"+num2str(tracknum) gLayer=root:Packages:WM3DImageSlider:StackImage:gLayer currimage [(xcsr(B)-1),(xcsr(B)+1)][(vcsr(B)-1),(vcsr(B)+1)][gLayer]=255 Finalize_Prep (ctrlName) End Macro RecordTipPosition(ctrlName) : ButtonControl String ctrlName gLayer=root:Packages:WM3DImageSlider:StackImage:gLayer currimage [(xcsr(A)-1),(xcsr(A)+1)][(vcsr(A)-1),(vcsr(A)+1)][gLayer]=0 currimage [(xcsr(B)-1),(xcsr(B)+1)][(vcsr(B)-1),(vcsr(B)+1)][gLayer]=255 currstep=currstep+1 InsertPoints currstep, 1, $timewave InsertPoints currstep, 1, $Xwave InsertPoints currstep, 1, $Ywave $timewave[currstep]=(currstep*timestep)/60 $Xwave[currstep]=xcsr(A) $Ywave[currstep]=vcsr(A) root:Packages:WM3DImageSlider:StackImage:gLayer=root:Packages:WM3DImageSlider:StackImage:gLayer+1 WM3DImageSliderProc("",0,0) End Macro Initialize(ctrlName) : ButtonControl String ctrlName Make/O/D/N=(1) X_EXT Make/O/D/N=(1) X_TimeEXT Make/O/D/N=(1) fit_X_EXT fit_X_EXT=0 Display /N=LifeHistoryPlotWindow X_EXT vs X_TimeEXT ModifyGraph height=300 ModifyGraph width=400 ModifyGraph marker=19 ModifyGraph lSize=0.5 ModifyGraph msize=2 ModifyGraph lStyle=1 ModifyGraph mode=4 ShowInfo AppendToGraph fit_X_EXT Label left "Calculated MT Length, microns" Label bottom "Elapsed Time, minutes" Button button3 title="Probe",size={50,20},pos={180,1},proc=Probe,fColor=(65535,65535,65535) Button button4 title="Growth",pos={240,1},proc=GrowthAssign,fColor=(13056,4352,0) Button button5 title="Atten.",pos={300,1},proc=AttenuationAssign,fColor=(0,13056,0) Button button6 title="Shorten.",pos={360,1},proc=ShorteningAssign,fColor=(0,0,13056),size={60,20} Button button7 title="Catast.",pos={430,1},proc=CatastropheAssign,fColor=(65280,0,0) Button button8 title="Rescue",pos={490,1},proc=RescueAssign,fColor=(16384,65280,41216), size={60,20} ValDisplay Slope title="Slope (u/min)",pos={650,1},bodyWidth=60,value=K1 ValDisplay DeltaTime title="DeltaTime (min)",pos={650,20},bodyWidth=60,value=K4 ValDisplay DeltaExt title="DeltaExt (u)",pos={650,40},bodyWidth=60,value=K5 Make/N=1/D/O/T filenamelistwave //to store file base names KillWaves/Z ResultsTableWave DeletePoints 0, 1, filenamelistwave String /G FileStatWave, Datestr, Timestr Variable /G Datevar, Timevar, recordpoint FileStatWave="ResultsTableWave" Make/N=(1200,18)/D/O/T $FileStatWave $FileStatWave[0][0] = "Image Name" $FileStatWave[0][1] = "Note" $FileStatWave[0][2]="Growth Rate" $FileStatWave[0][3]="Growth Dur." $FileStatWave[0][4]="Growth Length" $FileStatWave[0][5]="Short. Rate" $FileStatWave[0][6]="Short. Dur." $FileStatWave[0][7]="Short. Length" $FileStatWave[0][8]="Atten. Rate" $FileStatWave[0][9]="Atten. Dur." $FileStatWave[0][10]="Atten. Length" $FileStatWave[0][11]="Cat. Events" $FileStatWave[0][12]="Res. Events" $FileStatWave[0][13]="Cat. Frequency" $FileStatWave[0][14]="Res. Frequency" $FileStatWave[0][15]="Cat. Length" $FileStatWave[0][16]="Res. Length" $FileStatWave[0][17]="Dynamicity" Edit $FileStatWave ModifyTable alignment=1,width=55 recordpoint=1 End Macro LifeHistoryPlot(ctrlName) : ButtonControl String ctrlName Duplicate/O $timewave X_TimeEXT Variable/G xscale, yscale Variable/G maxdata, slope, duration, distance variable direcpar, extval, mindata currstep=0 WaveStats $Xwave totalstep=V_npnts Duplicate/O $Xwave X_EXT X_EXT=0 $Xwave=$Xwave*xscale $Ywave=$Ywave*yscale if (extmet==1) //Ori_to_Tip mode of distance calculation do X_EXT [currstep]=sqrt(($Xwave[(currstep+1)]-$Xwave[0])^2+($Ywave[(currstep+1)]-$Ywave[0])^2) currstep=currstep+1 while(currstep < (totalstep-1)) else(extmet==2) X_EXT [currstep]=sqrt(($Xwave[(currstep+1)]-$Xwave[0])^2+($Ywave[(currstep+1)]-$Ywave[0])^2) // first point is Ori_to_Tip X_EXT [currstep]=X_EXT [currstep]*4 currstep=currstep+1 do direcpar=(sqrt(($Xwave[(currstep+1)]-$Xwave[0])^2+($Ywave[(currstep+1)]-$Ywave[0])^2))-(sqrt(($Xwave[(currstep)]-$Xwave[0])^2+($Ywave[(currstep)]-$Ywave[0])^2))// see if Growth, Attenuation or Shortening if (direcpar > 0) // if Growth extval=sqrt(($Xwave[(currstep+1)]-$Xwave[currstep])^2+($Ywave[(currstep+1)]-$Ywave[currstep])^2) X_EXT [currstep]=X_EXT [currstep-1]+extval endif if (direcpar < 0) // if Shortening extval=sqrt(($Xwave[(currstep+1)]-$Xwave[currstep])^2+($Ywave[(currstep+1)]-$Ywave[currstep])^2) X_EXT [currstep]=X_EXT [currstep-1]-extval endif if (direcpar == 0) // if Attenuation X_EXT [currstep]=X_EXT [currstep-1] endif currstep=currstep+1 while(currstep < (totalstep-1)) endif WaveStats X_EXT DeletePoints (V_npnts-2), 2, X_EXT WaveStats X_EXT maxdata=V_max*1.2 mindata=V_min*0.8 totalstep=V_npnts Duplicate /O X_EXT eventwave // create Events wave eventwave=0 Duplicate /O X_EXT X_EXTEvent // create Second Events wave Redimension/N=(-1,2) X_EXTEvent //add one more dimension X_EXTEvent=1 WaveStats X_TimeEXT DeletePoints (V_npnts-2), 2, X_TimeEXT SetAxis /W=LifeHistoryPlotWindow left mindata, maxdata ModifyGraph /W=LifeHistoryPlotWindow marker=19 cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, 0 cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, 1 currstep=0 //create events do duration=X_TimeEXT[(currstep+1)] - X_TimeEXT[currstep] distance=X_EXT[(currstep+1)] - X_EXT[currstep] slope=distance/duration if (slope >= gslopepar) // if G or GS if (duration >= gdurpar && distance >= gdispar) eventwave [currstep]=1 //G else eventwave [currstep]=2 //GS endif endif if (slope <= sslopepar) // if S or SS if (duration >= sdurpar && distance <= sdispar) eventwave [currstep]=3 //S else eventwave [currstep]=4 //SS endif endif if (slope >sslopepar) // if A or AS if (slope < gslopepar) // if A or AS if (duration >= adurpar) eventwave [currstep]=5 //A else eventwave [currstep]=6 //AS endif endif endif currstep=currstep+1 while(currstep < (totalstep-1)) ModifyGraph /W=LifeHistoryPlotWindow /Z zColor(X_EXT)={eventwave,1,6,Rainbow16,0} End Macro AdvLoadNewFile(ctrlName) : ButtonControl String ctrlName variable/G metid string /G prevfilename, FileBaseName NewPath /C/O/M="Specify folder with tracking data (MS Excel files)" CurrPath PathInfo /S CurrPath prevfilename=FileBaseName // Finalize Calculations from old file first if (imagenum < 1) Initialize (ctrlName) endif if (imagenum >=1) Finalize_Prep (ctrlName) endif //Load Data From New File XLLoadWave /P=CurrPath /R=(A2,D1600)/W=2/O/D/K=4 //loading Excel file FileBaseName=S_fileName //to create base name for current file $FileStatWave[recordpoint][0] = FileBaseName Elapsed_Time=Elapsed_Time*timecon //convert to minutes timewave="Elapsed_Time"+FileBaseName Xwave="Xwave"+FileBaseName Ywave="Ywave"+FileBaseName Duplicate /O Elapsed_Time, $timewave Duplicate /O X_X, $Xwave Duplicate /O X_Y, $Ywave imagenum=imagenum+1 LifeHistoryPlot(ctrlName) End Function UndoAnalysisButtonProc(ba) : ButtonControl STRUCT WMButtonAction &ba NVAR cumslopegrowth SVAR notestr SVAR prevfilename NVAR cumslopeshort NVAR averslopeshort NVAR averslopegrowth NVAR cumgrowthdist NVAR cumgrowthdur NVAR cumattendist NVAR cumattendur NVAR cumshortdist NVAR cumshortdur NVAR DeltaExt NVAR DeltaTime NVAR growthcount NVAR shortecount NVAR attencount NVAR rescount NVAR catcount NVAR curpoint NVAR recordpoint NVAR maxrecord WAVE/T ResultsTableWave=ResultsTableWave WAVE X_EXTEvent=X_EXTEvent switch( ba.eventCode ) case 2: // mouse up // click code here // establish max record value if (attencount <= growthcount) if (growthcount > shortecount) maxrecord=growthcount+1 else maxrecord=shortecount+1 endif endif if (attencount >= growthcount) if (attencount > shortecount) maxrecord=attencount+1 else maxrecord=shortecount+1 endif endif //bring these variables to 0 cumslopegrowth=0 cumslopeshort=0 averslopeshort=0 averslopegrowth=0 cumgrowthdist=0 cumgrowthdur=0 cumattendist=0 cumattendur=0 cumshortdist=0 cumshortdur=0 DeltaExt=0 DeltaTime=0 growthcount=0 shortecount=0 attencount=0 rescount=0 catcount=0 curpoint=0 DeletePoints recordpoint,(maxrecord+1), ResultsTableWave // delete records InsertPoints recordpoint,(maxrecord+1), ResultsTableWave // add points // add new records ResultsTableWave[recordpoint][1] = notestr ResultsTableWave[recordpoint][0] = prevfilename ModifyGraph /W=LifeHistoryPlotWindow /Z zColor(X_EXT)={eventwave,1,6,Rainbow16,0} X_EXTEvent=1 break endswitch return 0 End Macro Finalize_Prep (ctrlName) : ButtonControl String ctrlName variable/G metid, cumslopegrowth, cumslopeshort, averslopeshort, averslopegrowth, cumgrowthdist variable/G cumgrowthdur, cumattendist, cumattendur, cumshortdist, cumshortdur, DeltaExt, DeltaTime variable/G growthcount, shortecount, attencount, rescount, catcount, curpoint, maxrecord string /G prevfilename, notestr // Finalize Calculations from old file first if (recordpoint > 0) averslopeshort=cumslopeshort/shortecount averslopegrowth=cumslopegrowth/growthcount if (catcount != 0) $FileStatWave[recordpoint][13]=num2str(catcount/(cumgrowthdur+cumattendur)) $FileStatWave[recordpoint][15]=num2str(catcount/cumgrowthdist) endif if (rescount != 0) $FileStatWave[recordpoint][14]=num2str(rescount/cumshortdur) $FileStatWave[recordpoint][16]=num2str(rescount/cumshortdist) endif $FileStatWave[recordpoint][17]=num2str(((averslopegrowth*cumgrowthdur)+(averslopeshort*cumshortdur))/(cumgrowthdur+cumshortdur+cumattendur)) endif //bring these variables to 0 cumslopegrowth=0 cumslopeshort=0 averslopeshort=0 averslopegrowth=0 cumgrowthdist=0 cumgrowthdur=0 cumattendist=0 cumattendur=0 cumshortdist=0 cumshortdur=0 DeltaExt=0 DeltaTime=0 curpoint=0 //////////////////////////////////// if (attencount <= growthcount) if (growthcount > shortecount) maxrecord=growthcount+1 else maxrecord=shortecount+1 endif endif if (attencount >= growthcount) if (attencount > shortecount) maxrecord=attencount+1 else maxrecord=shortecount+1 endif endif $FileStatWave[recordpoint][1] = notestr recordpoint=recordpoint+maxrecord $FileStatWave[recordpoint][0] = prevfilename $FileStatWave[(recordpoint-1)][0] = " " growthcount=0 shortecount=0 attencount=0 rescount=0 catcount=0 // add space to ResultsTableWave if needed WaveStats $FileStatWave if (V_npnts < (recordpoint+100)) InsertPoints recordpoint, 100, $FileStatWave endif End Macro Blank(ctrlName) : ButtonControl String ctrlName imagenum=0 tracknum=0 recordpoint=0 startpoint=-1 endpoint=0 lastpoint=0 growthrecord=0 growthcount=0 cumslopegrowth=0 growthdur=0 cumgrowthdur=0 growthdist=0 cumgrowthdist=0 maxrecord=0 growthcount=0 shortecount=0 attencount=0 rescount=0 catcount=0 filenamestr="" FileBaseName="" notestr="" KillWaves/A/Z End Function ButtonProcAutoAnalyst(ctrlName) : ButtonControl String ctrlName String/G report NVAR startpoint NVAR endpoint NVAR lastpoint NVAR cureventflag NVAR preveventflag NVAR duration NVAR distance NVAR slope startpoint=-1 endpoint=0 cureventflag=0 preveventflag=0 report="fail" WAVE eventwave=eventwave //event wave WAVE X_TimeEXT=X_TimeEXT WAVE X_EXT=X_EXT WaveStats eventwave lastpoint=V_npnts do do if (eventwave[endpoint]==1 || eventwave[endpoint]==2) //if G or GS do //do-while inner cycle to allow break statement if (eventwave[(endpoint+1)]==1 || eventwave[(endpoint+1)]==2) //if next event is G or GS endpoint=endpoint+1 //if yes, continue this event cureventflag=1 break //exit to main do-while cycle elseif (eventwave[(endpoint+1)]==6 || eventwave[(endpoint+1)]==4) //if next event is AS or SS if (eventwave[(endpoint+2)]==1 || eventwave[(endpoint+2)]==2) // then check if next-next event is G or GS endpoint=endpoint+2 // if yes, continue this event cureventflag=1 break //exit to main do-while cycle else //fix this event as Growth or Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) GrowthFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif else // if A or S //fix this event as Growth or Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) GrowthFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif break while (1) // end of do-while inner cycle to allow break statement if (cureventflag==0) //break to main do-while cycle break endif elseif (eventwave[endpoint]==3 || eventwave[endpoint]==4) // if S or SS do //do-while inner cycle to allow break statement if (eventwave[(endpoint+1)]==3 || eventwave[(endpoint+1)]==4) //if next event is S or SS endpoint=endpoint+1 //if yes, continue this event cureventflag=3 break //exit to main do-while cycle elseif (eventwave[(endpoint+1)]==6 || eventwave[(endpoint+1)]==2) //if next event is AS or GS if (eventwave[(endpoint+2)]==3 || eventwave[(endpoint+2)]==4) // then check if next-next event is S or SS endpoint=endpoint+2 // if yes, continue this event cureventflag=3 break //exit to main do-while cycle else //fix this event as Shortening or Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) ShorteningFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif else // if A or G //fix this event as Shortening or Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) ShorteningFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif while (1) // end of do-while inner cycle to allow break statement if (cureventflag==0) //break to main do-while cycle break endif else // if A or AS do //do-while inner cycle to allow break statement if (eventwave[(endpoint+1)]==5 || eventwave[(endpoint+1)]==6) //if next event is A or AS endpoint=endpoint+1 //if yes, continue this event cureventflag=5 break //exit to main do-while cycle elseif (eventwave[(endpoint+1)]==4 || eventwave[(endpoint+1)]==2) //if next event is SS or GS if (eventwave[(endpoint+2)]==5 || eventwave[(endpoint+2)]==6) // then check if next-next event is A or AS endpoint=endpoint+2 // if yes, continue this event cureventflag=5 break //exit to main do-while cycle else //fix this event as Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) AttenuationFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif else // if S or G //fix this event as Attenuation cursor /W=LifeHistoryPlotWindow /A=1/P A, X_EXT, (startpoint+1) cursor /W=LifeHistoryPlotWindow /A=1/P B, X_EXT, (endpoint+1) AttenuationFix(ctrlName) cureventflag=0 startpoint=endpoint endpoint=endpoint+1 break //exit to main do-while cycle endif while (1) // end of do-while inner cycle to allow break statement if (cureventflag==0) //break to main do-while cycle break endif endif //exit to main do-while cycle while (1) while (endpoint < (lastpoint-1)) End Function ExtMetSet(pa) : PopupMenuControl STRUCT WMPopupAction &pa NVAR extmet extmet=1 switch( pa.eventCode ) case 2: // mouse up extmet=3 Variable popNum = pa.popNum extmet=popNum String popStr = pa.popStr break endswitch return 0 End Function RawDataButtonProc(ba) : ButtonControl STRUCT WMButtonAction &ba switch( ba.eventCode ) case 2: // mouse up Edit X_EXT Edit X_TimeEXT break endswitch return 0 End Function HelpButtonProc(ba) : ButtonControl STRUCT WMButtonAction &ba switch( ba.eventCode ) case 2: // mouse up // click code here NewPanel /W=(150,50,1160,684)/N=HELP_WINDOW NewNotebook /F=1 /N=nb0 /HOST=# /W=(5,5,1000,626)/K=1//OPTS=3 //Create and adopt notebook file wth help text break endswitch return 0 End