4Misc_Start(#4Platform”Á@9èVersionCheckè ¬xHHô@îÿîÿRg(üšHHdh� ¬xHHô@îÿîÿRg(üšHHdh� ¬x HHô@îÿîÿRg(üšHHdh� ^Graph* WDashSettings#úÿ  !¶‚ -Ô6Normalÿÿÿÿ@ ÿMonacoÿÿÿÿÿÿ<ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿHHHH$$4 < t\ÐzJ\2Øèöö HMy Header  ÿÿÿÿÿÿÿÿ ÿÿÿÿÿÿÿÿÿÿ ÿÿÿÿÿÿÿÿ ÿÿÿÿÿÿÿÿþÿHeaderÿÿÔ ÿÿÿ!@"èèþÿ#€"èèWednesday, January 24, 2018 1:14:04 PMHelveticaSpecial0Special14 4 4 4 «homewwdÿÿÿÿ>Macintosh HD:Users:johnweeks:Documents:support experiments, etc.:H:Hegedus, Andy:200610:²RecentWindows~Annotations.ihfCommands.ihfCurve Fitting.ihfErrors.ihfGraph0:CellSwell vs CellTime;...Igor Reference.ihfProgramming.ihf 4Misc_End(#TXOPState_Start (#SQL64tions.ihfCommands.ihf4XOPState_End(#¤Ž:b½‹­’=ÏTÄV_chisqЃÝ+²e ?V_numNaNsV_numINFsV_npnts$@V_nterms@V_nheldV_startRow.@V_endRow8@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkV_Flag#Created from experiment 'Base Experiment', 2020-06-10 10:07:19 AM ¥RemoveFromGraph fit_CellSwell0,fit_CellSwell ¥HideInfo ¥ShowInfo ¥K0 = 0.1;K1 = 0.1;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[16,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.096044,0.019367,-0.001398} V_chisq= 5.12818e-05;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 24; W_sigma={0.0269,0.00892,0.000192} Coefficient values ± one standard deviation y0 =-0.096044 ± 0.0269 A =0.019367 ± 0.00892 invTau =-0.001398 ± 0.000192 ¥ModifyGraph muloffset={0,100} ¥ModifyGraph muloffset={0,0} ¥K0 = 0.1;K1 = 0.1;K2 = -0.001; ¥K0 = 0.1;K1 = 0.1;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[16,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.096044,0.019367,-0.001398} V_chisq= 5.12818e-05;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 24; W_sigma={0.0269,0.00892,0.000192} Coefficient values ± one standard deviation y0 =-0.096044 ± 0.0269 A =0.019367 ± 0.00892 invTau =-0.001398 ± 0.000192 ¥K0 = -0.1;K1 = 0.1;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[16,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.10171,0.021299,-0.0013584} V_chisq= 5.58725e-05;V_npnts= 9;V_numNaNs= 0;V_numINFs= 0; V_startRow= 16;V_endRow= 24; W_sigma={0.0297,0.0103,0.000201} Coefficient values ± one standard deviation y0 =-0.10171 ± 0.0297 A =0.021299 ± 0.0103 invTau =-0.0013584 ± 0.000201 ¥TextBox/C/N=text0/A=MC "Seed for fit\r-0.1\r0.1\r-0.001" ¥K0 = -0.1;K1 = 0.1;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[17,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.12239,0.028536,-0.0012417} V_chisq= 6.84584e-05;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 24; W_sigma={0.0565,0.0217,0.000303} Coefficient values ± one standard deviation y0 =-0.12239 ± 0.0565 A =0.028536 ± 0.0217 invTau =-0.0012417 ± 0.000303 ¥K0 = -0.1;K1 = .1;K2 = -0.001; ¥K0 = -0.1;K1 = .05;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[17,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.10691,0.02285,-0.0013313} V_chisq= 5.73561e-05;V_npnts= 8;V_numNaNs= 0;V_numINFs= 0; V_startRow= 17;V_endRow= 24; W_sigma={0.0451,0.0156,0.000278} Coefficient values ± one standard deviation y0 =-0.10691 ± 0.0451 A =0.02285 ± 0.0156 invTau =-0.0013313 ± 0.000278 ¥K0 = -0.1;K1 = .05;K2 = -0.001; ¥CurveFit/G exp CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D 40 iterations with no convergence Curve fit with data subrange: CellSwell[15,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-W_coef[2]*x) W_coef={-0.064392,0.010609,-0.0016514} V_chisq= 5.22975e-05;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 24; W_sigma={0.0138,0.00354,0.000147} Coefficient values ± one standard deviation y0 =-0.064392 ± 0.0138 A =0.010609 ± 0.00354 invTau =-0.0016514 ± 0.000147 ¥K0 = .02;K1 = 1;K2 = -1000; ¥CurveFit/G/TBOX=790 exp_XOffset CellSwell[pcsr(A),pcsr(B)] /X=CellTime /D Fit converged properly Curve fit with data subrange: CellSwell[15,24] fit_CellSwell= W_coef[0]+W_coef[1]*exp(-(x-W_fitConstants[0])/W_coef[2]) W_coef={-0.055232,0.07162,-569.33} W_fitConstants={1221.5} V_chisq= 4.84414e-05;V_npnts= 10;V_numNaNs= 0;V_numINFs= 0; V_startRow= 15;V_endRow= 24; W_sigma={0.0118,0.0103,46.2} Coefficient values ± one standard deviation y0 =-0.055232 ± 0.0118 A =0.07162 ± 0.0103 tau =-569.33 ± 46.2 Constant: X0 =1221.45 !�ZïHÏMïuÔ Þv£Úp`ÛCellTimeð?ð?ð?ð?ÍÌÌÌ̬P@ÍÌÌÌÌôc@ÍÌÌÌÌdl@®Gáz¢u@ìQ¸…çy@ìQ¸…‡@33333ù�@ ×£p=Є@ö(\�Âù†@ÍÌÌÌÌà‰@q= ×£Œ@ �@®Gáz��@’@ÍÌÌÌÌ“@R¸…뇔@R¸…뙕@R¸…ë —@33333˜@áz®GŒ™@ÍÌÌÌÌ™š@®Gázœ@…ëQ¸�@¸…ëQŒž@H£Ò{Üòýv£Úp`ÛCellSwellð?ð?ð?ð?Oƒ(iv?uÇqÇq|?çŽÊ pN}?îæÔájä?§[¦'‚A„?‚÷ù®-Óƒ?ˆOƒ(i†?Œ{ í%´‡?Eßµez"ˆ?I »Ïwm‰?$§W#ÿˆ?5ƒ(iv�?œ×–é‰`�?�gHÌÛ’?m/¡½„ö’?)ivŸïš?f¬xTn€£?+•à¬?qvŸïÚ²?BCbÞÎ�¸?£Ö¯¨õ»?óv†Ä¼�Á?�Ê pNÅ?n€sêp5Ê?˜|xX6xÔ ‹Û‹ÛW_coefð?ð?ð?ð?¬÷ÊQG¬¿RR±U²?OHá™Ê�Àx m?€¸�ç ‹Û‹ÛÈfit_CellSwellÈ™©à.~ @ð?ð?ð?ÍÌÌÌÌ“@$éY³!È�?¬ btB‘?tu² ܼ‘?XÕ¡Íj8’?Ðâ· Ç´’?Ôý°ò1“?üÚ�Rí¯“?°4[º.”?`‚­¬Y®”?D¶,‰Í.•?¸Ô°•?pšé…72–?À”o0µ–? °)9—?94±½—?ì#»;C˜?´ÞÌn¤É˜?ÀpˆªìP™?´BâÙ™?�3 ‹!bš?Ðd¾ìš?xE{æv›?€£Wö¡œ?TÄN6F�œ?øƒÚ[Ô�?àz÷ëM«�?+)n´:ž?à3~l Ëž?ÔŒ”sN\Ÿ?˜Ç�…îŸ?b¬±m×@ ?t%±æŠ ?êS-qÕ ?rÙž„w ¡?‚9¤¯úk¡?Ɔ¾oû·¡?òëÇ•z¢?´éõóxQ¢?`˜Û]÷ž¢?Bík¨öì¢?Øü©w;£?ÄjE:{Š£?˜th2Ú£?˜Œîl *¤?�ÌÅ�z¤?ú%e´Ë¤?)‹IQ¥?~„3vo¥?Æ º#Â¥?N1OÀZ¦?”ôþ*i¦?œNAàh½¦?Tñ¼ÇA§?Dϙʧg§?œƒÓ›½§?œQ¬Î¨?º¸Î©1k¨?Äö0TÕ¨?§¾ ©?jÈ•ÛÒs©?¶§ôž.Í©?Ø-Qþ'ª?²*Ñð¤�ª?Vt5oÁܪ?n’Üsu8«?^nÅúÁ”«?ª’¨ñ«?ì,Ї(O¬?x9ž�D­¬?0×iý ­?XÅ6&Sk­?¼£ÿÂGË­?¤ÂrôÛ+®?t÷ôÃ�®?Üu¤<çî®?î­[k`Q¯?æ.´^}´¯?bÇ„“ °?b+>kS>°?HzzÀÚp°??X¶£°?RTÉæÖ°?uhE"k ±?|ãE>±?éÆàvr±?g¶ªþ¦±?£AÑÝÛ±? ±³å²?B¶Gz¤F²?šm,"�|²?TX…qϲ²?Ulýké²?¶9ó[c ³?˜o%$¶W³?°’ îd�³?Z£Rpdz?¾ÚóëØÿ³?òýTŸ8´?š,Å)Äq´?<ÔPH«´?Y­‹+å´?îîUoµ?«.Zµ?fj•=•µ?‚^Tž‚е?ôa«ËM ¶? 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