4Misc_Starth4Platformh¿@9èVersionCheckè ¬xHHô@îÿîÿRg(üšHHdh� ¬xHHô@îÿîÿRg(üšHHdh� ¬x HHô@îÿîÿRg(üšHHdh� ^Graph*°ªWDashSettings#úÿ  !¶‚ -ôÁ6Normalÿÿÿÿ@ ÿSystem Font Fixed Widthÿÿÿÿÿÿ<ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿHHHH$$4 4 4 4 4 4 }homeI=dÿÿÿÿMacbookSSD:Users:adri:Desktop:  MacbookSSDBDÿÿÿÿDesktopÿÿÿÿ cuadri/:Users:adri:Desktop/Desktop MacbookSSDUsers/adri/Desktop/ ÿÿ�RecentWindowsMGlobal AnalysisGlobal Analysis ProgressGraph2:WTEpatch_int vs CadCbulk;... 4Misc_EndhTXOPState_Start hPeakFunctions2-64x4XOPState_Endhd$¹w…Dù™~Ä€ ®EV_FlagV_chisqÿêÓz6g@V_numNaNsV_numINFsV_npnts@V_nterms@V_nheldV_startRowV_endRow@V_startColøV_endColøV_startLayerøV_endLayerøV_startChunkøV_endChunkøV_avgî|?5^f@V_sdevùïC„íD@V_semßÞ|x·2@V_rms“ ò�f@V_minlocV_min×£p= '^@V_maxloc@V_maxìQ¸…k@V_adev…/L¦ †A@V_skewaðÃёҿV_kurt™”emtÀV_minChunkLocøV_maxChunkLocøV_minLayerLocøV_maxLayerLocøV_maxRowLoc@V_minRowLocV_maxColLocøV_minColLocøV_Sum)\�Âõ–‹@perimIntensToSurfCovÀB@S_nametensToSurfCovGraph1¥I•Edit as "data" •rename wave0 Cadconc •rename wave1 WTEarea •rename wave2 WTEarea_err •rename wave3 MTEarea •rename wave4 MTEarea_err •display WTEarea vs Cadconc •append MTEarea vs Cadconc •Label left "\\Z16Patch area (µm^2)";DelayUpdate •Label bottom "[Cadherin]\\Bsolution\\M (nM)";DelayUpdate •ModifyGraph tick=2,mirror=2,standoff=0;DelayUpdate •SetAxis left 0,*;DelayUpdate •SetAxis bottom 0,* •ModifyGraph mode(WTEarea)=3,marker(WTEarea)=16,msize(WTEarea)=6,mrkThick(WTEarea)=1,rgb(WTEarea)=(3,52428,1),useMrkStrokeRGB(WTEarea)=1,mrkStrokeRGB(WTEarea)=(2,39321,1);DelayUpdate •ErrorBars WTEarea Y,wave=(WTEarea_err,WTEarea_err) •ModifyGraph mode=3,mrkThick=1,useMrkStrokeRGB=1,marker(WTEarea)=19,marker(MTEarea)=16,msize(MTEarea)=7,rgb(MTEarea)=(65535,43690,0),mrkStrokeRGB(MTEarea)=(65535,32764,16385);DelayUpdate •ErrorBars MTEarea Y,wave=(MTEarea_err,MTEarea_err) •SetAxis left 0,70 •Legend/C/N=text0/J/A=MC "\\Z16\\s(WTEarea) WTE\r\\s(MTEarea) MTE" •ModifyGraph fSize=14;DelayUpdate •Label bottom "\\Z16[Cadherin]\\Bsolution\\M (nM)" •Make/D/N=2/O W_coef •W_coef[0] = {1,1} •FuncFit LinearFit W_coef WTEarea /X=Cadconc /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEarea= LinearFit(W_coef,x) W_coef={0.052046,4.3561} V_chisq= 64.6683;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={0.00636,3.9} Coefficient values ± one standard deviation m =0.052046 ± 0.00636 p =4.3561 ± 3.9 •Make/D/N=2/O W_coef •W_coef[0] = {1,1} •FuncFit/X=1 LinearFit W_coef WTEarea /X=Cadconc /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEarea= LinearFit(W_coef,x) W_coef={0.052046,4.3561} V_chisq= 64.6683;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={0.00636,3.9} Coefficient values ± one standard deviation m =0.052046 ± 0.00636 p =4.3561 ± 3.9 •Make/D/N=2/O W_coef •W_coef[0] = {1,1} •FuncFit/X=1 LinearFit W_coef MTEarea /X=Cadconc /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_MTEarea= LinearFit(W_coef,x) W_coef={0.060432,-14.675} V_chisq= 56.7014;V_npnts= 4;V_numNaNs= 1;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={0.00952,6.52} Coefficient values ± one standard deviation m =0.060432 ± 0.00952 p =-14.675 ± 6.52 •ModifyGraph lstyle(fit_WTEarea)=3,rgb(fit_WTEarea)=(0,65535,0),lstyle(fit_MTEarea)=3 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 3 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 4 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.055145,2.7444,-11.371} V_chisq= 135.224;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00516,3.42,4.01} Coefficient values ± one standard deviation K0 =0.055145 ± 0.00516 K1 =2.7444 ± 3.42 K2 =-11.371 ± 4.01 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 135.224 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 1 p[LinearFit][root:WTEarea] 2.74435 +- 3.42274 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0551455 +- 0.0051629 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -11.3709 +- 4.00583 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.048884,5.3199,-9.3705} V_chisq= 27.1106;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00238,1.08,1.6} Coefficient values ± one standard deviation K0 =0.048884 ± 0.00238 K1 =5.3199 ± 1.08 K2 =-9.3705 ± 1.6 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 27.1106 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 1 p[LinearFit][root:WTEarea] 5.31989 +- 1.07666 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -9.37052 +- 1.60462 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.048884,5.3199,-9.3705} V_chisq= 27.1106;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00238,1.08,1.6} Coefficient values ± one standard deviation K0 =0.048884 ± 0.00238 K1 =5.3199 ± 1.08 K2 =-9.3705 ± 1.6 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 27.1106 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 1 p[LinearFit][root:WTEarea] 5.3199 +- 1.07666 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -9.3705 +- 1.60462 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.048884,5.3199,-9.3705} V_chisq= 27.1106;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00238,1.08,1.6} Coefficient values ± one standard deviation K0 =0.048884 ± 0.00238 K1 =5.3199 ± 1.08 K2 =-9.3705 ± 1.6 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 27.1106 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 8 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 1 p[LinearFit][root:WTEarea] 5.3199 +- 1.07666 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -9.3705 +- 1.60462 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.048884,5.3199,-9.3705} V_chisq= 27.1106;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00238,1.08,1.6} Coefficient values ± one standard deviation K0 =0.048884 ± 0.00238 K1 =5.3199 ± 1.08 K2 =-9.3705 ± 1.6 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 27.1106 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 5 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 1 p[LinearFit][root:WTEarea] 5.3199 +- 1.07666 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -9.3705 +- 1.60462 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.048884,5.3199,-9.3705} V_chisq= 27.1106;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0.00238,1.08,1.6} Coefficient values ± one standard deviation K0 =0.048884 ± 0.00238 K1 =5.3199 ± 1.08 K2 =-9.3705 ± 1.6 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 27.1106 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 8 Data Set: root:WTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 1 p[LinearFit][root:WTEarea] 5.3199 +- 1.07666 Data Set: root:MTEarea vs root:Cadconc ; Function: LinearFit 0 m[LinearFit][root:WTEarea] 0.0488838 +- 0.00237602 ** LINKED to data set root:WTEarea coefficient 0: m[LinearFit][root:WTEarea] 1 p[LinearFit][root:MTEarea] -9.3705 +- 1.60462 •duplicate Cadconc CadBulkC •rename Cadconc CadCsurf •append CadBulkC •rename CadCsurf CadCbulk •rename CadBulkC CadCSurf •display WTEarea vs CadCSurf •ModifyGraph mode=3,marker=18,msize=8,useMrkStrokeRGB=1 •print pi*(58.78/(1024/122.94))^2 156.457 •print (1024/122.94) 8.32927 •print 58.78/(1024/122.94) 7.05704 •print 3.141592654*7^2 153.938 •print pi*(58.78/(1024/122.94)/2)^2 39.1143 •display WTEarea vs CadCSurf •ModifyGraph mode=3,marker=18,msize=8,useMrkStrokeRGB=1 •Edit as "intensities" •append CadCbulk •rename wave0 WTEp •rename wave1 WTEp_err •rename wave2 MTEp •rename textWave0 MTEp_err •Rename WTEp,WTEp_int; Rename MTEp,MTEp_int; Rename MTEp_err,MTEp_int_err; Rename WTEp_err,WTEp_int_err •Rename WTEp_int,WTEperim_int; Rename MTEp_int,MTEperim_int; Rename MTEp_int_err,MTEperim_int_err; Rename WTEp_int_err,WTEperim_int_err •Rename wave0,WTEpatch_int; Rename wave1,WTEpatch_int_err; Rename wave2,MTEpatch_int; Rename wave3,MTEpatch_int_err •display WTEpatch_int vs CadCbulk •append MTEpatch_int vs CadCbulk •SetAxis left 0,220;DelayUpdate •SetAxis bottom 0,1000;DelayUpdate •ModifyGraph tick=1,mirror=1,standoff=0 •ModifyGraph mode=3,msize=8,mrkThick=1,useMrkStrokeRGB=1,marker(WTEpatch_int)=19,rgb(WTEpatch_int)=(26205,52428,1),mrkStrokeRGB(WTEpatch_int)=(19675,39321,1),marker(MTEpatch_int)=16,rgb(MTEpatch_int)=(65535,43690,0),mrkStrokeRGB(MTEpatch_int)=(65535,32764,16385) •SetAxis left 0,250 •ModifyGraph tick=2,mirror=2 •Label left "\\Z16perimeter intensity";DelayUpdate •Label bottom "\\Z16[Cadherin]" •Label bottom "\\Z16[Cadherin]\\Bsolution\\M (nM)" •Label left "\\Z16perimeter intensity (A.U.)" •append WTEperim_int vs CadCbulk •append MTEperim_int vs CadCbulk •ModifyGraph mode=3,msize=8,marker(WTEperim_int)=8,mrkThick(WTEperim_int)=2,rgb(WTEperim_int)=(19675,39321,1),marker(MTEperim_int)=5,mrkThick(MTEperim_int)=2,rgb(MTEperim_int)=(65535,32764,16385) •Label left "\\Z16intensity (A.U.)" •Legend/C/N=text0/J/A=MC "\\s(WTEpatch_int) WTE patch\n\\s(WTEperim_int) WTE perim\r\\s(MTEpatch_int) MTE patch\r\\s(MTEperim_int) MTE perim" •CurveFit/X=1 exp_XOffset WTEpatch_int /X=CadCSurf /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={214.47,-81.703,389.17} W_fitConstants={1500} V_chisq= 318.202;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={11.5,14.3,233} Coefficient values ± one standard deviation y0 =214.47 ± 11.5 A =-81.703 ± 14.3 tau =389.17 ± 233 Constant: X0 =1500 •CurveFit/X=1 exp_XOffset WTEpatch_int /X=CadCSurf /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={214.47,-81.703,389.17} W_fitConstants={1500} V_chisq= 318.202;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={11.5,14.3,233} Coefficient values ± one standard deviation y0 =214.47 ± 11.5 A =-81.703 ± 14.3 tau =389.17 ± 233 Constant: X0 =1500 •ShowInfo •CurveFit/X=1 exp_XOffset MTEpatch_int /X=CadCbulk /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_MTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={1067.7,-1018.4,5572.1} W_fitConstants={100} V_chisq= 185.702;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.26e+03,3.26e+03,1.93e+04} Coefficient values ± one standard deviation y0 =1067.7 ± 3.26e+03 A =-1018.4 ± 3.26e+03 tau =5572.1 ± 1.93e+04 Constant: X0 =100 •CurveFit/X=1 exp_XOffset WTEpatch_int /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={262.68,-145.64,3.2284} W_fitConstants={0} V_chisq= 225.904;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={63,59.8,2.43} Coefficient values ± one standard deviation y0 =262.68 ± 63 A =-145.64 ± 59.8 tau =3.2284 ± 2.43 Constant: X0 =0 •CurveFit/X=1 exp_XOffset WTEpatch_int /X=CadCbulk /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={233.2,-115.39,433.6} W_fitConstants={100} V_chisq= 82.9729;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={15.7,14.8,139} Coefficient values ± one standard deviation y0 =233.2 ± 15.7 A =-115.39 ± 14.8 tau =433.6 ± 139 Constant: X0 =100 •WM_NewGlobalFit1#InitNewGlobalFitPanel() *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] 5.3199 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] 5.3199 +- 1.07666 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] -100 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 0 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] -100 +- 1.07666 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] -100 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] -100 +- 1.07666 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 *HELD* 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 *HELD* ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[5] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 *HELD* Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 *HELD* *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[5],MasterCoefs[6],MasterCoefs[7] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 200 +- 0.00237602 1 A[ExpManual][root:WTEpatch_int] 100 +- 1.07666 2 xo[ExpManual][root:WTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:WTEpatch_int] 1 +- 1.60462 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 400 +- 1.60462 1 A[ExpManual][root:MTEpatch_int] 100 +- 1.60462 2 xo[ExpManual][root:MTEpatch_int] 1 +- 1.60462 3 tau[ExpManual][root:MTEpatch_int] 1 +- 1.60462 •CurveFit/X=1 exp_XOffset WTEpatch_int /X=CadCbulk /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={233.2,-115.39,433.6} W_fitConstants={100} V_chisq= 82.9729;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={15.7,14.8,139} Coefficient values ± one standard deviation y0 =233.2 ± 15.7 A =-115.39 ± 14.8 tau =433.6 ± 139 Constant: X0 =100 •CurveFit/X=1 exp_XOffset MTEpatch_int /X=CadCbulk /D FitProgressDialog allocating a dialogFitFunction instance Fit converged properly fit_MTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={1067.7,-1018.4,5572.1} W_fitConstants={100} V_chisq= 185.702;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.26e+03,3.26e+03,1.93e+04} Coefficient values ± one standard deviation y0 =1067.7 ± 3.26e+03 A =-1018.4 ± 3.26e+03 tau =5572.1 ± 1.93e+04 Constant: X0 =100 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={233,113.93,100,446.06,1067,1010.5,100,5915.5} V_chisq= 83.0447;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0,1.09,0,15.2,0,2.19,0,153} Coefficient values ± one standard deviation K0 =233 ± 0 K1 =113.93 ± 1.09 K2 =100 ± 0 K3 =446.06 ± 15.2 K4 =1067 ± 0 K5 =1010.5 ± 2.19 K6 =100 ± 0 K7 =5915.5 ± 153 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 83.0447 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 4 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 233 +- 0 *HELD* 1 A[ExpManual][root:WTEpatch_int] 113.932 +- 1.0899 2 xo[ExpManual][root:WTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:WTEpatch_int] 446.065 +- 15.2195 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1067 +- 0 *HELD* 1 A[ExpManual][root:MTEpatch_int] 1010.54 +- 2.19426 2 xo[ExpManual][root:MTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:MTEpatch_int] 5915.52 +- 153.046 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={233,113.93,100,446.06,1067,1010.5,100,5915.5} V_chisq= 83.0447;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={0,1.09,0,15.2,0,2.19,0,153} Coefficient values ± one standard deviation K0 =233 ± 0 K1 =113.93 ± 1.09 K2 =100 ± 0 K3 =446.06 ± 15.2 K4 =1067 ± 0 K5 =1010.5 ± 2.19 K6 =100 ± 0 K7 =5915.5 ± 153 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 83.0447 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 5 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 233 +- 0 *HELD* 1 A[ExpManual][root:WTEpatch_int] 113.932 +- 1.0899 2 xo[ExpManual][root:WTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:WTEpatch_int] 446.065 +- 15.2195 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1067 +- 0 *HELD* 1 A[ExpManual][root:MTEpatch_int] 1010.54 +- 2.19429 2 xo[ExpManual][root:MTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:MTEpatch_int] 5915.53 +- 153.048 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.91,135.25,100,603.46,1032.9,976.55,100,5698.1} V_chisq= 76.4122;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12,11.8,0,90.7,1.01e+03,1.01e+03,0,6.47e+03} Coefficient values ± one standard deviation K0 =254.91 ± 12 K1 =135.25 ± 11.8 K2 =100 ± 0 K3 =603.46 ± 90.7 K4 =1032.9 ± 1.01e+03 K5 =976.55 ± 1.01e+03 K6 =100 ± 0 K7 =5698.1 ± 6.47e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.4122 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 3 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.914 +- 12.0459 1 A[ExpManual][root:WTEpatch_int] 135.247 +- 11.7739 2 xo[ExpManual][root:WTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:WTEpatch_int] 603.464 +- 90.7217 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1032.9 +- 1014.46 1 A[ExpManual][root:MTEpatch_int] 976.555 +- 1011.11 2 xo[ExpManual][root:MTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:MTEpatch_int] 5698.07 +- 6467.99 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100,603.82,1029.3,972.95,100,5674.8} V_chisq= 76.4065;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,11.8,0,90.8,1.01e+03,1e+03,0,6.41e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =135.29 ± 11.8 K2 =100 ± 0 K3 =603.82 ± 90.8 K4 =1029.3 ± 1.01e+03 K5 =972.95 ± 1e+03 K6 =100 ± 0 K7 =5674.8 ± 6.41e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.4065 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0589 1 A[ExpManual][root:WTEpatch_int] 135.291 +- 11.7867 2 xo[ExpManual][root:WTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:WTEpatch_int] 603.817 +- 90.8182 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1029.28 +- 1005.93 1 A[ExpManual][root:MTEpatch_int] 972.949 +- 1002.58 2 xo[ExpManual][root:MTEpatch_int] 100 +- 0 *HELD* 3 tau[ExpManual][root:MTEpatch_int] 5674.77 +- 6413.41 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100,603.81,1024.6,970.6,86.301,5644.7} V_chisq= 76.3991;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={14.5,3.65e+07,1.63e+08,91.4,1.09e+03,9.88e+06,5.74e+07,6.94e+03} Coefficient values ± one standard deviation K0 =254.96 ± 14.5 K1 =135.29 ± 3.65e+07 K2 =100 ± 1.63e+08 K3 =603.81 ± 91.4 K4 =1024.6 ± 1.09e+03 K5 =970.6 ± 9.88e+06 K6 =86.301 ± 5.74e+07 K7 =5644.7 ± 6.94e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3991 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 14.4587 1 A[ExpManual][root:WTEpatch_int] 135.29 +- 3.6494e+07 2 xo[ExpManual][root:WTEpatch_int] 100.002 +- 1.62877e+08 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 91.3797 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1024.57 +- 1091.29 1 A[ExpManual][root:MTEpatch_int] 970.6 +- 9.8752e+06 2 xo[ExpManual][root:MTEpatch_int] 86.3007 +- 5.7434e+07 3 tau[ExpManual][root:MTEpatch_int] 5644.74 +- 6941.92 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100,603.81,1019.8,968.23,72.486,5614.3} V_chisq= 76.3915;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={16.9,3.05e+07,1.36e+08,140,1.01e+03,2.99e+06,1.73e+07,6.48e+03} Coefficient values ± one standard deviation K0 =254.96 ± 16.9 K1 =135.29 ± 3.05e+07 K2 =100 ± 1.36e+08 K3 =603.81 ± 140 K4 =1019.8 ± 1.01e+03 K5 =968.23 ± 2.99e+06 K6 =72.486 ± 1.73e+07 K7 =5614.3 ± 6.48e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3915 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 16.9389 1 A[ExpManual][root:WTEpatch_int] 135.289 +- 3.05413e+07 2 xo[ExpManual][root:WTEpatch_int] 100.003 +- 1.36309e+08 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 139.781 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1019.8 +- 1014.95 1 A[ExpManual][root:MTEpatch_int] 968.234 +- 2.9864e+06 2 xo[ExpManual][root:MTEpatch_int] 72.4858 +- 1.73182e+07 3 tau[ExpManual][root:MTEpatch_int] 5614.34 +- 6476.44 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,1015,965.85,58.647,5583.8} V_chisq= 76.3839;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={16.8,2.22e+07,9.93e+07,139,2.59e+03,8.25e+06,4.77e+07,1.69e+04} Coefficient values ± one standard deviation K0 =254.96 ± 16.8 K1 =135.29 ± 2.22e+07 K2 =100.01 ± 9.93e+07 K3 =603.81 ± 139 K4 =1015 ± 2.59e+03 K5 =965.85 ± 8.25e+06 K6 =58.647 ± 4.77e+07 K7 =5583.8 ± 1.69e+04 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3839 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 16.7878 1 A[ExpManual][root:WTEpatch_int] 135.289 +- 2.22464e+07 2 xo[ExpManual][root:WTEpatch_int] 100.005 +- 9.92887e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 139.262 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1015.01 +- 2592.32 1 A[ExpManual][root:MTEpatch_int] 965.852 +- 8.25264e+06 2 xo[ExpManual][root:MTEpatch_int] 58.6473 +- 4.77238e+07 3 tau[ExpManual][root:MTEpatch_int] 5583.77 +- 16858.1 •ModifyGraph lstyle(fit_WTEpatch_int)=3,lsize(fit_WTEpatch_int)=2,rgb(fit_WTEpatch_int)=(19675,39321,1),lstyle(fit_MTEpatch_int)=7,lsize(fit_MTEpatch_int)=2,rgb(fit_MTEpatch_int)=(65535,32764,16385),lsize(GFit_WTEpatch_int)=2,rgb(GFit_WTEpatch_int)=(19675,39321,1),lsize(GFit_MTEpatch_int)=2;DelayUpdate •ModifyGraph rgb(GFit_MTEpatch_int)=(65535,32764,16385) •wavestats MTEperim_int V_npnts= 4; V_numNaNs= 0; V_numINFs= 0; V_avg= 40.6725; V_Sum= 162.69; V_sdev= 17.5404; V_sem= 8.7702; V_rms= 43.4166; V_adev= 14.8575; V_skew= 0.0568945; V_kurt= -2.34368; V_minloc= 0; V_maxloc= 3; V_min= 24.05; V_max= 59.64; V_minRowLoc= 0; V_maxRowLoc= 3; V_startRow= 0; V_endRow= 3; •wavestats MTEpatch_int V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 121.658; V_Sum= 608.29; V_sdev= 62.0243; V_sem= 27.7381; V_rms= 133.71; V_adev= 47.6184; V_skew= 0.0911806; V_kurt= -1.87052; V_minloc= 0; V_maxloc= 4; V_min= 47.49; V_max= 205.11; V_minRowLoc= 0; V_maxRowLoc= 4; V_startRow= 0; V_endRow= 4; •wavestats WTEpatch_int V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.574; V_Sum= 882.87; V_sdev= 41.8518; V_sem= 18.7167; V_rms= 180.498; V_adev= 35.0472; V_skew= -0.29015; V_kurt= -2.05685; V_minloc= 0; V_maxloc= 4; V_min= 120.61; V_max= 216.11; V_minRowLoc= 0; V_maxRowLoc= 4; V_startRow= 0; V_endRow= 4; *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,1010.2,963.45,44.823,5553} V_chisq= 76.3762;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={15.1,4.07e+07,1.82e+08,143,1.42e+03,4.67e+06,2.69e+07,8.99e+03} Coefficient values ± one standard deviation K0 =254.96 ± 15.1 K1 =135.29 ± 4.07e+07 K2 =100.01 ± 1.82e+08 K3 =603.81 ± 143 K4 =1010.2 ± 1.42e+03 K5 =963.45 ± 4.67e+06 K6 =44.823 ± 2.69e+07 K7 =5553 ± 8.99e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3762 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 15.0735 1 A[ExpManual][root:WTEpatch_int] 135.289 +- 4.07305e+07 2 xo[ExpManual][root:WTEpatch_int] 100.006 +- 1.81785e+08 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 143.411 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1010.19 +- 1423.28 1 A[ExpManual][root:MTEpatch_int] 963.449 +- 4.67306e+06 2 xo[ExpManual][root:MTEpatch_int] 44.8232 +- 2.69401e+07 3 tau[ExpManual][root:MTEpatch_int] 5553.02 +- 8993.62 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,1005.3,961.03,30.801,5521.9} V_chisq= 76.3684;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={14,1.77e+07,7.89e+07,109,2.72e+03,1.96e+07,1.12e+08,1.79e+04} Coefficient values ± one standard deviation K0 =254.96 ± 14 K1 =135.29 ± 1.77e+07 K2 =100.01 ± 7.89e+07 K3 =603.81 ± 109 K4 =1005.3 ± 2.72e+03 K5 =961.03 ± 1.96e+07 K6 =30.801 ± 1.12e+08 K7 =5521.9 ± 1.79e+04 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3684 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 14.0185 1 A[ExpManual][root:WTEpatch_int] 135.289 +- 1.76716e+07 2 xo[ExpManual][root:WTEpatch_int] 100.007 +- 7.88708e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 109.003 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1005.31 +- 2718.09 1 A[ExpManual][root:MTEpatch_int] 961.033 +- 1.95663e+07 2 xo[ExpManual][root:MTEpatch_int] 30.8013 +- 1.12439e+08 3 tau[ExpManual][root:MTEpatch_int] 5521.9 +- 17855.3 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,1000.4,958.6,16.832,5490.7} V_chisq= 76.3605;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={16.4,1.41e+07,6.3e+07,137,964,5.14e+06,2.95e+07,6.12e+03} Coefficient values ± one standard deviation K0 =254.96 ± 16.4 K1 =135.29 ± 1.41e+07 K2 =100.01 ± 6.3e+07 K3 =603.81 ± 137 K4 =1000.4 ± 964 K5 =958.6 ± 5.14e+06 K6 =16.832 ± 2.95e+07 K7 =5490.7 ± 6.12e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3605 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 16.4296 1 A[ExpManual][root:WTEpatch_int] 135.287 +- 1.41155e+07 2 xo[ExpManual][root:WTEpatch_int] 100.014 +- 6.30003e+07 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 137.1 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 1000.43 +- 963.513 1 A[ExpManual][root:MTEpatch_int] 958.603 +- 5.14256e+06 2 xo[ExpManual][root:MTEpatch_int] 16.8322 +- 2.94569e+07 3 tau[ExpManual][root:MTEpatch_int] 5490.71 +- 6122.42 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,995.5,956.16,2.7715,5459.3} V_chisq= 76.3525;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={14.8,2.83e+07,1.26e+08,123,4.68e+03,2.47e+07,1.41e+08,3.03e+04} Coefficient values ± one standard deviation K0 =254.96 ± 14.8 K1 =135.29 ± 2.83e+07 K2 =100.01 ± 1.26e+08 K3 =603.81 ± 123 K4 =995.5 ± 4.68e+03 K5 =956.16 ± 2.47e+07 K6 =2.7715 ± 1.41e+08 K7 =5459.3 ± 3.03e+04 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3525 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 14.8219 1 A[ExpManual][root:WTEpatch_int] 135.288 +- 2.82812e+07 2 xo[ExpManual][root:WTEpatch_int] 100.007 +- 1.26223e+08 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 122.656 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 995.496 +- 4675.64 1 A[ExpManual][root:MTEpatch_int] 956.159 +- 2.46847e+07 2 xo[ExpManual][root:MTEpatch_int] 2.77149 +- 1.40965e+08 3 tau[ExpManual][root:MTEpatch_int] 5459.26 +- 30268 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100.01,603.81,990.51,953.7,-11.436,5427.5} V_chisq= 76.3443;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.82e+07,1.26e+08,91.7,1.92e+03,9.06e+06,5.16e+07,1.23e+04} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =135.29 ± 2.82e+07 K2 =100.01 ± 1.26e+08 K3 =603.81 ± 91.7 K4 =990.51 ± 1.92e+03 K5 =953.7 ± 9.06e+06 K6 =-11.436 ± 5.16e+07 K7 =5427.5 ± 1.23e+04 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3443 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0807 1 A[ExpManual][root:WTEpatch_int] 135.288 +- 2.82281e+07 2 xo[ExpManual][root:WTEpatch_int] 100.009 +- 1.25986e+08 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 91.6653 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 990.513 +- 1920.01 1 A[ExpManual][root:MTEpatch_int] 953.699 +- 9.06186e+06 2 xo[ExpManual][root:MTEpatch_int] -11.4364 +- 5.15803e+07 3 tau[ExpManual][root:MTEpatch_int] 5427.46 +- 12272.2 •print 1 1 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,135.29,100,603.81,985.51,951.22,-25.587,5395.6} V_chisq= 76.3361;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={17.3,3.99e+07,1.78e+08,150,1.04e+03,2.5e+06,1.42e+07,6.61e+03} Coefficient values ± one standard deviation K0 =254.96 ± 17.3 K1 =135.29 ± 3.99e+07 K2 =100 ± 1.78e+08 K3 =603.81 ± 150 K4 =985.51 ± 1.04e+03 K5 =951.22 ± 2.5e+06 K6 =-25.587 ± 1.42e+07 K7 =5395.6 ± 6.61e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 76.3361 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 17.296 1 A[ExpManual][root:WTEpatch_int] 135.289 +- 3.98656e+07 2 xo[ExpManual][root:WTEpatch_int] 100.005 +- 1.77925e+08 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 149.733 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 985.513 +- 1037.34 1 A[ExpManual][root:MTEpatch_int] 951.22 +- 2.49933e+06 2 xo[ExpManual][root:MTEpatch_int] -25.5866 +- 1.41741e+07 3 tau[ExpManual][root:MTEpatch_int] 5395.57 +- 6607.42 •wavestats MTEpatch_int V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 121.658; V_Sum= 608.29; V_sdev= 62.0243; V_sem= 27.7381; V_rms= 133.71; V_adev= 47.6184; V_skew= 0.0911806; V_kurt= -1.87052; V_minloc= 0; V_maxloc= 4; V_min= 47.49; V_max= 205.11; V_minRowLoc= 0; V_maxRowLoc= 4; V_startRow= 0; V_endRow= 4; •wavestats WTEpatch_int V_npnts= 5; V_numNaNs= 0; V_numINFs= 0; V_avg= 176.574; V_Sum= 882.87; V_sdev= 41.8518; V_sem= 18.7167; V_rms= 180.498; V_adev= 35.0472; V_skew= -0.29015; V_kurt= -2.05685; V_minloc= 0; V_maxloc= 4; V_min= 120.61; V_max= 216.11; V_minRowLoc= 0; V_maxRowLoc= 4; V_startRow= 0; V_endRow= 4; •duplicate WTEpatch_int WE •duplicate MTEpatch_int ME •duplicate CadCbulk Conc •display WE vs Conc •append ME vs Conc •ModifyGraph mode=3,msize=8,useMrkStrokeRGB=1,marker(WE)=19,marker(ME)=16,rgb(ME)=(48059,48059,48059) •WM_NewGlobalFit1#InitNewGlobalFitPanel() *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,356.26,-484.64,603.81,563.23,1071.2,2703.6} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.3,1.72e+07,2.91e+07,93.4,908,1.3e+08,5.39e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.3 K1 =356.26 ± 1.72e+07 K2 =-484.64 ± 2.91e+07 K3 =603.81 ± 93.4 K4 =563.23 ± 908 K5 =1071.2 ± 1.3e+08 K6 =2703.6 ± 5.39e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 11 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.3344 1 A[ExpManual][root:WTEpatch_int] 356.259 +- 1.71952e+07 2 xo[ExpManual][root:WTEpatch_int] -484.636 +- 2.91435e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 93.3861 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.234 +- 907.621 1 A[ExpManual][root:WTEpatch_int] 356.259 +- 1.71952e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1071.18 +- 1.30499e+08 3 tau[ExpManual][root:MTEpatch_int] 2703.61 +- 5389.61 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,356.26,-484.63,603.81,563.23,1071.2,2703.6} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.3,9.07e+06,1.54e+07,92.6,465,6.88e+07,3.05e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.3 K1 =356.26 ± 9.07e+06 K2 =-484.63 ± 1.54e+07 K3 =603.81 ± 92.6 K4 =563.23 ± 465 K5 =1071.2 ± 6.88e+07 K6 =2703.6 ± 3.05e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 5 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.2652 1 A[ExpManual][root:WTEpatch_int] 356.26 +- 9.0666e+06 2 xo[ExpManual][root:WTEpatch_int] -484.634 +- 1.53666e+07 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 92.6407 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.234 +- 464.981 1 A[ExpManual][root:WTEpatch_int] 356.26 +- 9.0666e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1071.19 +- 6.88022e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.61 +- 3046.63 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.34,-474.52,603.79,562.52,1111,2699.1} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,6.59e+06,1.14e+07,91.1,232,5.08e+07,1.47e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.34 ± 6.59e+06 K2 =-474.52 ± 1.14e+07 K3 =603.79 ± 91.1 K4 =562.52 ± 232 K5 =1111 ± 5.08e+07 K6 =2699.1 ± 1.47e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 5 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.956 +- 12.0859 1 A[ExpManual][root:WTEpatch_int] 350.344 +- 6.59296e+06 2 xo[ExpManual][root:WTEpatch_int] -474.519 +- 1.13625e+07 3 tau[ExpManual][root:WTEpatch_int] 603.792 +- 91.0855 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.52 +- 232.202 1 A[ExpManual][root:WTEpatch_int] 350.344 +- 6.59296e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1111 +- 5.07927e+07 3 tau[ExpManual][root:MTEpatch_int] 2699.06 +- 1468.82 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.37,-474.56,603.81,562.57,1111.2,2699.4} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={17.7,4.28e+07,7.38e+07,142,295,3.3e+08,1.94e+03} Coefficient values ± one standard deviation K0 =254.96 ± 17.7 K1 =350.37 ± 4.28e+07 K2 =-474.56 ± 7.38e+07 K3 =603.81 ± 142 K4 =562.57 ± 295 K5 =1111.2 ± 3.3e+08 K6 =2699.4 ± 1.94e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 17.6671 1 A[ExpManual][root:WTEpatch_int] 350.368 +- 4.28434e+07 2 xo[ExpManual][root:WTEpatch_int] -474.564 +- 7.38348e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 141.904 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.57 +- 294.583 1 A[ExpManual][root:WTEpatch_int] 350.368 +- 4.28434e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1111.22 +- 3.30085e+08 3 tau[ExpManual][root:MTEpatch_int] 2699.38 +- 1940.29 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.39,-474.61,603.81,562.62,1111.4,2699.7} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.75e+06,1.33e+07,90.8,508,5.97e+07,3.3e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.39 ± 7.75e+06 K2 =-474.61 ± 1.33e+07 K3 =603.81 ± 90.8 K4 =562.62 ± 508 K5 =1111.4 ± 5.97e+07 K6 =2699.7 ± 3.3e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.059 1 A[ExpManual][root:WTEpatch_int] 350.394 +- 7.74618e+06 2 xo[ExpManual][root:WTEpatch_int] -474.609 +- 1.33485e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8172 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.619 +- 507.951 1 A[ExpManual][root:WTEpatch_int] 350.394 +- 7.74618e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1111.4 +- 5.96788e+07 3 tau[ExpManual][root:MTEpatch_int] 2699.69 +- 3298.69 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.41,-474.64,603.81,562.67,1111.6,2700} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.74e+06,4.72e+06,90.9,230,2.11e+07,1.47e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.41 ± 2.74e+06 K2 =-474.64 ± 4.72e+06 K3 =603.81 ± 90.9 K4 =562.67 ± 230 K5 =1111.6 ± 2.11e+07 K6 =2700 ± 1.47e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0645 1 A[ExpManual][root:WTEpatch_int] 350.414 +- 2.7363e+06 2 xo[ExpManual][root:WTEpatch_int] -474.643 +- 4.71502e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.859 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.667 +- 229.906 1 A[ExpManual][root:WTEpatch_int] 350.414 +- 2.7363e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1111.61 +- 2.10839e+07 3 tau[ExpManual][root:MTEpatch_int] 2700 +- 1470.13 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.43,-474.68,603.81,562.71,1111.8,2700.3} V_chisq= 75.6405;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.62e+06,4.51e+06,91,228,2.02e+07,1.45e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.43 ± 2.62e+06 K2 =-474.68 ± 4.51e+06 K3 =603.81 ± 91 K4 =562.71 ± 228 K5 =1111.8 ± 2.02e+07 K6 =2700.3 ± 1.45e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6405 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0787 1 A[ExpManual][root:WTEpatch_int] 350.434 +- 2.61789e+06 2 xo[ExpManual][root:WTEpatch_int] -474.678 +- 4.51073e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.9541 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.712 +- 228.41 1 A[ExpManual][root:WTEpatch_int] 350.434 +- 2.61789e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1111.8 +- 2.01724e+07 3 tau[ExpManual][root:MTEpatch_int] 2700.29 +- 1454.79 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.45,-474.71,603.81,562.76,1112,2700.6} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,1.17e+07,2.02e+07,91.5,1.14e+03,9.03e+07,7.11e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.45 ± 1.17e+07 K2 =-474.71 ± 2.02e+07 K3 =603.81 ± 91.5 K4 =562.76 ± 1.14e+03 K5 =1112 ± 9.03e+07 K6 =2700.6 ± 7.11e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.1438 1 A[ExpManual][root:WTEpatch_int] 350.454 +- 1.17141e+07 2 xo[ExpManual][root:WTEpatch_int] -474.712 +- 2.01827e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.4664 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.759 +- 1141.94 1 A[ExpManual][root:WTEpatch_int] 350.454 +- 1.17141e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112 +- 9.02772e+07 3 tau[ExpManual][root:MTEpatch_int] 2700.59 +- 7110.03 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.47,-474.74,603.81,562.8,1112.2,2700.9} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,9.55e+06,1.64e+07,91.5,461,7.36e+07,2.95e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.47 ± 9.55e+06 K2 =-474.74 ± 1.64e+07 K3 =603.81 ± 91.5 K4 =562.8 ± 461 K5 =1112.2 ± 7.36e+07 K6 =2700.9 ± 2.95e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.089 1 A[ExpManual][root:WTEpatch_int] 350.472 +- 9.54543e+06 2 xo[ExpManual][root:WTEpatch_int] -474.742 +- 1.64454e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.4584 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.804 +- 461.382 1 A[ExpManual][root:WTEpatch_int] 350.472 +- 9.54543e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.21 +- 7.35579e+07 3 tau[ExpManual][root:MTEpatch_int] 2700.88 +- 2950.39 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.49,-474.77,603.81,562.84,1112.4,2701.1} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,4.5e+06,7.76e+06,91.3,299,3.47e+07,1.93e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.49 ± 4.5e+06 K2 =-474.77 ± 7.76e+06 K3 =603.81 ± 91.3 K4 =562.84 ± 299 K5 =1112.4 ± 3.47e+07 K6 =2701.1 ± 1.93e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.1014 1 A[ExpManual][root:WTEpatch_int] 350.486 +- 4.50202e+06 2 xo[ExpManual][root:WTEpatch_int] -474.768 +- 7.75599e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.2651 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.839 +- 298.649 1 A[ExpManual][root:WTEpatch_int] 350.486 +- 4.50202e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.36 +- 3.46942e+07 3 tau[ExpManual][root:MTEpatch_int] 2701.09 +- 1931.06 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.5,-474.79,603.81,562.87,1112.5,2701.3} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,1.9e+06,3.28e+06,90.8,229,1.47e+07,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.5 ± 1.9e+06 K2 =-474.79 ± 3.28e+06 K3 =603.81 ± 90.8 K4 =562.87 ± 229 K5 =1112.5 ± 1.47e+07 K6 =2701.3 ± 1.46e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0594 1 A[ExpManual][root:WTEpatch_int] 350.501 +- 1.90254e+06 2 xo[ExpManual][root:WTEpatch_int] -474.793 +- 3.27751e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.827 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.868 +- 229.343 1 A[ExpManual][root:WTEpatch_int] 350.501 +- 1.90254e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.47 +- 1.46628e+07 3 tau[ExpManual][root:MTEpatch_int] 2701.28 +- 1462.61 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.52,-474.82,603.81,562.9,1112.6,2701.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.77e+06,1.34e+07,91.1,229,5.99e+07,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.52 ± 7.77e+06 K2 =-474.82 ± 1.34e+07 K3 =603.81 ± 91.1 K4 =562.9 ± 229 K5 =1112.6 ± 5.99e+07 K6 =2701.5 ± 1.46e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.1161 1 A[ExpManual][root:WTEpatch_int] 350.516 +- 7.77261e+06 2 xo[ExpManual][root:WTEpatch_int] -474.82 +- 1.33893e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.0573 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.902 +- 228.637 1 A[ExpManual][root:WTEpatch_int] 350.516 +- 7.77261e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.61 +- 5.9905e+07 3 tau[ExpManual][root:MTEpatch_int] 2701.5 +- 1460.22 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.53,-474.84,603.81,562.92,1112.7,2701.6} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.5,1.44e+07,2.49e+07,92.5,266,1.11e+08,1.64e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.5 K1 =350.53 ± 1.44e+07 K2 =-474.84 ± 2.49e+07 K3 =603.81 ± 92.5 K4 =562.92 ± 266 K5 =1112.7 ± 1.11e+08 K6 =2701.6 ± 1.64e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.4651 1 A[ExpManual][root:WTEpatch_int] 350.53 +- 1.44392e+07 2 xo[ExpManual][root:WTEpatch_int] -474.842 +- 2.48726e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 92.461 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.923 +- 266.159 1 A[ExpManual][root:WTEpatch_int] 350.53 +- 1.44392e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.67 +- 1.11288e+08 3 tau[ExpManual][root:MTEpatch_int] 2701.63 +- 1644.46 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.54,-474.85,603.81,562.94,1112.8,2701.8} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.4,1.35e+07,2.33e+07,93,281,1.04e+08,1.84e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.4 K1 =350.54 ± 1.35e+07 K2 =-474.85 ± 2.33e+07 K3 =603.81 ± 93 K4 =562.94 ± 281 K5 =1112.8 ± 1.04e+08 K6 =2701.8 ± 1.84e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.3673 1 A[ExpManual][root:WTEpatch_int] 350.537 +- 1.35449e+07 2 xo[ExpManual][root:WTEpatch_int] -474.855 +- 2.33316e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 93.0311 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.944 +- 281.048 1 A[ExpManual][root:WTEpatch_int] 350.537 +- 1.35449e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.77 +- 1.04396e+08 3 tau[ExpManual][root:MTEpatch_int] 2701.76 +- 1843.2 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.55,-474.88,603.81,562.97,1112.9,2701.9} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.22e+07,3.82e+07,91.1,339,1.71e+08,2.06e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.55 ± 2.22e+07 K2 =-474.88 ± 3.82e+07 K3 =603.81 ± 91.1 K4 =562.97 ± 339 K5 =1112.9 ± 1.71e+08 K6 =2701.9 ± 2.06e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.1076 1 A[ExpManual][root:WTEpatch_int] 350.552 +- 2.21626e+07 2 xo[ExpManual][root:WTEpatch_int] -474.88 +- 3.81741e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.0669 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.971 +- 339.334 1 A[ExpManual][root:WTEpatch_int] 350.552 +- 2.21626e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.86 +- 1.7082e+08 3 tau[ExpManual][root:MTEpatch_int] 2701.94 +- 2061.81 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.56,-474.9,603.81,563,1113,2702.1} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.3,2.51e+07,4.33e+07,92.4,646,1.94e+08,3.98e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.3 K1 =350.56 ± 2.51e+07 K2 =-474.9 ± 4.33e+07 K3 =603.81 ± 92.4 K4 =563 ± 646 K5 =1113 ± 1.94e+08 K6 =2702.1 ± 3.98e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.2574 1 A[ExpManual][root:WTEpatch_int] 350.564 +- 2.51485e+07 2 xo[ExpManual][root:WTEpatch_int] -474.901 +- 4.33157e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 92.3583 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 562.996 +- 646.224 1 A[ExpManual][root:WTEpatch_int] 350.564 +- 2.51485e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1112.96 +- 1.93836e+08 3 tau[ExpManual][root:MTEpatch_int] 2702.1 +- 3979.3 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.57,-474.92,603.81,563.02,1113.1,2702.3} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.5,2.31e+07,3.98e+07,96.3,917,1.78e+08,6.16e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.5 K1 =350.57 ± 2.31e+07 K2 =-474.92 ± 3.98e+07 K3 =603.81 ± 96.3 K4 =563.02 ± 917 K5 =1113.1 ± 1.78e+08 K6 =2702.3 ± 6.16e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.493 1 A[ExpManual][root:WTEpatch_int] 350.574 +- 2.3131e+07 2 xo[ExpManual][root:WTEpatch_int] -474.92 +- 3.98397e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 96.341 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.023 +- 917.483 1 A[ExpManual][root:WTEpatch_int] 350.574 +- 2.3131e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.08 +- 1.7829e+08 3 tau[ExpManual][root:MTEpatch_int] 2702.27 +- 6157.2 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.58,-474.93,603.81,563.04,1113.2,2702.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.98e+07,5.13e+07,91.3,1e+03,2.3e+08,6.34e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.58 ± 2.98e+07 K2 =-474.93 ± 5.13e+07 K3 =603.81 ± 91.3 K4 =563.04 ± 1e+03 K5 =1113.2 ± 2.3e+08 K6 =2702.4 ± 6.34e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0961 1 A[ExpManual][root:WTEpatch_int] 350.583 +- 2.9797e+07 2 xo[ExpManual][root:WTEpatch_int] -474.934 +- 5.13196e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.3136 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.044 +- 1001.14 1 A[ExpManual][root:WTEpatch_int] 350.583 +- 2.9797e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.17 +- 2.29677e+08 3 tau[ExpManual][root:MTEpatch_int] 2702.4 +- 6343.55 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.59,-474.95,603.81,563.06,1113.3,2702.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,3.33e+06,5.74e+06,90.9,275,2.57e+07,1.76e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.59 ± 3.33e+06 K2 =-474.95 ± 5.74e+06 K3 =603.81 ± 90.9 K4 =563.06 ± 275 K5 =1113.3 ± 2.57e+07 K6 =2702.5 ± 1.76e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0667 1 A[ExpManual][root:WTEpatch_int] 350.59 +- 3.33429e+06 2 xo[ExpManual][root:WTEpatch_int] -474.947 +- 5.74254e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8883 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.064 +- 275.195 1 A[ExpManual][root:WTEpatch_int] 350.59 +- 3.33429e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.27 +- 2.57012e+07 3 tau[ExpManual][root:MTEpatch_int] 2702.53 +- 1764.29 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.6,-474.96,603.81,563.08,1113.4,2702.6} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={NaN,NaN,NaN,NaN,NaN,NaN,NaN} Coefficient values ± one standard deviation K0 =254.96 ± NaN K1 =350.6 ± NaN K2 =-474.96 ± NaN K3 =603.81 ± NaN K4 =563.08 ± NaN K5 =1113.4 ± NaN K6 =2702.6 ± NaN Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- nan 1 A[ExpManual][root:WTEpatch_int] 350.596 +- nan 2 xo[ExpManual][root:WTEpatch_int] -474.957 +- nan 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- nan Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.082 +- nan 1 A[ExpManual][root:WTEpatch_int] 350.596 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.36 +- nan 3 tau[ExpManual][root:MTEpatch_int] 2702.65 +- nan *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.6,-474.97,603.81,563.1,1113.5,2702.8} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,6.18e+06,1.07e+07,90.8,428,4.77e+07,2.71e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.6 ± 6.18e+06 K2 =-474.97 ± 1.07e+07 K3 =603.81 ± 90.8 K4 =563.1 ± 428 K5 =1113.5 ± 4.77e+07 K6 =2702.8 ± 2.71e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0649 1 A[ExpManual][root:WTEpatch_int] 350.601 +- 6.18412e+06 2 xo[ExpManual][root:WTEpatch_int] -474.966 +- 1.06504e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8279 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.101 +- 428.167 1 A[ExpManual][root:WTEpatch_int] 350.601 +- 6.18412e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.47 +- 4.76702e+07 3 tau[ExpManual][root:MTEpatch_int] 2702.77 +- 2706.19 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.61,-474.98,603.81,563.13,1113.6,2703} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.28e+06,1.25e+07,91.4,260,5.61e+07,1.71e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.61 ± 7.28e+06 K2 =-474.98 ± 1.25e+07 K3 =603.81 ± 91.4 K4 =563.13 ± 260 K5 =1113.6 ± 5.61e+07 K6 =2703 ± 1.71e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0927 1 A[ExpManual][root:WTEpatch_int] 350.61 +- 7.27929e+06 2 xo[ExpManual][root:WTEpatch_int] -474.981 +- 1.25362e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 91.3563 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.133 +- 260.494 1 A[ExpManual][root:WTEpatch_int] 350.61 +- 7.27929e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.64 +- 5.61194e+07 3 tau[ExpManual][root:MTEpatch_int] 2702.97 +- 1705.65 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.61,-474.98,603.81,563.14,1113.7,2703} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.2,7.1e+06,1.22e+07,92.2,282,5.48e+07,1.79e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.2 K1 =350.61 ± 7.1e+06 K2 =-474.98 ± 1.22e+07 K3 =603.81 ± 92.2 K4 =563.14 ± 282 K5 =1113.7 ± 5.48e+07 K6 =2703 ± 1.79e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.1546 1 A[ExpManual][root:WTEpatch_int] 350.611 +- 7.10499e+06 2 xo[ExpManual][root:WTEpatch_int] -474.982 +- 1.2236e+07 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 92.227 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.142 +- 281.592 1 A[ExpManual][root:WTEpatch_int] 350.611 +- 7.10499e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.71 +- 5.47771e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.03 +- 1792.44 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.62,-474.99,603.81,563.16,1113.8,2703.2} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={13.4,1.8e+07,3.1e+07,104,569,1.39e+08,3.48e+03} Coefficient values ± one standard deviation K0 =254.96 ± 13.4 K1 =350.62 ± 1.8e+07 K2 =-474.99 ± 3.1e+07 K3 =603.81 ± 104 K4 =563.16 ± 569 K5 =1113.8 ± 1.39e+08 K6 =2703.2 ± 3.48e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 13.3699 1 A[ExpManual][root:WTEpatch_int] 350.617 +- 1.80131e+07 2 xo[ExpManual][root:WTEpatch_int] -474.992 +- 3.1021e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 104.409 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.163 +- 568.803 1 A[ExpManual][root:WTEpatch_int] 350.617 +- 1.80131e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.82 +- 1.38872e+08 3 tau[ExpManual][root:MTEpatch_int] 2703.16 +- 3478.91 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.62,-475,603.81,563.17,1113.9,2703.2} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,4.3e+06,7.4e+06,91,232,3.31e+07,1.48e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.62 ± 4.3e+06 K2 =-475 ± 7.4e+06 K3 =603.81 ± 91 K4 =563.17 ± 232 K5 =1113.9 ± 3.31e+07 K6 =2703.2 ± 1.48e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0761 1 A[ExpManual][root:WTEpatch_int] 350.62 +- 4.2962e+06 2 xo[ExpManual][root:WTEpatch_int] -474.999 +- 7.39859e+06 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 90.9901 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.171 +- 231.587 1 A[ExpManual][root:WTEpatch_int] 350.62 +- 4.2962e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.86 +- 3.31231e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.21 +- 1482.94 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.01,603.81,563.2,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,3.9e+06,6.72e+06,90.9,229,3.01e+07,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 3.9e+06 K2 =-475.01 ± 6.72e+06 K3 =603.81 ± 90.9 K4 =563.2 ± 229 K5 =1114 ± 3.01e+07 K6 =2703.4 ± 1.46e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0677 1 A[ExpManual][root:WTEpatch_int] 350.626 +- 3.90314e+06 2 xo[ExpManual][root:WTEpatch_int] -475.009 +- 6.72157e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8667 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.195 +- 229.112 1 A[ExpManual][root:WTEpatch_int] 350.626 +- 3.90314e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1113.99 +- 3.00935e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.36 +- 1461.58 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.01,603.81,563.2,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.13e+06,1.23e+07,90.9,230,5.49e+07,1.48e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 7.13e+06 K2 =-475.01 ± 1.23e+07 K3 =603.81 ± 90.9 K4 =563.2 ± 230 K5 =1114 ± 5.49e+07 K6 =2703.4 ± 1.48e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 6 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0598 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 7.12509e+06 2 xo[ExpManual][root:WTEpatch_int] -475.01 +- 1.227e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.9241 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.196 +- 230.33 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 7.12509e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114 +- 5.4935e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.37 +- 1479.31 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.01,603.81,563.2,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,3.14e+06,5.41e+06,90.8,268,2.42e+07,1.69e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 3.14e+06 K2 =-475.01 ± 5.41e+06 K3 =603.81 ± 90.8 K4 =563.2 ± 268 K5 =1114 ± 2.42e+07 K6 =2703.4 ± 1.69e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 4 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0637 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 3.14104e+06 2 xo[ExpManual][root:WTEpatch_int] -475.01 +- 5.40917e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.836 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.196 +- 267.644 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 3.14104e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114 +- 2.42167e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.37 +- 1690.39 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.01,603.81,563.2,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,2.43e+06,4.19e+06,90.9,233,1.88e+07,1.49e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 2.43e+06 K2 =-475.01 ± 4.19e+06 K3 =603.81 ± 90.9 K4 =563.2 ± 233 K5 =1114 ± 1.88e+07 K6 =2703.4 ± 1.49e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 6 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.0649 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 2.43249e+06 2 xo[ExpManual][root:WTEpatch_int] -475.01 +- 4.18897e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8698 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.196 +- 232.765 1 A[ExpManual][root:WTEpatch_int] 350.627 +- 2.43249e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114 +- 1.87551e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.37 +- 1485.38 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.01,603.81,563.2,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,8.65e+06,1.49e+07,91,582,6.67e+07,3.79e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 8.65e+06 K2 =-475.01 ± 1.49e+07 K3 =603.81 ± 91 K4 =563.2 ± 582 K5 =1114 ± 6.67e+07 K6 =2703.4 ± 3.79e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0822 1 A[ExpManual][root:WTEpatch_int] 350.629 +- 8.64828e+06 2 xo[ExpManual][root:WTEpatch_int] -475.013 +- 1.4893e+07 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.9947 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.204 +- 581.995 1 A[ExpManual][root:WTEpatch_int] 350.629 +- 8.64828e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.04 +- 6.66759e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.42 +- 3786.72 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.63,-475.02,603.81,563.21,1114,2703.4} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,3.92e+06,6.76e+06,91,229,3.03e+07,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.63 ± 3.92e+06 K2 =-475.02 ± 6.76e+06 K3 =603.81 ± 91 K4 =563.21 ± 229 K5 =1114 ± 3.03e+07 K6 =2703.4 ± 1.46e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.959 +- 12.088 1 A[ExpManual][root:WTEpatch_int] 350.633 +- 3.92427e+06 2 xo[ExpManual][root:WTEpatch_int] -475.02 +- 6.75784e+06 3 tau[ExpManual][root:WTEpatch_int] 603.812 +- 91.046 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.207 +- 229.337 1 A[ExpManual][root:WTEpatch_int] 350.633 +- 3.92427e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.03 +- 3.02569e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.43 +- 1461.28 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.64,-475.03,603.81,563.22,1114.1,2703.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,5.47e+06,9.42e+06,91,504,4.22e+07,3.29e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.64 ± 5.47e+06 K2 =-475.03 ± 9.42e+06 K3 =603.81 ± 91 K4 =563.22 ± 504 K5 =1114.1 ± 4.22e+07 K6 =2703.5 ± 3.29e+03 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0725 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 5.46994e+06 2 xo[ExpManual][root:WTEpatch_int] -475.028 +- 9.41944e+06 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.9508 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.217 +- 503.814 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 5.46994e+06 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.07 +- 4.2178e+07 3 tau[ExpManual][root:MTEpatch_int] 2703.5 +- 3290.25 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.64,-475.03,603.81,563.22,1114.1,2703.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.72e+07,1.33e+08,90.8,229,5.96e+08,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.64 ± 7.72e+07 K2 =-475.03 ± 1.33e+08 K3 =603.81 ± 90.8 K4 =563.22 ± 229 K5 =1114.1 ± 5.96e+08 K6 =2703.5 ± 1.46e+03 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0587 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 2 xo[ExpManual][root:WTEpatch_int] -475.028 +- 1.33025e+08 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8164 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.217 +- 228.821 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.07 +- 5.95605e+08 3 tau[ExpManual][root:MTEpatch_int] 2703.5 +- 1457.39 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.64,-475.03,603.81,563.22,1114.1,2703.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.72e+07,1.33e+08,90.8,229,5.96e+08,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.64 ± 7.72e+07 K2 =-475.03 ± 1.33e+08 K3 =603.81 ± 90.8 K4 =563.22 ± 229 K5 =1114.1 ± 5.96e+08 K6 =2703.5 ± 1.46e+03 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0587 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 2 xo[ExpManual][root:WTEpatch_int] -475.028 +- 1.33025e+08 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8164 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.217 +- 228.821 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.07 +- 5.95605e+08 3 tau[ExpManual][root:MTEpatch_int] 2703.5 +- 1457.39 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.96,350.64,-475.03,603.81,563.22,1114.1,2703.5} V_chisq= 75.6404;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12.1,7.72e+07,1.33e+08,90.8,229,5.96e+08,1.46e+03} Coefficient values ± one standard deviation K0 =254.96 ± 12.1 K1 =350.64 ± 7.72e+07 K2 =-475.03 ± 1.33e+08 K3 =603.81 ± 90.8 K4 =563.22 ± 229 K5 =1114.1 ± 5.96e+08 K6 =2703.5 ± 1.46e+03 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 75.6404 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.958 +- 12.0587 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 2 xo[ExpManual][root:WTEpatch_int] -475.028 +- 1.33025e+08 3 tau[ExpManual][root:WTEpatch_int] 603.811 +- 90.8164 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 563.217 +- 228.821 1 A[ExpManual][root:WTEpatch_int] 350.638 +- 7.72486e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114.07 +- 5.95605e+08 3 tau[ExpManual][root:MTEpatch_int] 2703.5 +- 1457.39 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={454.78,438.57,-455.58,2034.5,438.04,213.49,1286.4} V_chisq= 112.795;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={7.43,16.5,132,41.8,12.6,6.58,115} Coefficient values ± one standard deviation K0 =454.78 ± 7.43 K1 =438.57 ± 16.5 K2 =-455.58 ± 132 K3 =2034.5 ± 41.8 K4 =438.04 ± 12.6 K5 =213.49 ± 6.58 K6 =1286.4 ± 115 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 112.795 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 15 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 454.779 +- 7.43089 1 A[ExpManual][root:WTEpatch_int] 438.573 +- 16.4598 2 xo[ExpManual][root:WTEpatch_int] -455.576 +- 131.805 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 41.8436 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 438.045 +- 12.5993 1 A[ExpManual][root:MTEpatch_int] 213.486 +- 6.57801 2 xo[ExpManual][root:MTEpatch_int] 1286.37 +- 114.971 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 41.8436 ** LINKED to data set root:WTEpatch_int coefficient 3: tau[ExpManual][root:WTEpatch_int] *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={454.78,438.57,-455.58,2034.5,438.04,213.49,1286.4} V_chisq= 112.795;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={86.8,NaN,NaN,624,92.3,NaN,NaN} Coefficient values ± one standard deviation K0 =454.78 ± 86.8 K1 =438.57 ± NaN K2 =-455.58 ± NaN K3 =2034.5 ± 624 K4 =438.04 ± 92.3 K5 =213.49 ± NaN K6 =1286.4 ± NaN Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 112.795 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 454.779 +- 86.7531 1 A[ExpManual][root:WTEpatch_int] 438.573 +- nan 2 xo[ExpManual][root:WTEpatch_int] -455.576 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 438.045 +- 92.2724 1 A[ExpManual][root:MTEpatch_int] 213.486 +- nan 2 xo[ExpManual][root:MTEpatch_int] 1286.37 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 ** LINKED to data set root:WTEpatch_int coefficient 3: tau[ExpManual][root:WTEpatch_int] *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={454.78,438.57,-455.58,2034.5,438.04,213.49,1286.4} V_chisq= 112.795;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={86.8,NaN,NaN,624,92.3,NaN,NaN} Coefficient values ± one standard deviation K0 =454.78 ± 86.8 K1 =438.57 ± NaN K2 =-455.58 ± NaN K3 =2034.5 ± 624 K4 =438.04 ± 92.3 K5 =213.49 ± NaN K6 =1286.4 ± NaN Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 112.795 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 454.779 +- 86.7531 1 A[ExpManual][root:WTEpatch_int] 438.573 +- nan 2 xo[ExpManual][root:WTEpatch_int] -455.576 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 438.045 +- 92.2724 1 A[ExpManual][root:MTEpatch_int] 213.486 +- nan 2 xo[ExpManual][root:MTEpatch_int] 1286.37 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 ** LINKED to data set root:WTEpatch_int coefficient 3: tau[ExpManual][root:WTEpatch_int] *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={454.78,438.57,-455.58,2034.5,438.04,213.49,1286.4} V_chisq= 112.795;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={86.8,NaN,NaN,624,92.3,NaN,NaN} Coefficient values ± one standard deviation K0 =454.78 ± 86.8 K1 =438.57 ± NaN K2 =-455.58 ± NaN K3 =2034.5 ± 624 K4 =438.04 ± 92.3 K5 =213.49 ± NaN K6 =1286.4 ± NaN Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 112.795 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 454.779 +- 86.7531 1 A[ExpManual][root:WTEpatch_int] 438.573 +- nan 2 xo[ExpManual][root:WTEpatch_int] -455.576 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 438.045 +- 92.2724 1 A[ExpManual][root:MTEpatch_int] 213.486 +- nan 2 xo[ExpManual][root:MTEpatch_int] 1286.37 +- nan 3 tau[ExpManual][root:WTEpatch_int] 2034.52 +- 623.961 ** LINKED to data set root:WTEpatch_int coefficient 3: tau[ExpManual][root:WTEpatch_int] *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={346.18,456.99,-878.96,1365.6,605.32,670.13,3115.3} V_chisq= 101.239;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={7.76,11.8,65.8,54.1,11.9,13,78.8} Coefficient values ± one standard deviation K0 =346.18 ± 7.76 K1 =456.99 ± 11.8 K2 =-878.96 ± 65.8 K3 =1365.6 ± 54.1 K4 =605.32 ± 11.9 K5 =670.13 ± 13 K6 =3115.3 ± 78.8 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 101.239 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 29 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 346.184 +- 7.75665 1 A[ExpManual][root:WTEpatch_int] 456.989 +- 11.7625 2 xo[ExpManual][root:WTEpatch_int] -878.955 +- 65.7634 3 tau[ExpManual][root:WTEpatch_int] 1365.58 +- 54.1167 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 605.317 +- 11.8745 1 A[ExpManual][root:WTEpatch_int] 456.989 +- 11.7625 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 670.126 +- 13.0461 3 tau[ExpManual][root:MTEpatch_int] 3115.34 +- 78.8331 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[0],MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[4],MasterCoefs[5] MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 346.184 +- 7.75665 1 A[ExpManual][root:WTEpatch_int] 456.989 +- 11.7625 2 xo[ExpManual][root:WTEpatch_int] -878.955 +- 65.7634 3 tau[ExpManual][root:WTEpatch_int] 1365.58 +- 54.1167 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 605.317 +- 11.8745 1 A[ExpManual][root:WTEpatch_int] 456.989 +- 11.7625 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 670.126 +- 13.0461 3 tau[ExpManual][root:MTEpatch_int] 3115.34 +- 78.8331 *** Doing Global fit *** **** Singular matrix error during curve fitting **** There may be no dependence on these parameters: MasterCoefs[0],MasterCoefs[1],MasterCoefs[2],MasterCoefs[3],MasterCoefs[4],MasterCoefs[5] MasterCoefs[6] Global Fit converged normally. Global fit results Fit converged normally V_chisq = 0 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 0 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.184 +- 7.75665 1 A[ExpManual][root:WTEpatch_int] 350 +- 11.7625 2 xo[ExpManual][root:WTEpatch_int] -475 +- 65.7634 3 tau[ExpManual][root:WTEpatch_int] 603 +- 54.1167 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 605.317 +- 11.8745 1 A[ExpManual][root:WTEpatch_int] 350 +- 11.7625 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 1114 +- 13.0461 3 tau[ExpManual][root:MTEpatch_int] 3115.34 +- 78.8331 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={254.18,350,-475,603,605.32,-1114,3115.3} V_chisq= 92379.8;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={12,7.68e+07,1.32e+08,90.8,304,6.84e+08,4.68e+03} Coefficient values ± one standard deviation K0 =254.18 ± 12 K1 =350 ± 7.68e+07 K2 =-475 ± 1.32e+08 K3 =603 ± 90.8 K4 =605.32 ± 304 K5 =-1114 ± 6.84e+08 K6 =3115.3 ± 4.68e+03 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 92379.8 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 254.184 +- 12.0291 1 A[ExpManual][root:WTEpatch_int] 350 +- 7.68368e+07 2 xo[ExpManual][root:WTEpatch_int] -475 +- 1.32379e+08 3 tau[ExpManual][root:WTEpatch_int] 603 +- 90.8045 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 605.317 +- 303.61 1 A[ExpManual][root:WTEpatch_int] 350 +- 7.68368e+07 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] -1114 +- 6.83921e+08 3 tau[ExpManual][root:MTEpatch_int] 3115.34 +- 4683.94 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={5.48,9.94,34.5,46.4,10.1,9.84,42.5} Coefficient values ± one standard deviation K0 =242.35 ± 5.48 K1 =362.18 ± 9.94 K2 =-467.82 ± 34.5 K3 =522.8 ± 46.4 K4 =429.14 ± 10.1 K5 =188.21 ± 9.84 K6 =1820 ± 42.5 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 17 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 5.48445 1 A[ExpManual][root:WTEpatch_int] 362.183 +- 9.93831 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- 34.461 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 46.3623 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 10.1021 1 A[ExpManual][root:WTEpatch_int] 362.183 +- 9.93831 ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- 9.83547 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 42.4735 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 •WM_NewGlobalFit1#InitNewGlobalFitPanel() •WM_NewGlobalFit1#UnloadNewGlobalFit() *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={242.35,362.18,-467.82,522.8,429.14,188.21,1820} V_chisq= 79.1241;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 8; W_sigma={9.28,NaN,NaN,71.8,104,NaN,653} Coefficient values ± one standard deviation K0 =242.35 ± 9.28 K1 =362.18 ± NaN K2 =-467.82 ± NaN K3 =522.8 ± 71.8 K4 =429.14 ± 104 K5 =188.21 ± NaN K6 =1820 ± 653 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 79.1241 V_npnts= 9 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:WTEpatch_int] 242.352 +- 9.28252 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan 2 xo[ExpManual][root:WTEpatch_int] -467.819 +- nan 3 tau[ExpManual][root:WTEpatch_int] 522.799 +- 71.7689 Data Set: root:MTEpatch_int vs root:CadCbulk ; Function: ExpManual 0 yinf[ExpManual][root:MTEpatch_int] 429.138 +- 104.181 1 A[ExpManual][root:WTEpatch_int] 362.183 +- nan ** LINKED to data set root:WTEpatch_int coefficient 1: A[ExpManual][root:WTEpatch_int] 2 xo[ExpManual][root:MTEpatch_int] 188.206 +- nan 3 tau[ExpManual][root:MTEpatch_int] 1820.02 +- 652.916 •SetAxis/A *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.053859,35.64,21.049} V_chisq= 25.0353;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 6; W_sigma={0.00282,1.14,1.72} Coefficient values ± one standard deviation K0 =0.053859 ± 0.00282 K1 =35.64 ± 1.14 K2 =21.049 ± 1.72 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 25.0353 V_npnts= 7 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 3 Data Set: root:WTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 1 p[LinearFit][root:WTEperim_int] 35.6398 +- 1.14279 Data Set: root:MTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 ** LINKED to data set root:WTEperim_int coefficient 0: m[LinearFit][root:WTEperim_int] 1 p[LinearFit][root:MTEperim_int] 21.0492 +- 1.71545 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.053859,35.64,21.049} V_chisq= 25.0353;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 6; W_sigma={0.00282,1.14,1.72} Coefficient values ± one standard deviation K0 =0.053859 ± 0.00282 K1 =35.64 ± 1.14 K2 =21.049 ± 1.72 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 25.0353 V_npnts= 7 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 3 Data Set: root:WTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 1 p[LinearFit][root:WTEperim_int] 35.6398 +- 1.14279 Data Set: root:MTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 ** LINKED to data set root:WTEperim_int coefficient 0: m[LinearFit][root:WTEperim_int] 1 p[LinearFit][root:MTEperim_int] 21.0492 +- 1.71545 •Legend/C/N=text0/J "\\s(WTEpatch_int) WTE patch\n\\s(WTEperim_int) WTE perim\r\\s(MTEpatch_int) MTE patch\r\\s(MTEperim_int) MTE perim\rExp. fit for the patch";DelayUpdate •AppendText/N=text0 "\\s(fit_WTEpatch_int) fit_WTEpatch_int\r\\s(fit_MTEpatch_int) fit_MTEpatch_int\rExp. co-fit for the patch";DelayUpdate •AppendText/N=text0 "\\s(GFit_WTEpatch_int) GFit_WTEpatch_int\r\\s(GFit_MTEpatch_int) GFit_MTEpatch_int\rLin. co-fit for the perimeter";DelayUpdate •AppendText/N=text0 "\\s(GFit_WTEperim_int) GFit_WTEperim_int\r\\s(GFit_MTEperim_int) GFit_MTEperim_int" •Legend/C/N=text0/J "\\Z10\\s(WTEpatch_int) WTE patch\n\\s(WTEperim_int) WTE perim\r\\s(MTEpatch_int) MTE patch\r\\s(MTEperim_int) MTE perim\rExp. fit for the patch";DelayUpdate •AppendText/N=text0 "\\s(fit_WTEpatch_int) fit_WTEpatch_int\r\\s(fit_MTEpatch_int) fit_MTEpatch_int\rExp. co-fit for the patch";DelayUpdate •AppendText/N=text0 "\\s(GFit_WTEpatch_int) GFit_WTEpatch_int\r\\s(GFit_MTEpatch_int) GFit_MTEpatch_int\rLin. co-fit for the perimeter";DelayUpdate •AppendText/N=text0 "\\s(GFit_WTEperim_int) GFit_WTEperim_int\r\\s(GFit_MTEperim_int) GFit_MTEperim_int" *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.053859,35.64,21.049} V_chisq= 25.0353;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 6; W_sigma={0.00282,1.14,1.72} Coefficient values ± one standard deviation K0 =0.053859 ± 0.00282 K1 =35.64 ± 1.14 K2 =21.049 ± 1.72 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 25.0353 V_npnts= 7 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 2 Data Set: root:WTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 1 p[LinearFit][root:WTEperim_int] 35.6398 +- 1.14279 Data Set: root:MTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 ** LINKED to data set root:WTEperim_int coefficient 0: m[LinearFit][root:WTEperim_int] 1 p[LinearFit][root:MTEperim_int] 21.0492 +- 1.71545 *** Doing Global fit *** Fit converged properly Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.053859,35.64,21.049} V_chisq= 25.0353;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 6; W_sigma={0.00282,1.14,1.72} Coefficient values ± one standard deviation K0 =0.053859 ± 0.00282 K1 =35.64 ± 1.14 K2 =21.049 ± 1.72 Global Fit converged normally. Global fit results Fit converged normally V_chisq = 25.0353 V_npnts= 7 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 1 p[LinearFit][root:WTEperim_int] 35.6398 +- 1.14279 Data Set: root:MTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.002819 ** LINKED to data set root:WTEperim_int coefficient 0: m[LinearFit][root:WTEperim_int] 1 p[LinearFit][root:MTEperim_int] 21.0492 +- 1.71545 *** Doing Global fit *** 9 iterations with no decrease in chi square Duplicate/O YCumData,WMCF_TempXWave WMCF_TempXWave = x NewGlblFitFunc(MasterCoefs,FitY,WMCF_TempXWave) FitY=FitY[p] NewGF_ResidY = YCumData[p] - FitY[p] KillWaves/Z WMCF_TempXWave MasterCoefs={0.053859,35.64,21.049} V_chisq= 25.0353;V_npnts= 7;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 6; W_sigma={0.00266,1.09,1.63} Coefficient values ± one standard deviation K0 =0.053859 ± 0.00266 K1 =35.64 ± 1.09 K2 =21.049 ± 1.63 Hmm... Global Fit stopped for an unknown reason. Global fit results Fit stopped due to limit of iterations with no decrease in chi-square V_chisq = 25.0353 V_npnts= 7 V_numNaNs= 0 V_numINFs= 0 Number of iterations: 10 Data Set: root:WTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.0026607 1 p[LinearFit][root:WTEperim_int] 35.6398 +- 1.08571 Data Set: root:MTEperim_int vs root:CadCbulk ; Function: LinearFit 0 m[LinearFit][root:WTEperim_int] 0.0538592 +- 0.0026607 ** LINKED to data set root:WTEperim_int coefficient 0: m[LinearFit][root:WTEperim_int] 1 p[LinearFit][root:MTEperim_int] 21.0492 +- 1.63094 •variable perimIntensToSurfCov=1500/40 •ModifyGraph hideTrace(GFit_WTEpatch_int)=1,hideTrace(GFit_MTEpatch_int)=1,hideTrace(GFit_WTEperim_int)=1,hideTrace(GFit_MTEperim_int)=1 •Legend/C/N=text0/J "\\Z14\\s(WTEpatch_int) WTE patch\n\\s(WTEperim_int) WTE perim\r\\s(MTEpatch_int) MTE patch\r\\s(MTEperim_int) MTE perim\rExp. fit for the patch";DelayUpdate •AppendText/N=text0 "\\s(fit_WTEpatch_int) fit_WTEpatch_int\r\\s(fit_MTEpatch_int) fit_MTEpatch_int" •HideInfo •ShowInfo •HideInfo •Edit as "relation patch-perimeter" •rename wave0 WTEpatchCov •rename wave1 MTEpatchCov •rename wave2 WTEperimCov •rename wave3 MTEperimCov •display WTEpatchCov vs WTEperimCov •append MTEpatchCov vs MTEperimCov !� ¨hä2ĘíÚ—ÖíÚCadCbulkð?ð?ð?ð?Y@@o@@@p‡@@�@˜iëX$3ùóÚùóÚW_coefð?ð?ð?ð?í Ñ%÷®�@y,-?Ó�À9Uĵ@˜äéX53ùóÚùóÚW_sigmað?ð?ð?ð?VËx“ýw©@�Îcñšn©@Œ$å&†ÛÒ@È’ ˆ=3°ôÚ°ôÚ M_Correlationð?ð?ð?ð?ð?R�äìÀ念CP¸Ü'ê¿R�äìÀå¿ð?O/ýëØÇá?µCP¸Ü'ê¿O/ýëØÇá?ð?˜GÁX3°ôÚ°ôÚGlobalFitCoefficientsð?ð?ð?ð?ÃÛ]n“«?õ'4”ãÑA@ßÉ– 5@¸Áx/3°ôÚ°ôÚfitYCumDatað?ð?ð?ð?= ×£p]E@333333G@…ëQ¸^N@®GázþR@®Gáz”;@ö(\�µI@R¸…ëÑM@¨kˆh‡2fYóÚ/¯ôÚWTEperim_intð?ð?ð?ð?= ×£p]E@333333G@…ëQ¸^N@®GázþR@ø¨Ö¯h03~YóÚ2¯ôÚWTEperim_int_errð?ð?ð?ð?Ház®Gõ?¤p= ×£ø?q= ×£põ?®Gáz®ÿ?ø¨Ú‡hó2�YóÚ4¯ôÚMTEperim_intð?ð?ð?ð?ÍÌÌÌÌ 8@®Gáz”;@ö(\�µI@R¸…ëÑM@ø£•¯O3ÏYóÚV¯ôÚMTEperim_int_errð?ð?ð?ð?1.11.671.161.23 ¨õ×h3~]óÚ^óÚWTEpatch_intð?ð?ð?ð?×£p= '^@= ×£pb@ìQ¸…ûg@¤p= ×+j@ìQ¸…k@¨4hè2–]óÚ^óÚWTEpatch_int_errð?ð?ð?ð?333333@ö(\�Âõ@333333 @¸…ëQ¸@q= ×£p@¨Ê×h3§]óÚ^óÚMTEpatch_intð?ð?ð?ð?…ëQ¸¾G@R¸…ë1S@®Gázî_@®Gázæb@ìQ¸…£i@¨hú2»]óÚ^óÚMTEpatch_int_errð?ð?ð?ð?)\�Âõ(@ÍÌÌÌÌÌ@®Gáz®@…ëQ¸… @ìQ¸…ë@' ¤�€g33ùóÚùóÚÈfit_WTEpatch_intÈ…Ÿ\ˆº@ð?ð?ð?v\¬O�øU@àÅx¹cV@²›h†§ÍV@z7]6W@‚îEÖÝ�W@œ?BA-X@ò@ŠâNiX@$—O4FÍX@‚¦0Y@ˆéížÃ‘Y@(¯YyPòY@ÖÔ£‡ÀQZ@Uêß°Z@ sVW [@b¯2Š„i[@ ^|Ø¡Ä[@êVc²\@Ô±‡C¹w\@Øv¶ˆ¹Ï\@3.€9¶&]@·³•S²|]@ÀMÕ˰Ñ]@W³dŽ´%^@¶ÅÊ~Àx^@Öýx×Ê^@þŽ´Lü_@:?Ç1l_@qö©z»_@”‚eÖì`@ÅõÁ¨+`@á2lòQ`@%A"&Ëw`@�+é<4�`@E½Óù.Â`@2†c¢¼æ`@@îYxÞ a@ŽEù•.a@þ³¡ãQa@ˆØdÉta@¦ht8H—a@BàzKa¹a@lÒÊÛa@\KâÜfüa@è36©Ub@gîPã=b@Q©–ò^b@Œƒm©ß}b@£ÿm�P�b@FIY³d¼b@ó1À,Ûb@™ {ùb@ô·ŠPc@0Sr+5c@àÏïFRc@Í.-ü|oc@ÞìZ-%Œc@XɸÖx¨c@>ržñxÄc@ „t&àc@ â S‚ûc@òZ~�d@°©ãH1d@.ËÇnµKd@Ä¥uÔed@& s–¥d@(–ü*™d@:�Ìe²d@Ì‘ÜÍTËd@ó8³óúãd@~©HdXüd@Ìöme@¬×}<,e@eFßÊÄCe@S_�®[e@6+éôre@ˆºQhÀˆe@ÙÐ7Ÿe@±8Aôlµe@™ª–`Ëe@xk]wáe@•~KW†öe@�›ò¹ f@x'í¯ f@©¹Cf5f@?ZhàIf@€¢ &^f@`Íÿ. rf@�ŒN3ç…f@6Uás™f@JZ䯬f@O2Eçà¿f@›:õ‘ÂÒf@]Õ�Šlåf@�eˆuß÷f@´õ g@<…ש"g@’n2ô-g@¼¶µ+‘?g@ýã·0úPg@îæ´Ú/bg@qô(Á2sg@%jÑy„g@nô±˜¢”g@\¥°¥g@ƒü§PNµg@àQ \Åg@߆fg:Õg@àT”öéäg@¨í@kôg@,˜íξh@Ô§|'åh@6hõÏÞ!h@Ó)L¬0h@ÈýcN?h@Ã>rÇÄMh@¶ð£Æ\h@ƒ¨Ñ™2jh@´Ä`½*xh@y´G¬ù…h@2àŸ“h@rpåСh@I=„õs®h@ìSâ»h@å0\®ªÈh@V{S)ŒÕh@žŠš¥Gâh@^‚D“Ýîh@ÿîaNûh@Þ”œ|ši@14 RÂi@ØAeLÆi@4•nÕ¦+i@$ ³Ud7i@?Š4ÿBi@ƒtØwNi@zb]¥ÎYi@ d"ei@ ‹Kpi@¬ã³ç {i@øÎl6ß…i@MS‡–’�i@,c4f&›i@Q�›¥i@>ñŸÇð¯i@Zç_(ºi@·£»6AÄi@šŒ–“<Îi@ëÕÍ~Øi@Ÿ†;OÛái@3u¹Zëi@d;$öõi@$!^urþi@üþQ+Âj@íöiöj@ãêN‚j@ØûqÄ #j@Æ”ˆñ+j@s~Ò»4j@6±¨˜j=j@Òý�Fj@s®ë4}Nj@è ÐàVj@?Su­+_j@»wi^gj@^m£Mxoj@@u zwj@›^Sej@Q6¬8‡j@å:iïôŽj@¢ƒaš–j@Œ¬E)žj@B‘kÞ¡¥j@ „m­j@(W÷3Q´j@§rˆ»j@©T7gªÂj@cÓPR·Éj@Êcq¯Ðj@Û•Æ“×j@•Ó@bÞj@¿t\håj@„O¿µÄëj@øtØbXòj@¨4Œ©Øøj@#ÃEÿj@»äèŸk@fyk@SRLBOk@mÅÚM$k@#5OÃ:*k@½20k@‰¹ÉYà5k@®Ê™m™;k@ÃWÓŸAAk@;éA"ÙFk@µ%&`Lk@BƒÜÖQk@¥ó-t=Wk@fit_WTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={233.2,-115.39,433.6} W_fitConstants={100} V_chisq= 82.9729;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={15.7,14.8,139} Coefficient values ± one standard deviation y0 =233.2 ± 15.7 A =-115.39 ± 14.8 tau =433.6 ± 139 Constant: X0 =100 ˆøOHß2ùóÚùóÚW_fitConstantsð?ð?ð?ð?Y@E  Ž€…¯2ùóÚùóÚÈfit_MTEpatch_intÈ…Ÿ\ˆº@ð?ð?ð?€€~½ä>@ÀK?àÔ?@ ‹…ˆa@@àr®ôØ@@[çöCPA@@Ñ‘_xÇA@`jF‘>B@@C¤°ŽµB@ ½¥p,C@Õ¨+7£C@v¼HâD@À'Kr�D@`·¦aæE@à|j?}E@[#}óE@0À¢’ŸiF@¦F¿¦ßF@°’:¯’UG@@˜ÇhcËG@ÀU5òAH@ ÷ÉQ³¶H@ 5Ê�2,I@ Xy¬–¡I@Ð3´ßJ@à+êª ŒJ@`2+— K@`ÈvK@0þñhõêK@ÐsîZ·_L@�YH[^ÔL@ o7pêHM@@òŸ[½M@P­ð±1N@€Ô›hí¥N@À‚ð O@0¤ÛæŽO@ 1Æ|ÿP@ˆ<¦ç:P@ÐzrÂtP@0@å�®P@¨dÂPèP@8ŽÑÈ"Q@ B@¨[Q@�w&j@•Q@È´�IËÎQ@8ò‘áHR@P©:5¹AR@`žšG{R@øàÀr´R@ÐË»´ºíR@8™ö&S@ø~eA$`S@Èv-;E™S@@vüYÒS@Sݤ_ T@ /ÚYDT@ðxüjE}T@pëL˜$¶T@hŽÓ¥öîT@ˆ¶—–»'U@ˆ ms`U@`jò-™U@€!”Ú»ÑU@Ø´‰vL V@üÖÐBV@ȈF{V@ˆŠ„°³V@ é{ ìV@È¢­ñ[$W@0¼Òhž\W@°XäÓ”W@�lÀeJ^@H+ç�^@`5³s‘·^@Àiî^@@žÊŠ$_@p÷±™ôZ_@€G¹ÚQ‘_@è^�¢Ç_@c·¼æý_@4ç»1`@8ŸÃ$5`@¨6w4P`@ìµ(=k`@¼ÛÉþ?†`@äü%™<¡`@ Á9ù2¼`@äu #×`@D€G ò`@N Êð a@¨dnOÎ'a@€Y ¡¥Ba@�m$Âv]a@L�h²Axa@¸PÚs“a@pûæÅ­a@Ð|ûo}Èa@ôo„­/ãa@ÜîÁÛýa@ts¤®�b@¨u!3b@|M¥»Mb@(Æ”Nhb@àðÛ‚b@ø{],c�b@ül¨Hä·b@¼‚*G_Òb@TM)Ôìb@ŒyðBc@ÌRž«!c@T �3âf@èÑOLÃûf@@‡ÙRBg@Ü%)w».g@pDšº.Hg@d)ˆœag@ËM¤{g@ÀÏEMe”g@¬�ÊÁ­g@( 6Çg@¸þá(gàg@ Ï'l±ùg@$“`Ùõh@\åq4,h@„Ä 7mEh@äÑ2* ^h@l¬LÍwh@”ÑŸô�h@¬ ù$ªh@¼ãzÝ1Ãh@°<­ÊGÜh@daæíWõh@´O|Hbi@”¶ÄÛf'i@fit_MTEpatch_int= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={1067.7,-1018.4,5572.1} W_fitConstants={100} V_chisq= 185.702;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.26e+03,3.26e+03,1.93e+04} Coefficient values ± one standard deviation y0 =1067.7 ± 3.26e+03 A =-1018.4 ± 3.26e+03 tau =5572.1 ± 1.93e+04 Constant: X0 =100  ¿`²2>§ôÚ>§ôÚCoef_WTEpatch_intð?ð?ð?ð?û¢&µDKn@Hëãì¢v@¾Ù¹^=}ÀÛ�ÊÖdV€@ �|`´2>§ôÚ>§ôÚsig_WTEpatch_intð?ð?ð?ð?È�ü¦�"@øÿøÿPÞ‹5ñQ@Àp€3>§ôÚ>§ôÚÈGFit_WTEpatch_intÈ*) á'@ð?ð?ð?Y@¨Ü¯pÈ^@’$ò),J^@@×cJûŒ^@!£®7Ï^@׳©Üà_@\ë_ÕùQ_@s Cƒ’_@€ÝPb~Ò_@t—m6ö`@ôåLg(`@òûÅ“G`@nîzf`@µíö…`@)áK|£`@¹v,¦˜Á`@öÑœrß`@š¬¿ ý`@ëëb aa@”hÞÏw7a@^°.ÜMTa@ÚÁÀRäpa@öÁÉ¿;�a@­«I®T©a@µù ¨/Åa@_J´5Íàa@—ý¬Þ-üa@/Í=)Rb@`_„š:2b@ªÓx¶çLb@JðÿYgb@ÀdŸø‘�b@8Ä!�›b@õ}ãøTµb@��UþàÎb@ã@¾®4èb@žT†Pc@÷Ä=5c@kK�–â2c@†“QÂYKc@x‚ûšcc@Ô¹¦{c@âSûp}“c@*.˜«c@´%d¢�Âc@Ÿg¹ÈÙc@×¾+Ïðc@ÖÂBŒ£d@‹_–Ed@}$^¸µ4d@1L`ôJd@æBûad@¥«hõÞvd@·2ú¹‹Œd@ŒVD³¢d@lªJV·d@Ÿe§ètÌd@LÓÏôdád@ßÓÕ&öd@$D�ñº e@ÀBŬ!e@¤Ž®k[3e@:o‘hGe@6œ^€I[e@ˆ3û™þne@æƒì>ˆ‚e@¤ðÏæ•e@y’C©©e@t Ö+$¼e@ÖJ´Ïe@ýj ž¹áe@dc,GFôe@¬Ô·ªf@ÊÄs=åf@iYÊ>ø*f@bŽ`eã1”f@bÓ_4¥f@¶Èáý¶f@jŽfkÊÆf@èbú]×f@é7#üÌçf@ž›@Áøf@&x¢™>g@]€ÔAg@’¾aÀ!(g@· #«Þ7g@4—óáxGg@{ÜX±ðVg@M›/eFfg@ÐK­Hzug@m�a¦Œ„g@tž7È}“g@±²w÷M¢g@ÌnÈ|ý°g@žB0 Œ¿g@lÌ©ûÍg@!7FÞJÜg@t•ì…zêg@#:�åŠøg@* RB|h@ ÞlàNh@6³¸"h@~kï˜/h@¾^%æ=h@£öõ)kJh@› Yü§Wh@¸<žÇdh@ÖoüOÊqh@· hQ°~h@Ž#Âáy‹h@pÅÁ?'˜h@P½“©¸¤h@Þ»Û\.±h@ꆵ–ˆ½h@%¶“ÇÉh@´í�ëÕh@è,åÆôáh@M¦sãíh@ÉòµÐ·ùh@užri@6âRƒi@Í{jK™i@Qlç¨(i@r ÕÓZ3i@Q$Ö>i@òÆo¸Ii@ÌA|NÂTi@¾tÖ³_i@y‹<�ji@D-ÓµNui@­ xøi@" ·ŠŠi@ªú�¦•i@îÕ6ziŸi@t¤Æd¶©i@âÒ˜ì³i@È\nH ¾i@@`B¥Èi@ns‡àÒi@ñd +æÛi@7h,µ­åi@Áä®_ïi@c÷½Güøi@u/Þ®ƒj@ ¢ö j@9z¢Sj@Ü´9‹œj@ØŒÈúÐ'j@nÏKñ0j@)ÿ„"ý9j@?îÒ3õBj@6˜2~ÙKj@šù?-ªTj@ãå6lg]j@|Ûóefj@ùÕôD¨nj@…Z3,wj@nçZ�j@ åû‡j@¸ºúG�j@<Ÿ½Ä�˜j@Lmek© j@lS°¿¨j@ðDî°j@Isrµ¸j@_1¿•Àj@G$eÈj@‹�˜#Ðj@’‡Ð×j@/•lßj@»ëg÷æj@ˆ9 rîj@´f3Üõj@hߥ6ýj@྘k@[& ¹ k@3 8·âk@Ó)„ük@ëéĨ!k@pœ’G(k@û›Ì‚ì.k@šÙa|È5k@GsöU•§ôÚ>§ôÚGRes_WTEpatch_intð?ð?ð?ð?€—c`æ à?`L£¿›µÀ`øì Œ@€O³°¥7@ j’3ŠÀ žÈ`)3>§ôÚ>§ôÚCoef_MTEpatch_intð?ð?ð?ð?¿›¾¿5Òz@Hëãì¢v@N¶Þ“†g@�d±ñpœ@ V|`ø2>§ôÚ>§ôÚsig_MTEpatch_intð?ð?ð?ð?*ËyØš Z@øÿøÿa»vTg„@ÀKy€×2>§ôÚ>§ôÚÈGFit_MTEpatch_intÈGïŠÌ—&@ð?ð?ð?@o@ø–¹ñÂS@ˆÄ˜4KñS@¨0Ö#ŒT@Luz”´MT@@J~“Ä{T@°ˆÓ-¼©T@ô.ep›×T@dhbU@P{Ç!3U@øKª§`U@@‘t&ŽU@Ô4 [Œ»U@œ ÏœÚèU@Ä|~àV@T1Í2/CV@Øi 5pV@ìgù5$�V@Ä¥ûÉV@À¥r ºöV@ð�ˆda#W@¤ãìñOW@äz%2i|W@ޱ¿É¨W@@· ÍÕW@äõŸfDX@0²ß˜^-X@¨À-paYX@�eèøL…X@hXg?!±X@dÇûOÞÜX@ìZð6„Y@9‰4Y@¼¹Š_Y@°õ—lëŠY@t³u'5¶Y@è€ÇõgáY@È+±ãƒ Z@ôPýˆ7Z@ü.»NwbZ@\ äN�Z@Ô1ɸZ@ SK ºâZ@ øL³M [@¤Õ-ÐÊ7[@°ªÞl1b[@¨âI•�Œ[@¨™SU»¶[@´ŸÙ¸Þà[@|³Ëë \@¬p²™â4\@H}¡.Ã^\@ðbE–�ˆ\@4§\ÜA²\@€—Ÿ àÛ\@TLÀ2h]@¬¬jZÚ.]@,qD�6X]@p'íÜ|�]@\5þN­ª]@DÜ ñÇÓ]@H< ÎÌü]@€WEó»%^@D{j•N^@hE¼?Yw^@d£}~ ^@¨Ù-2 È^@À„5f#ñ^@ˆ6÷%‘_@pyÏ|éA_@”Óv,j_@ ÊZ’_@ìã"}rº_@¤­z¡uâ_@Þ®Ê1`@ÄW2`@¦Q -`@2Š1_×@`@t70¤T`@Žò„fh`@FBðb|`@– ¼ÏË�`@BÝÐn£`@T1Øk·`@À/¦•Ê`@àž`…Þ`@Ðè“ñ`@ø´@Ha@žwÞ6ga@\]5àÁ+a@ÄȵI?a@þ:ÍxXRa@^Uær”ea@êÚh=Æxa@Ú±¹Ýí‹a@å:Y Ÿa@Þ¥Kµ²a@MH÷'Åa@¸\Š$'Øa@à�hBëa@¤•6Vþa@èžEeèb@ÖÓãt¿#b@J›\ŠŒ6b@^ŽøªOIb@ÞyýÛ\b@Æ_®"¸nb@ÀxK„]�b@–5ù“b@´@=­Š¦b@’¹b@>�€�Ëb@È^9·Þb@¶þ(oðb@~Ô8ØÏc@øóÌ&c@Òð^ t'c@J¡˜·9c@JÜyñKc@xQ.´!^c@¿´LHpc@–‰He‚c@}¬x”c@rSu~‚¦c@üU³Â‚¸c@´Ž‹~yÊc@ØY ·fÜc@:g9qJîc@²»²$d@вÁ~õd@âþ ܼ#d@­<Ïz5d@<$]/Gd@Z'˜ŠÚXd@×È\|jd@š²—Ø|d@À™ö¤�d@¾ÍÔà)Ÿd@Øòw¦°d@À¿ÊÂd@àƒÓd@^œ½ääd@0Ÿ f<öd@„‰àŠe@\¡20Ðe@¸õwZ *e@ ï0d?;e@rì2RiLe@LºP)Š]e@b™Zî¡ne@V=¦°e@˜ÎfU¶�e@¶ëü³¡e@´ª¦­¦²e@tš'`‘Ãe@ùÃ@sÔe@Ä«°éKåe@/S3Êöe@¹9‚Ãâf@]^TÚ f@ë@^V(f@MãQs9f@ëÊÞþ¥If@貺@Zf@ƒv«Òjf@b&ÓÕ[{f@ØËn>Ü‹f@>3ìéSœf@Cìܬf@)« )½f@!Î髆Íf@“Ú‘ÛÝf@aÀ<Ð'îf@=Þmkþf@ç±’n¦g@{êÖØg@Ìœr«/g@xëµð#?g@eÕ<«§ôÚ>§ôÚGRes_MTEpatch_intð?ð?ð?ð? aÚËÒ®÷¿ÀÔ{”Æ À@�ž ™î @Àך…è'Àà:ÏàÄN@�Z£PÐ2°ôÚ°ôÚCoef_WTEperim_intð?ð?ð?ð?ÃÛ]n“«?õ'4”ãÑA@�ŒgP3°ôÚ°ôÚsig_WTEperim_intð?ð?ð?ð?ÕŠ.³åËe?þÍ)_ñ?À÷Ó€å2°ôÚ°ôÚÈGFit_WTEperim_intÈ“~r! @ð?ð?ð?Y@kRVRIƒD@¼jîÍ™D@˜%ŠR°D@/�“&ׯD@Åø§Â[ÝD@\b¼^àóD@òËÐúd E@‰5å–é E@Ÿù2n7E@¶ÏòME@Lr"kwdE@ãÛ6üzE@yEK£€‘E@¯_?¨E@¦tÛ‰¾E@<‚ˆwÕE@Ó뜓ëE@jU±¯F@¿ÅKœF@—(Úç /F@-’EF@Äû *\F@Ze¼®rF@ñÎ+X3‰F@‡8@ô·ŸF@¢T�<¶F@´ i,ÁÌF@Ku}ÈEãF@áÞ‘dÊùF@xH¦OG@²ºœÓ&G@¥Ï8X=G@<…ãÔÜSG@Òî÷pajG@hX æ€G@ÿÁ ©j—G@•+5Eï­G@,•IásÄG@Âþ]}øÚG@Yhr}ñG@ðцµH@†;›Q†H@¥¯í 5H@³ĉ�KH@JxØ%bH@àáìÁ˜xH@vK^�H@ µú¡¥H@¤*–&¼H@:ˆ>2«ÒH@ÑñRÎ/éH@g[gj´ÿH@þÄ{9I@”.�¢½,I@*˜¤>BCI@Á¹ÚÆYI@XkÍvKpI@îÔáІI@„>ö®T�I@¨ KÙ³I@²ç]ÊI@H{3ƒâàI@ÞäGg÷I@uN\»ë J@ ¸pWp$J@¢!…óô:J@9‹™�yQJ@Ïô­+þgJ@f^ÂÇ‚~J@üÇÖc•J@’1ëÿ‹«J@*›ÿ›ÂJ@À8•ØJ@Vn(ÔïJ@í×£K@¡$àPùK@7ŽôìGÐK@Î÷‰ÌæK@da%QýK@ûÊ1ÁÕL@’4F]Z*L@(žZùÞ@L@¾o•cWL@Uqƒ1èmL@ìÚ—Íl„L@‚D¬iñšL@®Àv±L@¯Õ¡úÇL@F�é=ÞL@ÜêýÙõL@rTvˆ M@ ¾& "M@ ';®‘8M@6‘OJOM@ÌúcæšeM@cdx‚|M@úÍŒ¤’M@�7¡º(©M@'¡µV­¿M@½ Êò1ÖM@TtÞŽ¶ìM@êÝò*;N@€GÇ¿N@±cD0N@®0ÿÈFN@D„D›M]N@ÛíX7ÒsN@qWmÓVŠN@Á�oÛ N@ž*– `·N@4”ª§äÍN@Ìý¾CiäN@bgÓßíúN@øÐç{rO@�:ü÷'O@%¤´{>O@¼ %PUO@Rw9ì„kO@éàMˆ ‚O@€Jb$Ž˜O@´vÀ¯O@­‹\—ÅO@C‡ŸøÜO@Ùð³” òO@8-d˜’P@bnæÔP@Ζx4P@šË‚‚Y&P@e�Л1P@05—Þ(ŒoKQ@ ]–½WVQ@Õ‘  šaQ@ ÆªYÜlQ@lû´§xQ@60¿õ`ƒQ@eÉC£ŽQ@͙ӑå™Q@˜ÎÝß'¥Q@dè-j°Q@/8ò{¬»Q@úlüÉîÆQ@Æ¡1ÒQ@�ÖfsÝQ@\ ´µèQ@'@%øóQ@òt/P:ÿQ@¾©9ž| R@‰ÞCì¾R@TN:!R@ HXˆC,R@ê|bÖ…7R@¶±l$ÈBR@�ævr NR@L�ÀLYR@P‹�dR@ã„•\ÑoR@®¹Ÿª{R@zî©øU†R@E#´F˜‘R@X¾”ÚœR@ÜŒÈâ¨R@¦ÁÒ0_³R@röÜ~¡¾R@=+çÌãÉR@`ñ&ÕR@Ô”ûhhàR@žÉ·ªëR@jþíöR@53S/S@¨Þ²h*3°ôÚ°ôÚGRes_WTEperim_intð?ð?ð?ð?@ú0êDû?�îeÅë¢À€änÿDý¿®ã`k°¿ø�ô¬P63°ôÚ°ôÚCoef_MTEperim_intð?ð?ð?ð?ÃÛ]n“«?ßÉ– 5@�¹gPñ2°ôÚ°ôÚsig_MTEperim_intð?ð?ð?ð?ÕŠ.³åËe? úÓxVú?À)þ€3°ôÚ°ôÚÈGFit_MTEperim_intÈ…Ÿ\ˆº@ð?ð?ð?@o@ë¹hÉAA@ž(g¹SA@&f ndA@­£ÁZÀuA@4án«‡A@¼üd˜A@C\ÉL·©A@Ë™v� »A@R×#î[ÌA@ÚÑ>®ÝA@aR~�ïA@è�+àRB@pÍØ0¥B@ø †�÷"B@H3ÒI4B@†à"œEB@ŽÃ�sîVB@;Ä@hB@�>è“yB@$|•eåŠB@¬¹B¶7œB@4÷B@»4�WܾB@BrJ¨.ÐB@ʯ÷ø€áB@Rí¤IÓòB@Ù*Rš%C@`hÿêwC@襬;Ê&C@oãYŒ8C@ö ÝnIC@~^´-ÁZC@œa~lC@�ÙÏe}C@¼¸ŽC@œTip  C@$’Á\±C@«ÏïÂC@2 qbÔC@ºJ³SåC@BˆË¦öC@ÈÅxTøD@P&¥JD@Ø@Óõœ*D@`~€Fï;D@ç»-—AMD@nùÚç“^D@ö6ˆ8æoD@}t5‰8�D@²âÙŠ’D@Œï�*Ý£D@-={/µD@›jêË�ÆD@"¨—Ô×D@ªåDm&éD@2#ò½xúD@¹`ŸË E@@žL_E@ÈÛù¯o.E@P§Â?E@ÖVTQQE@^”¢fbE@æÑ®ò¸sE@n\C …E@ôL ”]–E@|ж䝧E@Èc5¹E@Œ†TÊE@C¾Ö¦ÛE@š€k'ùìE@!¾xKþE@©ûÅÈ�F@09sð F@¸v jB2F@@´Íº”CF@Çñz çTF@N/(\9fF@ÖlÕ¬‹wF@^ª‚ý݈F@äç/N0šF@l%Ýž‚«F@ôbŠïÔ¼F@{ 7@'ÎF@Þä�yßF@Š’áËðF@Y?2G@š–ì‚pG@ Ô™ÓÂ$G@¨G$6G@/OôtgGG@·Œ¡Å¹XG@>ÊN jG@Æüf^{G@ME©·°ŒG@Õ‚VžG@\ÀYU¯G@äý°©§ÀG@l;^úùÑG@óx KLãG@z¶¸›žôG@ôeìðH@‰1=CH@oÀ�•(H@˜¬mÞç9H@ ê/:KH@¨'ÈŒ\H@.euÐÞmH@¶¢"!1H@>àÏqƒ�H@Å}ÂÕ¡H@L[*(³H@Ó˜×czÄH@[Ö„´ÌÕH@ã2çH@jQßUqøH@ñŽŒ¦Ã I@yÌ9÷I@ çGh,I@ˆG”˜º=I@…Aé OI@–Âî9_`I@œŠ±qI@¦=IÛƒI@.{ö+V”I@´¸£|¨¥I@<öPÍú¶I@Ä3þMÈI@Lq«nŸÙI@Ò®X¿ñêI@ZìDüI@â)³`– J@ig`±èJ@ð¤ ;0J@xâºR�AJ@ h£ßRJ@‡]ô1dJ@›ÂD„uJ@–Øo•Ö†J@æ(˜J@¤SÊ6{©J@,‘w‡ÍºJ@´Î$ØÌJ@< Ò(rÝJ@ÄIyÄîJ@J‡,ÊK@ÒÄÙiK@Z‡k»"K@â?4¼ 4K@h}á `EK@ðºŽ]²VK@xø;®hK@6éþVyK@†s–O©ŠK@±C û›K@”îððM­K@,žA ¾K@¤iK’òÏK@*§øâDáK@²ä¥3—òK@:"S„éL@Â_Õ;L@H�­%Ž&L@ÐÚZvà7L@XÇ2IL@àUµ…ZL@f“bh×kL@îй)}L@v½ |ŽL@þKjZΟL@†‰« ±L@ ÇÄûrÂL@”rLÅÓL@B�åL@¤ÌíiöL@*½y>¼M@²ú&�M@:8Ôß`*M@Àu�0³;M@H³.�MM@ÐðÛÑW^M@X.‰"ªoM@Þk6sü€M@f©ãÃN’M@îæ�¡£M@v$>eó´M@üaëµEÆM@„Ÿ˜˜×M@ ÝEWêèM@”ó§<úM@X øŽ N@¢•MIáN@*Óú™3.N@²¨ê…?N@8NU;ØPN@À‹Œ*bN@HɯÜ|sN@Î]-Ï„N@VD ~!–N@Þ�·Îs§N@d¿dƸN@¨ ½hû2°ôÚ°ôÚGRes_MTEperim_intð?ð?ð?ð?ðOR¦À` °À_¼À€;Í´¬‡ @@âÀHSÛü¿ø  Packages!‘  WM_WaveSelectorList!²  WaveSelectorInfo0!?Ö¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsYSelector° 3pþ2 �íÚ �íÚListWaveð?ð?ð?ð?root Cadconc WTEarea WTEarea_err MTEarea MTEarea_err Packagesrootrootrootrootrootrootrootrootroot:Cadconcroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:Packages)4COSW[_cgko{‡—£³À¸0¥xæ2 �íÚ �íÚSelWaveð?ð?ð?ð? B€B€?  WaveSelectorInfo1!{Ö¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsXSelectorØ$3€¹2 �íÚ �íÚ ListWaveð?ð?ð?ð?_calculated_root Cadconc WTEarea WTEarea_err MTEarea MTEarea_err Packagesrootrootrootrootrootrootroot_calculated_rootroot:Cadconcroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:Packages &5@O[[_cgkoswƒ‡“Ÿ¯»ËØÀû›€ < �íÚ�íÚSelWaveð?ð?ð?ð? B€B€?  WaveSelectorInfo2!œÖ¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsYSelector] ·} < žíÚyôÚ¨ListWave*ð?ð?ð?ð?root CadCbulk WTEarea WTEarea_err MTEarea MTEarea_err fit_WTEarea W_coef W_sigma fit_MTEarea M_Correlation GlobalFitCoefficients fitYCumData Coef_WTEarea sig_WTEarea GFit_WTEarea GRes_WTEarea Coef_MTEarea sig_MTEarea GFit_MTEarea GRes_MTEarea CadCSurf WTEperim_int WTEperim_int_err MTEperim_int MTEperim_int_err WTEpatch_int WTEpatch_int_err MTEpatch_int MTEpatch_int_err fit_WTEpatch_int W_fitConstants fit_MTEpatch_int Coef_WTEpatch_int sig_WTEpatch_int GFit_WTEpatch_int GRes_WTEpatch_int Coef_MTEpatch_int sig_MTEpatch_int GFit_MTEpatch_int GRes_MTEpatch_int Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot:CadCbulkroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:fit_WTEarearoot:W_coefroot:W_sigmaroot:fit_MTEarearoot:M_Correlationroot:GlobalFitCoefficientsroot:fitYCumDataroot:Coef_WTEarearoot:sig_WTEarearoot:GFit_WTEarearoot:GRes_WTEarearoot:Coef_MTEarearoot:sig_MTEarearoot:GFit_MTEarearoot:GRes_MTEarearoot:CadCSurfroot:WTEperim_introot:WTEperim_int_errroot:MTEperim_introot:MTEperim_int_errroot:WTEpatch_introot:WTEpatch_int_errroot:MTEpatch_introot:MTEpatch_int_errroot:fit_WTEpatch_introot:W_fitConstantsroot:fit_MTEpatch_introot:Coef_WTEpatch_introot:sig_WTEpatch_introot:GFit_WTEpatch_introot:GRes_WTEpatch_introot:Coef_MTEpatch_introot:sig_MTEpatch_introot:GFit_MTEpatch_introot:GRes_MTEpatch_introot:Packages*5DS]hwˆ¡°ÀÏßïÿ.:J^n‚’¦¶ÊÞð-BWl€•ª¶º¾ÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNRVZ^bo{‹—§·ÂÎÞð +;L]n~� ­¾Óäù 0EZm‚˜­ÃÙï0=Ð7.�ç= žíÚyôÚTSelWave*ð?ð?ð?ð? B€B  WaveSelectorInfo3!§Ö¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsXSelector… m¶•°œ< žíÚyôÚ¬ListWave+ð?ð?ð?ð?_calculated_root CadCbulk WTEarea WTEarea_err MTEarea MTEarea_err fit_WTEarea W_coef W_sigma fit_MTEarea M_Correlation GlobalFitCoefficients fitYCumData Coef_WTEarea sig_WTEarea GFit_WTEarea GRes_WTEarea Coef_MTEarea sig_MTEarea GFit_MTEarea GRes_MTEarea CadCSurf WTEperim_int WTEperim_int_err MTEperim_int MTEperim_int_err WTEpatch_int WTEpatch_int_err MTEpatch_int MTEpatch_int_err fit_WTEpatch_int W_fitConstants fit_MTEpatch_int Coef_WTEpatch_int sig_WTEpatch_int GFit_WTEpatch_int GRes_WTEpatch_int Coef_MTEpatch_int sig_MTEpatch_int GFit_MTEpatch_int GRes_MTEpatch_int Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot_calculated_rootroot:CadCbulkroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:fit_WTEarearoot:W_coefroot:W_sigmaroot:fit_MTEarearoot:M_Correlationroot:GlobalFitCoefficientsroot:fitYCumDataroot:Coef_WTEarearoot:sig_WTEarearoot:GFit_WTEarearoot:GRes_WTEarearoot:Coef_MTEarearoot:sig_MTEarearoot:GFit_MTEarearoot:GRes_MTEarearoot:CadCSurfroot:WTEperim_introot:WTEperim_int_errroot:MTEperim_introot:MTEperim_int_errroot:WTEpatch_introot:WTEpatch_int_errroot:MTEpatch_introot:MTEpatch_int_errroot:fit_WTEpatch_introot:W_fitConstantsroot:fit_MTEpatch_introot:Coef_WTEpatch_introot:sig_WTEpatch_introot:GFit_WTEpatch_introot:GRes_WTEpatch_introot:Coef_MTEpatch_introot:sig_MTEpatch_introot:GFit_MTEpatch_introot:GRes_MTEpatch_introot:Packages '6AP_itƒ”­¼ÌÛëû *:FVjzŽž²ÂÖêü%9NcxŒ¡¶ÂÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNRVZ^bfjvz‡“£¯¿ÏÚæö"2CSdu†–§¸ÅÖëü"7H]r…š°ÅÛñ2HU؉/˜Š< žíÚyôÚVSelWave+ð?ð?ð?ð? B€B  WaveSelectorInfo4!ÃÖ¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsYSelector] ðM} �<‹ôÚ¬ôÚ¨ListWave*ð?ð?ð?ð?root CadCbulk CadCSurf Coef_MTEarea Coef_MTEpatch_int Coef_WTEarea Coef_WTEpatch_int fitYCumData fit_MTEarea fit_MTEpatch_int fit_WTEarea fit_WTEpatch_int GFit_MTEarea GFit_MTEpatch_int GFit_WTEarea GFit_WTEpatch_int GlobalFitCoefficients GRes_MTEarea GRes_MTEpatch_int GRes_WTEarea GRes_WTEpatch_int MTEarea MTEarea_err MTEpatch_int MTEpatch_int_err MTEperim_int MTEperim_int_err M_Correlation sig_MTEarea sig_MTEpatch_int sig_WTEarea sig_WTEpatch_int WTEarea WTEarea_err WTEpatch_int WTEpatch_int_err WTEperim_int WTEperim_int_err W_coef W_fitConstants W_sigma Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot:CadCbulkroot:CadCSurfroot:Coef_MTEarearoot:Coef_MTEpatch_introot:Coef_WTEarearoot:Coef_WTEpatch_introot:fitYCumDataroot:fit_MTEarearoot:fit_MTEpatch_introot:fit_WTEarearoot:fit_WTEpatch_introot:GFit_MTEarearoot:GFit_MTEpatch_introot:GFit_WTEarearoot:GFit_WTEpatch_introot:GlobalFitCoefficientsroot:GRes_MTEarearoot:GRes_MTEpatch_introot:GRes_WTEarearoot:GRes_WTEpatch_introot:MTEarearoot:MTEarea_errroot:MTEpatch_introot:MTEpatch_int_errroot:MTEperim_introot:MTEperim_int_errroot:M_Correlationroot:sig_MTEarearoot:sig_MTEpatch_introot:sig_WTEarearoot:sig_WTEpatch_introot:WTEarearoot:WTEarea_errroot:WTEpatch_introot:WTEpatch_int_errroot:WTEperim_introot:WTEperim_int_errroot:W_coefroot:W_fitConstantsroot:W_sigmaroot:Packages,AQfu„˜§»Ëàð.CShs‚’¦¶ÊÛêþ !,;K_oƒ�Ÿª¶º¾ÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNRVZ^bo|�£´ÊÚêÿ$5K\rŒ�³ÄÚæö-BTdy‰žªºËàñ$0=ÐîÆ�w<‹ôÚ¬ôÚTSelWave*ð?ð?ð?ð? B€B  WaveSelectorInfo5!½Ö¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsXSelector… ÃM•°®<‹ôÚ‹ôÚ¬ListWave+ð?ð?ð?ð?_calculated_root CadCbulk WTEarea WTEarea_err MTEarea MTEarea_err fit_WTEarea W_coef W_sigma fit_MTEarea M_Correlation GlobalFitCoefficients fitYCumData Coef_WTEarea sig_WTEarea GFit_WTEarea GRes_WTEarea Coef_MTEarea sig_MTEarea GFit_MTEarea GRes_MTEarea CadCSurf WTEperim_int WTEperim_int_err MTEperim_int MTEperim_int_err WTEpatch_int WTEpatch_int_err MTEpatch_int MTEpatch_int_err fit_WTEpatch_int W_fitConstants fit_MTEpatch_int Coef_WTEpatch_int sig_WTEpatch_int GFit_WTEpatch_int GRes_WTEpatch_int Coef_MTEpatch_int sig_MTEpatch_int GFit_MTEpatch_int GRes_MTEpatch_int Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot_calculated_rootroot:CadCbulkroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:fit_WTEarearoot:W_coefroot:W_sigmaroot:fit_MTEarearoot:M_Correlationroot:GlobalFitCoefficientsroot:fitYCumDataroot:Coef_WTEarearoot:sig_WTEarearoot:GFit_WTEarearoot:GRes_WTEarearoot:Coef_MTEarearoot:sig_MTEarearoot:GFit_MTEarearoot:GRes_MTEarearoot:CadCSurfroot:WTEperim_introot:WTEperim_int_errroot:MTEperim_introot:MTEperim_int_errroot:WTEpatch_introot:WTEpatch_int_errroot:MTEpatch_introot:MTEpatch_int_errroot:fit_WTEpatch_introot:W_fitConstantsroot:fit_MTEpatch_introot:Coef_WTEpatch_introot:sig_WTEpatch_introot:GFit_WTEpatch_introot:GRes_WTEpatch_introot:Coef_MTEpatch_introot:sig_MTEpatch_introot:GFit_MTEpatch_introot:GRes_MTEpatch_introot:Packages '6AP_itƒ”­¼ÌÛëû *:FVjzŽž²ÂÖêü%9NcxŒ¡¶ÂÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNRVZ^bfjvz‡“£¯¿ÏÚæö"2CSdu†–§¸ÅÖëü"7H]r…š°ÅÛñ2HUطƘÄ<‹ôÚ‹ôÚVSelWave+ð?ð?ð?ð? B€B  WaveSelectorInfo6!šÖ¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsYSelector0 Ä`�v<V«ôÚV«ôÚ¤ListWave)ð?ð?ð?ð?root CadCbulk WTEarea WTEarea_err MTEarea MTEarea_err fit_WTEarea W_coef W_sigma fit_MTEarea M_Correlation GlobalFitCoefficients fitYCumData Coef_WTEarea sig_WTEarea GFit_WTEarea GRes_WTEarea Coef_MTEarea sig_MTEarea GFit_MTEarea GRes_MTEarea WTEperim_int WTEperim_int_err MTEperim_int MTEperim_int_err WTEpatch_int WTEpatch_int_err MTEpatch_int MTEpatch_int_err fit_WTEpatch_int W_fitConstants fit_MTEpatch_int Coef_WTEpatch_int sig_WTEpatch_int GFit_WTEpatch_int GRes_WTEpatch_int Coef_MTEpatch_int sig_MTEpatch_int GFit_MTEpatch_int GRes_MTEpatch_int Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot:CadCbulkroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:fit_WTEarearoot:W_coefroot:W_sigmaroot:fit_MTEarearoot:M_Correlationroot:GlobalFitCoefficientsroot:fitYCumDataroot:Coef_WTEarearoot:sig_WTEarearoot:GFit_WTEarearoot:GRes_WTEarearoot:Coef_MTEarearoot:sig_MTEarearoot:GFit_MTEarearoot:GRes_MTEarearoot:WTEperim_introot:WTEperim_int_errroot:MTEperim_introot:MTEperim_int_errroot:WTEpatch_introot:WTEpatch_int_errroot:MTEpatch_introot:MTEpatch_int_errroot:fit_WTEpatch_introot:W_fitConstantsroot:fit_MTEpatch_introot:Coef_WTEpatch_introot:sig_WTEpatch_introot:GFit_WTEpatch_introot:GRes_WTEpatch_introot:Coef_MTEpatch_introot:sig_MTEpatch_introot:GFit_MTEpatch_introot:GRes_MTEpatch_introot:Packages*5DS]hwˆ¡°ÀÏßïÿ.>Rbv†šª¾Òäø !6K`t‰žª®²¶º¾ÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNR_k{‡—§²¾Îàú +<M^n�¡¶ÇÜí(=Pe{�¦¼Òçý Èž}ˆL<V«ôÚg«ôÚRSelWave)ð?ð?ð?ð? B€B€?€?  WaveSelectorInfo7!)Ö¹w…Dù™~Ä€ ®EListWindow`ÐúåþP›”u†(NewGF_SelectDataSetsPanelListCName`ÐúåþP›”u†(NewGF_SelectDataSetsXSelectorX Œx �<V«ôÚV«ôÚ¨ListWave*ð?ð?ð?ð?_calculated_root CadCbulk WTEarea WTEarea_err MTEarea MTEarea_err fit_WTEarea W_coef W_sigma fit_MTEarea M_Correlation GlobalFitCoefficients fitYCumData Coef_WTEarea sig_WTEarea GFit_WTEarea GRes_WTEarea Coef_MTEarea sig_MTEarea GFit_MTEarea GRes_MTEarea WTEperim_int WTEperim_int_err MTEperim_int MTEperim_int_err WTEpatch_int WTEpatch_int_err MTEpatch_int MTEpatch_int_err fit_WTEpatch_int W_fitConstants fit_MTEpatch_int Coef_WTEpatch_int sig_WTEpatch_int GFit_WTEpatch_int GRes_WTEpatch_int Coef_MTEpatch_int sig_MTEpatch_int GFit_MTEpatch_int GRes_MTEpatch_int Packagesrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootroot_calculated_rootroot:CadCbulkroot:WTEarearoot:WTEarea_errroot:MTEarearoot:MTEarea_errroot:fit_WTEarearoot:W_coefroot:W_sigmaroot:fit_MTEarearoot:M_Correlationroot:GlobalFitCoefficientsroot:fitYCumDataroot:Coef_WTEarearoot:sig_WTEarearoot:GFit_WTEarearoot:GRes_WTEarearoot:Coef_MTEarearoot:sig_MTEarearoot:GFit_MTEarearoot:GRes_MTEarearoot:WTEperim_introot:WTEperim_int_errroot:MTEperim_introot:MTEperim_int_errroot:WTEpatch_introot:WTEpatch_int_errroot:MTEpatch_introot:MTEpatch_int_errroot:fit_WTEpatch_introot:W_fitConstantsroot:fit_MTEpatch_introot:Coef_WTEpatch_introot:sig_WTEpatch_introot:GFit_WTEpatch_introot:GRes_WTEpatch_introot:Coef_MTEpatch_introot:sig_MTEpatch_introot:GFit_MTEpatch_introot:GRes_MTEpatch_introot:Packages '6AP_itƒ”­¼ÌÛëû *:J^n‚’¦¶ÊÞð-BWl€•ª¶¶º¾ÂÆÊÎÒÖÚÞâæêîòöúþ "&*.26:>BFJNRVZfjwƒ“Ÿ¯¿ÊÖæø"3CTev†—¨¹Îßô+@Uh}“¨¾Ôêÿ+8Ð9}�¢<V«ôÚk«ôÚTSelWave*ð?ð?ð?ð? B€B€?  WindowCoordinates!”RŠ@H™<AžíÚ°ôÚW_windowCoordinates ð?ð?ð?ð?NewGlobalFitPanelGlobalFitGraph5026120130121740176133872727272715395641208windowNamelefttoprightbottompanelResscreenReswidthPointsheightPoints"#&)-0368:<>ADGJ  NewGlobalFit_StoredSetups!ò  LastSetupSaved!Ù2¹w…Dù™~Ä€ ®ENewGF_RebuildCoefListNowFitCurvePointsi@NewGF_MaxIters@@runningTemplateAlertedGlobalFit_WeightsAreSDð?DoLogSpacingDoConstraintsDoWeightingð?DoMaskingDoCovarMatrixð?DoCorelMatrixð?MakeFitCurvesð?AppendResultsð?DoResidualsð?DoQuietDoFitProgressGraphð?NewGF_NewSetupNameNewGlobalFitSetup1newGF_HoldStringeب÷¸ @X<+§ôÚ+§ôÚNewGF_DataSetListWaveð?ð?ð?ð?WTEpatch_intMTEpatch_intCadCbulkCadCbulkExpManualExpManual44root:WTEpatch_introot:MTEpatch_introot:CadCbulkroot:CadCbulkY WavesX WavesFunction# Coefs  (1:;<M^kxxxxx½”c� @¿<+§ôÚ+§ôÚNewGF_MainCoefListWaveð?ð?ð?ð?r0:yinfr1:yinfr0:ALINK:r0:Ar0:xor1:xor0:taur1:taur0:yinfr1:yinfr0:Ar1:Ar0:xor1:xor0:taur1:tauCoefs- K0K1K2K3 %+18?CGLQW]À_@€K<+§ôÚ+§ôÚNewGF_DataSetListSelWaveð?ð?ð?ð?€? Ï÷€`g<+§ôÚ+§ôÚNewGF_MainCoefListSelWaveð?ð?ð?ð?€?€?backColors€š}@Ê<+§ôÚ+§ôÚPNewGF_LinkColorsð?ð?ð?ð?ÿÿÿÿÿЮվÿÿÿÿÿÿ\ôÁÚž’ÿÿÿÿÿ;¥$Èÿÿÿÿÿÿ«ýrÑí›ÿÿÿÿÿì›sѪýÿÿÿÿÿÿ#È<¥ÿÿÿÿÿ�’ÂÚ[ôÿÿÿÿÿÿÔ¾‹®ÿÿÿÿÿN‰ä ëS‚ÿÿÿÿÿ…µÚ·ÿÿÿÿÿÿ`í½á¢‹ÿÿÿÿÿ6¬)Áÿÿÿÿÿÿ¯önØñ”ÿÿÿÿÿç¢xÊÿÿÿÿÿÿÿÿÏ@žÿÿÿÿÿ˜™ÇÓVûÿÿÿÿÿÿÏÅ�§ÿÿÿÿÿI�Ýòÿÿÿÿÿÿ€¼ß°ÿÿÿÿÿú†eæ¸è§„ÿÿÿÿÿ1³.ºÿÿÿÿÿÿ´ïißö�ÿÿÿÿÿâ©}ÃÿÿÿÿÿÿùÖE—ÿÿÿÿÿ“ ÌÌÿÿÿÿÿÿÿÿËÌ” ÿÿÿÿÿD—Öùÿÿÿÿÿÿ|Ãã©ÿÿÿÿÿõ�jß³ïÿÿÿÿÿÿ-º2³ÿÿÿÿÿ¦„¹èdæû†ÿÿÿÿÿÞ°�¼ÿÿÿÿÿÿòÝJ�ÿÿÿÿÿާÐÅÿÿÿÿÿÿWûÆÓ™™ÿÿÿÿÿ?žÏþÿÿÿÿÿÿÿwÊè¢ÿÿÿÿÿð”oØ®öÿÿÿÿÿÿ(Á7¬ÿÿÿÿÿ¡‹¾á_í€ÿÿÿÿÿÙ·†µÿÿÿÿÿR‚ ëäO‰ÿÿÿ½ásÑÿÿÿÿÿ6¬ÿÿÿÿ<¥ÿÿÿÿÿnØÂÚÿÿÿÿÿç¢ÿÿÿÿ‹®ÿÿÿÿÿÏäÿÿS‚ÿÿ˜™ÿÿVûÚ·ÿÿÿÿÿÏÅ`íÿÿ¢‹ÿÿI�ÿÿò)Áÿÿÿÿÿ€¼¯öÿÿñ”ÿÿú†ÿÿ¸èxÊÿÿÿÿÿ1³ÿÿÿÿ@žÿÿÿÿÿißÇÓÿÿÿÿÿâ©ÿÿÿÿ�§ÿÿÿÿÿÖÝÿÿÿÿÿ“ ÿÿÿÿß°ÿÿÿÿÿËÌeæÿÿ§„ÿÿD—ÿÿù.ºÿÿÿÿÿ|ôïÿÿö�ÿÿõ�ÿÿ³ï}Ãÿÿÿÿÿ-ºùÿÿE—ÿÿ¦„ÿÿdæÌÌÿÿÿÿÿÞ°ÿÿÿÿ” ÿÿÿÿÿÝÖÿÿÿÿÿާÿÿÿÿã©ÿÿÿÿÿÆÓjßÿÿÿÿÿ?žÿÿþÿ2³ÿÿÿÿÿwʹèÿÿû†ÿÿð”ÿÿ®ö�¼ÿÿÿÿÿ(ÁòÿÿJ�ÿÿ¡‹ÿÿ_íÐÅÿÿÿÿÿÙ·Wûÿÿ™™ÿÿR‚ÿÿäÏÿÿÿÿÿŠ®ÿÿÿÿè¢ÿÿÿÿÿÁÚoØÿÿÿÿÿ;¥ÿÿÿÿ7¬ÿÿÿÿÿrѾáÿÿ€ÿÿì›ÿÿªý†µÿÿÿÿÿ#È ëÿÿO‰ÿÿ�’ÿÿ[ôÕ¾ÿÿÿÿÿÔ¾\ôÿÿž’ÿÿN‰ÿÿ ë$Èÿÿÿÿÿ…µ«ýÿÿí›ÿÿÿ¦Ñÿÿÿÿ‘ääžÿ”ûÿÿÿÿ¶�ÒÈÿÿÿÿÚö–ÿÀòÿÿÿÿÿŸþ¿ÿÿÿÿÿÿ<�ÿìéÿÿÿÿH²*·ÿÿÿÿÿÿh„ÿáÿÿÿÿ‘ÄV®ÿÿÿÿÿÿÿÿDØÿÿÿÿÚÖƒ¥ÿÿÿÿÿÿÿ€qÏÿÿÿÿ#鯜ÿ_ùÿÿÿÿI’�ÆÿÿÿÿlûÛ“ÿ‹ðÿÿÿÿ’¤É½ÿÿÿÿÿÿ‹ÿ·çÿÿÿÿÛ¶õ´ÿÿÿÿÿÿ3‚ÿãÞÿÿÿÿ$É!¬ÿÿÿÿÿÿÿÿÖÿÿÿÿmÛN£ÿþÿÿÿÿÿ’„<Íÿÿÿÿ¶ízšÿ*÷ÿÿÿÿÛ–hÄÿÿÿÿÿÿ¦‘ÿVîÿÿÿÿ$©”»ÿÿÿÿÿÿÒˆÿ‚åÿÿÿÿm»À²ÿÿÿÿÿÿÿÿ®Üÿÿÿÿ¶Íí©ÿÿÿÿÿÿÿÿÛÓÿÿÿÿÿß¡ÿÉýÿÿÿÿ$‰ËÿÿÿÿHòE˜ÿõôÿÿÿÿm›3Âÿÿÿÿÿÿq�ÿ!ìÿÿÿÿ¶­_¹ÿÿÿÿÿÿ�†ÿMãÿÿÿÿÿ¿‹°ÿÿÿÿÿÿÿÿyÚÿÿÿÿHÒ¸§ÿÿÿÿÿÿÿ'ôyÀ Ã<+§ôÚ+§ôÚ(NewGF_CoefControlListWaveð?ð?ð?ð?root:WTEpatch_introot:WTEpatch_introot:WTEpatch_introot:WTEpatch_introot:MTEpatch_introot:MTEpatch_introot:MTEpatch_introot:MTEpatch_intyinf[ExpManual][root:WTEpatch_int]A[ExpManual][root:WTEpatch_int]xo[ExpManual][root:WTEpatch_int]tau[ExpManual][root:WTEpatch_int]yinf[ExpManual][root:MTEpatch_int]LINK:A[ExpManual][root:WTEpatch_int]xo[ExpManual][root:MTEpatch_int]tau[ExpManual][root:MTEpatch_int]242.352137160742362.182773366269-467.818693853358522.799237806404429.138122314991362.182773366269188.2055502007011820.01752354791e-161e-161e-161e-161e-161e-161e-161e-16Data SetNameInitial GuessHold?Epsilon"3DUfwˆªÉé ,Pp‘¡±ÂÒâò %*/49 Ô>à¡<+§ôÚ+§ôÚ(NewGF_CoefControlListSelWaveð?ð?ð?ð?@@@@@@@@@@@@@@BBBBBBB@@@@@@@,ñÖ|`f<+§ôÚ+§ôÚSelectedDataSetsListWaveð?ð?ð?ð?root:WTEpatch_introot:MTEpatch_introot:CadCbulkroot:CadCbulkY wavesX waves"/<�^HPš<+§ôÚ+§ôÚSelectedDataSetsSelWaveð?ð?ð?ð?€?Øв˜b<+§ôÚ+§ôÚ,PNewGF_TraceColorsdð?ð?ð?ð?ÿÿ$Iÿÿÿÿ˜Yçyÿÿÿÿf&ªªÿÿ’$ÿÿlÛÿUUÿÿÿÿÌL†ÿÿÿÿ™Ú¶ÿÿÂ0ÿÿ�ç2s…aÿÿÿÿÿ?H’ÿÿ0 ÿÿÌ Ãÿÿó<ÿÿÎóef¶mÿÿÿÿ23yžÿÿaÿÿ<Ïÿÿªª†ÿÿ’$ÿÿÿÿÿÿlÛUUÿÿUUlÛÿÿÿÿÿÿ’$ÿÿ†ªªÿÿÿÿÿÿÿÿÚ¶çyÿÿÂ0ÿÿÿÿÿÿ�ç$Iÿÿ…a<ÏÿÿÿÿÿÿaÿÿH’yžÿÿ0 ÿÿÿÿÿÿ ömÿÿó<ÎóÿÿÿÿÎóó<ÿÿ¶m Ãÿÿÿÿÿÿ0 ÿÿyžH’ÿÿaÿÿÿÿÿÿ<Ï…aÿÿ$I�çÿÿÿÿÿÿÂ0ÿÿçyÚ¶ÿÿÿÿÿÿÿÿ‹.ÿÿŠ®ÿÿÿÿÿÿÿÿÿÿÿÿÿtQÿÿsÑÿÿÿÿè"ÿÿè¢ÿÿÿÿÿÿ\tÿÿ\ôÿÿÑEÿÿÐÅÿÿÿÿEÿÿE—ÿÿÿÿÿÿ¹hÿÿ¹èÿÿ.:ÿÿ-ºÿÿÿÿ¢ ÿÿ¢‹ÿÿÿÿÿÿ]ÿÿÝÈ_†ˆ¬<+§ôÚ+§ôÚ NewGF_ResidY ð?ð?ð?ð?€—c`æ à?`L£¿›µÀ`øì Œ@€O³°¥7@ j’3ŠÀÀÔ{”Æ À@�ž ™î @Àך…è'Àà:ÏàÄN@(ã|x`o<+§ôÚ+§ôÚWeightingListWaveð?ð?ð?ð?root:WTEarearoot:MTEarearoot:WTEarea_errroot:MTEarea_errData SetWeight Wave (8�–IP{<+§ôÚ+§ôÚWeightingSelectionWaveð?ð?ð?ð?€?  NewGlobalFit!úr¹w…Dù™~Ä€ ®ENewGF_RebuildCoefListNowFitCurvePointsi@NewGF_MaxIters@@runningTemplateAlertedGlobalFit_WeightsAreSDð?DoLogSpacingV_FitQuitReason@V_FitNumIters$@NewGF_NewSetupNameNewGlobalFitSetup1newGF_HoldStringeØp︠@»<3§ôÚø®ôÚNewGF_DataSetListWaveð?ð?ð?ð?WTEperim_intMTEperim_intCadCbulkCadCbulkLinearFitLinearFit22root:WTEperim_introot:MTEperim_introot:CadCbulkroot:CadCbulkY WavesX WavesFunction# Coefs  (1:;<M^kxxxxx%˜\e` y<3§ôÚ¯ôÚNewGF_MainCoefListWaveð?ð?ð?ð?r0:mLINK:r0:mr0:pr1:pr0:mr1:mr0:pr1:pCoefs- K0K1 !%À:8€›<3§ôÚø®ôÚNewGF_DataSetListSelWaveð?ð?ð?ð?€?Að``u<3§ôÚ¯ôÚNewGF_MainCoefListSelWaveð?ð?ð?ð?@@€?€?backColors€Ü}@x<3§ôÚ3§ôÚPNewGF_LinkColorsð?ð?ð?ð?ÿÿÿÿÿЮվÿÿÿÿÿÿ\ôÁÚž’ÿÿÿÿÿ;¥$Èÿÿÿÿÿÿ«ýrÑí›ÿÿÿÿÿì›sѪýÿÿÿÿÿÿ#È<¥ÿÿÿÿÿ�’ÂÚ[ôÿÿÿÿÿÿÔ¾‹®ÿÿÿÿÿN‰ä ëS‚ÿÿÿÿÿ…µÚ·ÿÿÿÿÿÿ`í½á¢‹ÿÿÿÿÿ6¬)Áÿÿÿÿÿÿ¯önØñ”ÿÿÿÿÿç¢xÊÿÿÿÿÿÿÿÿÏ@žÿÿÿÿÿ˜™ÇÓVûÿÿÿÿÿÿÏÅ�§ÿÿÿÿÿI�Ýòÿÿÿÿÿÿ€¼ß°ÿÿÿÿÿú†eæ¸è§„ÿÿÿÿÿ1³.ºÿÿÿÿÿÿ´ïißö�ÿÿÿÿÿâ©}ÃÿÿÿÿÿÿùÖE—ÿÿÿÿÿ“ ÌÌÿÿÿÿÿÿÿÿËÌ” ÿÿÿÿÿD—Öùÿÿÿÿÿÿ|Ãã©ÿÿÿÿÿõ�jß³ïÿÿÿÿÿÿ-º2³ÿÿÿÿÿ¦„¹èdæû†ÿÿÿÿÿÞ°�¼ÿÿÿÿÿÿòÝJ�ÿÿÿÿÿާÐÅÿÿÿÿÿÿWûÆÓ™™ÿÿÿÿÿ?žÏþÿÿÿÿÿÿÿwÊè¢ÿÿÿÿÿð”oØ®öÿÿÿÿÿÿ(Á7¬ÿÿÿÿÿ¡‹¾á_í€ÿÿÿÿÿÙ·†µÿÿÿÿÿR‚ ëäO‰ÿÿÿ½ásÑÿÿÿÿÿ6¬ÿÿÿÿ<¥ÿÿÿÿÿnØÂÚÿÿÿÿÿç¢ÿÿÿÿ‹®ÿÿÿÿÿÏäÿÿS‚ÿÿ˜™ÿÿVûÚ·ÿÿÿÿÿÏÅ`íÿÿ¢‹ÿÿI�ÿÿò)Áÿÿÿÿÿ€¼¯öÿÿñ”ÿÿú†ÿÿ¸èxÊÿÿÿÿÿ1³ÿÿÿÿ@žÿÿÿÿÿißÇÓÿÿÿÿÿâ©ÿÿÿÿ�§ÿÿÿÿÿÖÝÿÿÿÿÿ“ ÿÿÿÿß°ÿÿÿÿÿËÌeæÿÿ§„ÿÿD—ÿÿù.ºÿÿÿÿÿ|ôïÿÿö�ÿÿõ�ÿÿ³ï}Ãÿÿÿÿÿ-ºùÿÿE—ÿÿ¦„ÿÿdæÌÌÿÿÿÿÿÞ°ÿÿÿÿ” ÿÿÿÿÿÝÖÿÿÿÿÿާÿÿÿÿã©ÿÿÿÿÿÆÓjßÿÿÿÿÿ?žÿÿþÿ2³ÿÿÿÿÿwʹèÿÿû†ÿÿð”ÿÿ®ö�¼ÿÿÿÿÿ(ÁòÿÿJ�ÿÿ¡‹ÿÿ_íÐÅÿÿÿÿÿÙ·Wûÿÿ™™ÿÿR‚ÿÿäÏÿÿÿÿÿŠ®ÿÿÿÿè¢ÿÿÿÿÿÁÚoØÿÿÿÿÿ;¥ÿÿÿÿ7¬ÿÿÿÿÿrѾáÿÿ€ÿÿì›ÿÿªý†µÿÿÿÿÿ#È ëÿÿO‰ÿÿ�’ÿÿ[ôÕ¾ÿÿÿÿÿÔ¾\ôÿÿž’ÿÿN‰ÿÿ ë$Èÿÿÿÿÿ…µ«ýÿÿí›ÿÿÿ¦Ñÿÿÿÿ‘ääžÿ”ûÿÿÿÿ¶�ÒÈÿÿÿÿÚö–ÿÀòÿÿÿÿÿŸþ¿ÿÿÿÿÿÿ<�ÿìéÿÿÿÿH²*·ÿÿÿÿÿÿh„ÿáÿÿÿÿ‘ÄV®ÿÿÿÿÿÿÿÿDØÿÿÿÿÚÖƒ¥ÿÿÿÿÿÿÿ€qÏÿÿÿÿ#鯜ÿ_ùÿÿÿÿI’�ÆÿÿÿÿlûÛ“ÿ‹ðÿÿÿÿ’¤É½ÿÿÿÿÿÿ‹ÿ·çÿÿÿÿÛ¶õ´ÿÿÿÿÿÿ3‚ÿãÞÿÿÿÿ$É!¬ÿÿÿÿÿÿÿÿÖÿÿÿÿmÛN£ÿþÿÿÿÿÿ’„<Íÿÿÿÿ¶ízšÿ*÷ÿÿÿÿÛ–hÄÿÿÿÿÿÿ¦‘ÿVîÿÿÿÿ$©”»ÿÿÿÿÿÿÒˆÿ‚åÿÿÿÿm»À²ÿÿÿÿÿÿÿÿ®Üÿÿÿÿ¶Íí©ÿÿÿÿÿÿÿÿÛÓÿÿÿÿÿß¡ÿÉýÿÿÿÿ$‰ËÿÿÿÿHòE˜ÿõôÿÿÿÿm›3Âÿÿÿÿÿÿq�ÿ!ìÿÿÿÿ¶­_¹ÿÿÿÿÿÿ�†ÿMãÿÿÿÿÿ¿‹°ÿÿÿÿÿÿÿÿyÚÿÿÿÿHÒ¸§ÿÿÿÿÿÿÿ­åì]ÀP—<3§ôÚ°ôÚNewGF_CoefControlListWaveð?ð?ð?ð?root:WTEperim_introot:WTEperim_introot:MTEperim_introot:MTEperim_intm[LinearFit][root:WTEperim_int]p[LinearFit][root:WTEperim_int]LINK:m[LinearFit][root:WTEperim_int]p[LinearFit][root:MTEperim_int]0.053859174410653635.63975765749630.053859174410653621.04916541488081e-161e-161e-161e-16Data SetNameInitial GuessHold?Epsilon"3Dc‚¦Å×çù     ÐP6�Ÿ<3§ôÚ°ôÚNewGF_CoefControlListSelWaveð?ð?ð?ð?@@@@@@BBB@@@@,˜Ç|`?<ë®ôÚë®ôÚSelectedDataSetsListWaveð?ð?ð?ð?root:WTEperim_introot:MTEperim_introot:CadCbulkroot:CadCbulkY wavesX waves"/<�ðhPˆ ë®ôÚë®ôÚSelectedDataSetsSelWaveð?ð?ð?ð?Ø>ؘ¼ 3§ôÚ°ôÚ,PNewGF_TraceColorsdð?ð?ð?ð?ÿÿ$Iÿÿÿÿ˜Yçyÿÿÿÿf&ªªÿÿ’$ÿÿlÛÿUUÿÿÿÿÌL†ÿÿÿÿ™Ú¶ÿÿÂ0ÿÿ�ç2s…aÿÿÿÿÿ?H’ÿÿ0 ÿÿÌ Ãÿÿó<ÿÿÎóef¶mÿÿÿÿ23yžÿÿaÿÿ<Ïÿÿªª†ÿÿ’$ÿÿÿÿÿÿlÛUUÿÿUUlÛÿÿÿÿÿÿ’$ÿÿ†ªªÿÿÿÿÿÿÿÿÚ¶çyÿÿÂ0ÿÿÿÿÿÿ�ç$Iÿÿ…a<ÏÿÿÿÿÿÿaÿÿH’yžÿÿ0 ÿÿÿÿÿÿ ömÿÿó<ÎóÿÿÿÿÎóó<ÿÿ¶m Ãÿÿÿÿÿÿ0 ÿÿyžH’ÿÿaÿÿÿÿÿÿ<Ï…aÿÿ$I�çÿÿÿÿÿÿÂ0ÿÿçyÚ¶ÿÿÿÿÿÿÿÿ‹.ÿÿŠ®ÿÿÿÿÿÿÿÿÿÿÿÿÿtQÿÿsÑÿÿÿÿè"ÿÿè¢ÿÿÿÿÿÿ\tÿÿ\ôÿÿÑEÿÿÐÅÿÿÿÿEÿÿE—ÿÿÿÿÿÿ¹hÿÿ¹èÿÿ.:ÿÿ-ºÿÿÿÿ¢ ÿÿ¢‹ÿÿÿÿÿÿ]ÿÿݸÁ¬xl 3§ôÚ°ôÚNewGF_ResidYð?ð?ð?ð?@ú0êDû?�îeÅë¢À€änÿDý¿®ã`k°¿` °À_¼À€;Í´¬‡ @@âÀHSÛü¿(à«x`b 3§ôÚ3§ôÚWeightingListWaveð?ð?ð?ð?root:WTEarearoot:MTEarearoot:WTEarea_errroot:MTEarea_errData SetWeight Wave (8�´xPM 3§ôÚ3§ôÚWeightingSelectionWaveð?ð?ð?ð?€?�÷~I` °ôÚ°ôÚNewGF_FitFuncNamesð?ð?ð?ð?LinearFit °Edph °ôÚ°ôÚ NewGF_LinkageMatrixð?ð?ð?ð?@@€?@trSœ€ °ôÚ°ôÚNewGF_DataSetsListð?ð?ð?ð?root:WTEperim_introot:MTEperim_introot:CadCbulkroot:CadCbulkroot:WTEarea_errroot:MTEarea_errWeights"/<L\H’.ˆ€Ü °ôÚ°ôÚ NewGF_CoefWaveð?ð?ð?ð?ÃÛ]n“«?õ'4”ãÑA@ßÉ– 5@¼‰Ø—²Òœ<¼‰Ø—²Òœ<¼‰Ø—²Òœ<HoldEpsiloné(†�  °ôÚ°ôÚNewGF_CoefficientNamesð?ð?ð?ð?m[LinearFit][root:WTEperim_int]p[LinearFit][root:WTEperim_int]p[LinearFit][root:MTEperim_int]>]°QXpÐ °ôÚ°ôÚ CoefDataSetLinkageð?ð?ð?ð?€@@@À@@@€?@��I™ :§ôÚ°ôÚFitFuncListð?ð?ð?ð?LinearFit ¸{‰xÈ °ôÚ°ôÚGFWeightWaveð?ð?ð?ð?= ×£p=ò?�Âõ(\�ú?\�Âõ(\@�Âõ(\�þ?{®Gáz@R¸…ëQô?ffffffþ?¸ÿdxú °ôÚ°ôÚYCumDatað?ð?ð?ð?= ×£p]E@333333G@…ëQ¸^N@®GázþR@®Gáz”;@ö(\�µI@R¸…ëÑM@¨êhè °ôÚ°ôÚDataSetPointerð?ð?ð?ð?¸�x :§ôÚ°ôÚFitYð?ð?ð?ð?kRVRIƒD@’‰ïa�H@CüÞJàHO@53S/S@ë¹hÉAA@>UÄGýG@d¿dƸN@˜;ºX, °ôÚ°ôÚMasterCoefsð?ð?ð?ð?ÃÛ]n“«?õ'4”ãÑA@ßÉ– 5@˜ÇÉXc :§ôÚ°ôÚEpsilonWaveð?ð?ð?ð?¼‰Ø—²Òœ<¼‰Ø—²Òœ<¼‰Ø—²Òœ<Ⱥ§ˆ< °ôÚ°ôÚ M_Covarð?ð?ð?ð?\ŠÞWa±Ý>*0”Q`¿iâŽçmm¿*0”Q`¿âÕG±2Üò?ê:Ÿ�|ï?iâŽçmm¿ê:Ÿ�|ï?ƒ_÷ŸG@˜Í¡XH °ôÚ°ôÚW_sigmað?ð?ð?ð?ÕŠ.³åËe?þÍ)_ñ? úÓxVú?¸¸çx{ °ôÚ°ôÚfitXCumDatað?ð?ð?ð?Y@@o@@@p‡@@o@@@p‡@¨ehý °ôÚ°ôÚXCumDatað?ð?ð?ð?Y@@o@@@p‡@@�@ *¶:// Platform=Macintosh, IGORVersion=8.040, architecture=Intel, systemTextEncoding="MacRoman", historyTextEncoding="UTF-8", procwinTextEncoding="UTF-8", recreationTextEncoding="UTF-8", build=34722 #pragma TextEncoding = "UTF-8" Silent 101 // use | as bitwise or -- not comment. DefaultFont "Helvetica" MoveWindow/P 5,45,705,500 MoveWindow/C 2,513,1280,800 GlobalFitGraph() NewGlobalFitPanel() Graph2() KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph2() : Graph PauseUpdate; Silent 1 // building window... Display /W=(37,45,548,477) WTEpatch_int vs CadCbulk AppendToGraph MTEpatch_int vs CadCbulk AppendToGraph WTEperim_int vs CadCbulk AppendToGraph MTEperim_int vs CadCbulk AppendToGraph fit_WTEpatch_int,fit_MTEpatch_int,GFit_WTEpatch_int,GFit_MTEpatch_int AppendToGraph GFit_WTEperim_int,GFit_MTEperim_int ModifyGraph mode(WTEpatch_int)=3,mode(MTEpatch_int)=3,mode(WTEperim_int)=3,mode(MTEperim_int)=3 ModifyGraph marker(WTEpatch_int)=19,marker(MTEpatch_int)=16,marker(WTEperim_int)=8 ModifyGraph marker(MTEperim_int)=5 ModifyGraph lSize(fit_WTEpatch_int)=2,lSize(fit_MTEpatch_int)=2,lSize(GFit_WTEpatch_int)=2 ModifyGraph lSize(GFit_MTEpatch_int)=2 ModifyGraph lStyle(fit_WTEpatch_int)=3,lStyle(fit_MTEpatch_int)=7 ModifyGraph rgb(WTEpatch_int)=(26205,52428,1),rgb(MTEpatch_int)=(65535,43690,0) ModifyGraph rgb(WTEperim_int)=(19675,39321,1),rgb(MTEperim_int)=(65535,32764,16385) ModifyGraph rgb(fit_WTEpatch_int)=(19675,39321,1),rgb(fit_MTEpatch_int)=(65535,32764,16385) ModifyGraph rgb(GFit_WTEpatch_int)=(19675,39321,1),rgb(GFit_MTEpatch_int)=(65535,32764,16385) ModifyGraph msize(WTEpatch_int)=8,msize(MTEpatch_int)=8,msize(WTEperim_int)=8,msize(MTEperim_int)=8 ModifyGraph mrkThick(WTEpatch_int)=1,mrkThick(MTEpatch_int)=1,mrkThick(WTEperim_int)=2 ModifyGraph mrkThick(MTEperim_int)=2 ModifyGraph useMrkStrokeRGB(WTEpatch_int)=1,useMrkStrokeRGB(MTEpatch_int)=1 ModifyGraph mrkStrokeRGB(WTEpatch_int)=(19675,39321,1),mrkStrokeRGB(MTEpatch_int)=(65535,32764,16385) ModifyGraph tick=2 ModifyGraph mirror=2 ModifyGraph standoff=0 Label left "\\Z16intensity (A.U.)" Label bottom "\\Z16[Cadherin]\\Bsolution\\M (nM)" SetAxis left 0,250 SetAxis bottom 0,1000 Cursor/P A fit_WTEpatch_int 37 ShowInfo Legend/C/N=text0/J/A=MC/X=-34.74/Y=29.56 "\\Z10\\s(WTEpatch_int) WTE patch\n\\s(WTEperim_int) WTE perim\r\\s(MTEpatch_int) MTE patch\r\\s(MTEperim_int) MTE perim" AppendText "Exp. fit for the patch\r\\s(fit_WTEpatch_int) fit_WTEpatch_int\r\\s(fit_MTEpatch_int) fit_MTEpatch_int\rExp. co-fit for the patch" AppendText "\\s(GFit_WTEpatch_int) GFit_WTEpatch_int\r\\s(GFit_MTEpatch_int) GFit_MTEpatch_int\rLin. co-fit for the perimeter" AppendText "\\s(GFit_WTEperim_int) GFit_WTEperim_int\r\\s(GFit_MTEperim_int) GFit_MTEperim_int" EndMacro Window NewGlobalFitPanel() : Panel PauseUpdate; Silent 1 // building window... NewPanel /K=1 /W=(565,60,1280,701) as "Global Analysis" TabControl NewGF_TabControl,pos={10.00,7.00},size={698.00,330.00},proc=WM_NewGlobalFit1#NewGF_TabControlProc TabControl NewGF_TabControl,tabLabel(0)="Data Sets and Functions" TabControl NewGF_TabControl,tabLabel(1)="Coefficient Control",value= 0 Button NewGF_HelpButton,pos={657.00,6.00},size={50.00,20.00},proc=NewGF_HelpButtonProc,title="Help" DefineGuide TabAreaLeft={FL,13},TabAreaRight={FR,-10},TabAreaTop={FT,31},TabAreaBottom={FB,-307} DefineGuide GlobalControlAreaTop={FB,-297},Tab0ListTopGuide={TabAreaTop,130} SetWindow kwTopWin,hook=WC_WindowCoordinatesHook SetWindow kwTopWin,hook(PopupWS_HostWindowHook)=PopupWSHostHook SetWindow kwTopWin,hook(NewGF_Resize)=NewGF_PanelHook NewPanel/W=(178,160,537,481)/FG=(TabAreaLeft,TabAreaTop,TabAreaRight,TabAreaBottom)/HOST=# ModifyPanel frameStyle=0, frameInset=0 GroupBox NewGF_DataSetsGroup,pos={12.00,5.00},size={315.00,113.00},title="Data Sets" GroupBox NewGF_DataSetsGroup,fSize=12,fStyle=1 PopupMenu NewGF_AddDataSetMenu,pos={23.00,29.00},size={140.00,23.00},bodyWidth=140,proc=WM_NewGlobalFit1#NewGF_AddYWaveMenuProc,title="Add Data Sets" PopupMenu NewGF_AddDataSetMenu,mode=0,value= #"NewGF_YWaveList(1)" Button NewGF_AddRemoveWavesButton,pos={23.00,61.00},size={220.00,20.00},proc=NewGF_AddRemoveWavesButtonProc,title="Add/Remove Waves..." PopupMenu NewGF_RemoveDataSetMenu1,pos={175.00,29.00},size={140.00,23.00},bodyWidth=140,proc=WM_NewGlobalFit1#NewGF_RemoveDataSetsProc,title="Remove" PopupMenu NewGF_RemoveDataSetMenu1,mode=0,value= #"NewGF_RemoveMenuList()" PopupMenu NewGF_SetFunctionMenu,pos={23.00,90.00},size={160.00,23.00},bodyWidth=160,proc=NewGF_SetFuncMenuProc,title="Choose Fit Function" PopupMenu NewGF_SetFunctionMenu,mode=0,value= #"NewGF_FitFuncList()" GroupBox NewGF_CoefficientsGroup,pos={358.00,5.00},size={331.00,113.00},title="Coefficients" GroupBox NewGF_CoefficientsGroup,fSize=12,fStyle=1 Button NewGF_LinkCoefsButton,pos={373.00,90.00},size={140.00,20.00},proc=NewGF_LinkCoefsButtonProc,title="Link Selection" Button NewGF_UnLinkCoefsButton,pos={531.00,90.00},size={140.00,20.00},proc=NewGF_UnLinkCoefsButtonProc,title="Unlink Selection" PopupMenu NewGF_SelectAllCoefMenu,pos={373.00,39.00},size={140.00,23.00},bodyWidth=140,proc=WM_NewGlobalFit1#NewGF_SelectAllCoefMenuProc,title="Select Coef Column" PopupMenu NewGF_SelectAllCoefMenu,mode=0,value= #"WM_NewGlobalFit1#NewGF_ListFunctionsAndCoefs()" PopupMenu NewGF_SelectAlsoCoefMenu,pos={532.00,38.00},size={140.00,23.00},bodyWidth=140,proc=WM_NewGlobalFit1#NewGF_SelectAllCoefMenuProc,title="Add To Selection" PopupMenu NewGF_SelectAlsoCoefMenu,mode=0,value= #"WM_NewGlobalFit1#NewGF_ListFunctionsAndCoefs()" PopupMenu NewGF_SelectCoefName,pos={373.00,65.00},size={140.00,23.00},bodyWidth=140,proc=NewGF_SelectAllCoefsNamedProc,title="Select Coefs Named" PopupMenu NewGF_SelectCoefName,mode=0,value= #"WM_NewGlobalFit1#NewGF_ListAllUniqueCoefNames()" ListBox NewGF_DataSetsList,pos={10.00,130.00},size={339.00,168.00},proc=WM_NewGlobalFit1#NewGF_DataSetListBoxProc ListBox NewGF_DataSetsList,frame=2 ListBox NewGF_DataSetsList,listWave=root:Packages:NewGlobalFit:NewGF_DataSetListWave ListBox NewGF_DataSetsList,selWave=root:Packages:NewGlobalFit:NewGF_DataSetListSelWave ListBox NewGF_DataSetsList,mode= 10,editStyle= 1,widths={10,10,10,6} ListBox NewGF_DataSetsList,userColumnResize= 1,clickEventModifiers= 5 ListBox NewGF_Tab0CoefList,pos={358.00,130.00},size={332.00,168.00},proc=WM_NewGlobalFit1#NewGF_DataSetListBoxProc ListBox NewGF_Tab0CoefList,frame=2 ListBox NewGF_Tab0CoefList,listWave=root:Packages:NewGlobalFit:NewGF_MainCoefListWave ListBox NewGF_Tab0CoefList,selWave=root:Packages:NewGlobalFit:NewGF_MainCoefListSelWave ListBox NewGF_Tab0CoefList,colorWave=root:Packages:NewGlobalFit:NewGF_LinkColors ListBox NewGF_Tab0CoefList,mode= 10,editStyle= 1,widths={100} ListBox NewGF_Tab0CoefList,userColumnResize= 1,clickEventModifiers= 5 GroupBox NewGF_Tab0ListDragLine,pos={353.00,130.00},size={4.00,168.00},frame=0 RenameWindow #,Tab0ContentPanel SetActiveSubwindow ## NewPanel/W=(119,117,359,351)/FG=(TabAreaLeft,TabAreaTop,TabAreaRight,TabAreaBottom)/HOST=# /HIDE=1 ModifyPanel frameStyle=0, frameInset=0 ListBox NewGF_CoefControlList,pos={4.00,34.00},size={682.00,263.00},proc=WM_NewGlobalFit1#NewGF_CoefListBoxProc ListBox NewGF_CoefControlList,frame=2 ListBox NewGF_CoefControlList,listWave=root:Packages:NewGlobalFit:NewGF_CoefControlListWave ListBox NewGF_CoefControlList,selWave=root:Packages:NewGlobalFit:NewGF_CoefControlListSelWave ListBox NewGF_CoefControlList,mode= 10,editStyle= 1,widths={15,15,7,4,5} ListBox NewGF_CoefControlList,userColumnResize= 1 TitleBox NewGF_CoefControlIGTitle,pos={136.00,9.00},size={74.00,15.00},title="Initial guess:" TitleBox NewGF_CoefControlIGTitle,fSize=12,frame=0,anchor= RC PopupMenu NewGF_SetCoefsFromWaveMenu,pos={219.00,7.00},size={113.00,23.00},proc=NewGF_SetCoefsFromWaveProc,title="Set from Wave" PopupMenu NewGF_SetCoefsFromWaveMenu,mode=0,value= #"NewGF_ListInitGuessWaves(0, 0)" PopupMenu NewGF_SaveCoefstoWaveMenu,pos={343.00,7.00},size={105.00,23.00},proc=NewGF_SaveCoefsToWaveProc,title="Save to Wave" PopupMenu NewGF_SaveCoefstoWaveMenu,mode=0,value= #"\"New Wave...;\\\\M1-;\"+NewGF_ListInitGuessWaves(0, 0)" RenameWindow #,Tab1ContentPanel SetActiveSubwindow ## NewPanel/W=(495,313,643,351)/FG=(FL,GlobalControlAreaTop,FR,FB)/HOST=# ModifyPanel frameStyle=0, frameInset=0 TitleBox NewGF_ResultWavesTitle,pos={23.00,6.00},size={81.00,15.00},title="Result Waves" TitleBox NewGF_ResultWavesTitle,fSize=12,frame=0,fStyle=1 CheckBox NewGF_MakeFitCurvesCheck,pos={28.00,34.00},size={143.00,16.00},proc=WM_NewGlobalFit1#NewGF_FitCurvesCheckProc,title="Make Fit Curve Waves" CheckBox NewGF_MakeFitCurvesCheck,fSize=12,value= 1 CheckBox NewGF_AppendResultsCheckbox,pos={50.00,56.00},size={186.00,16.00},proc=WM_NewGlobalFit1#NewGF_AppendResultsCheckProc,title="And Append Them to Graphs" CheckBox NewGF_AppendResultsCheckbox,fSize=12,value= 1 CheckBox NewGF_DoResidualCheck,pos={51.00,79.00},size={129.00,16.00},proc=WM_NewGlobalFit1#NewGF_CalcResidualsCheckProc,title="Calculate Residuals" CheckBox NewGF_DoResidualCheck,fSize=12,value= 1 SetVariable NewGF_SetFitCurveLength,pos={27.00,114.00},size={149.00,18.00},bodyWidth=50,title="Fit Curve Points:" SetVariable NewGF_SetFitCurveLength,fSize=12 SetVariable NewGF_SetFitCurveLength,limits={2,inf,1},value= root:Packages:NewGlobalFit:FitCurvePoints CheckBox NewGF_DoDestLogSpacingCheck,pos={51.00,140.00},size={135.00,16.00},title="Logarithmic Spacing" CheckBox NewGF_DoDestLogSpacingCheck,fSize=12,value= 0 SetVariable NewGF_ResultNamePrefix,pos={28.00,177.00},size={201.00,18.00},bodyWidth=50,title="Result Wave Name Prefix:" SetVariable NewGF_ResultNamePrefix,fSize=12,value= _STR:"" TitleBox NewGF_ResultWavesDFTitle,pos={27.00,212.00},size={199.00,15.00},title="Make Result Waves in Data Folder:" TitleBox NewGF_ResultWavesDFTitle,fSize=12,frame=0 Button NewGF_ResultsDFSelector,pos={50.00,231.00},size={206.00,20.00},proc=PopupWaveSelectorButtonProc,title="\\JRSame as Y Wave \\W623" Button NewGF_ResultsDFSelector,userdata(NewGF_SavedSelection)= "Same as Y Wave" Button NewGF_ResultsDFSelector,userdata(popupWSInfo)= A"!!*'pATpX\\Ddm-k7VQs@@;]Xm,>Mfo7n-iUCi Function LinearFit(w,x) : FitFunc Wave w Variable x //CurveFitDialog/ These comments were created by the Curve Fitting dialog. Altering them will //CurveFitDialog/ make the function less convenient to work with in the Curve Fitting dialog. //CurveFitDialog/ Equation: //CurveFitDialog/ f(x) = m*x+p //CurveFitDialog/ End of Equation //CurveFitDialog/ Independent Variables 1 //CurveFitDialog/ x //CurveFitDialog/ Coefficients 2 //CurveFitDialog/ w[0] = m //CurveFitDialog/ w[1] = p return w[0]*x+w[1] End Function ExpManual(w,x) : FitFunc Wave w Variable x //CurveFitDialog/ These comments were created by the Curve Fitting dialog. Altering them will //CurveFitDialog/ make the function less convenient to work with in the Curve Fitting dialog. //CurveFitDialog/ Equation: //CurveFitDialog/ f(x) = yinf-A*exp(-(x-xo)/tau) //CurveFitDialog/ End of Equation //CurveFitDialog/ Independent Variables 1 //CurveFitDialog/ x //CurveFitDialog/ Coefficients 4 //CurveFitDialog/ w[0] = yinf //CurveFitDialog/ w[1] = A //CurveFitDialog/ w[2] = xo //CurveFitDialog/ w[3] = tau return w[0]-w[1]*exp(-(x-w[2])/w[3]) End