4Misc_Start4Platform@ p<ROGIXXp 1<4!*>X"winspoolSharp MX-2700N10.0.1.199Sharp MX-2700NC odXXLetterDINU"AZ:ySMTJpSharp MX-2700NInputBinOption1RESDLLUniresDLLOrientationPORTRAITResolutionOption2PaperSizeLETTERROTATE180DOffROutputTrayCenterTrayBINDINGEDGELEFTEDGEPUNCHOffStaplingNoneNOOFFSETOffMARGINSHIFTNoneCOVERPAGEOffFIRSTPAPERTYPEAutoSelectTRANSPARENCYINSERTSOffTRANS_SOURCEAutoSelectImageTypeStandardTONERSAVEOffTColorMode24bppSOURCEPROFILEsRGBNeutralGrayNONEScreenSettingDefaultPRINTPRIORITYOneDOCCONTROLOffPATTERNCOLORBlackMediaTypeAutoSelectDuplexNONECollateOFFHalftoneHT_PATSIZE_AUTO p<ROGIXXp 1<4!*>X"winspoolSharp MX-2700N10.0.1.199Sharp MX-2700NC odXXLetterDINU"AZ:ySMTJpSharp MX-2700NInputBinOption1RESDLLUniresDLLOrientationPORTRAITResolutionOption2PaperSizeLETTERROTATE180DOffROutputTrayCenterTrayBINDINGEDGELEFTEDGEPUNCHOffStaplingNoneNOOFFSETOffMARGINSHIFTNoneCOVERPAGEOffFIRSTPAPERTYPEAutoSelectTRANSPARENCYINSERTSOffTRANS_SOURCEAutoSelectImageTypeStandardTONERSAVEOffTColorMode24bppSOURCEPROFILEsRGBNeutralGrayNONEScreenSettingDefaultPRINTPRIORITYOneDOCCONTROLOffPATTERNCOLORBlackMediaTypeAutoSelectDuplexNONECollateOFFHalftoneHT_PATSIZE_AUTO ROGIXXp 1<4!*D(winspoolSharp MX-M700N PCL 610.0.1.199Sharp MX-M700N PCL 6TC odXXLetterDINU"TzXSMTJSharp MX-M700N PCL 6InputBinOption1RESDLLUniresDLLOrientationPORTRAITResolutionOption2MediaTypeAutoSelectPaperSizeLETTEROutputTrayCenterTrayPUNCHOffROTATE180DOffRNOOFFSETOffRTRANSPARENCYINSERTSOffTRANS_SOURCETRAY1TONERSAVEOffTDIFFERENTFIRSTPAPEROffFIRSTPAPERTYPEAutoSelectMARGINSHIFTNoneBINDINGEDGELEFTEDGESMOOTHINGOffSPHOTOOffSTANDEMOffSCollateONStaplingNoneDuplexNONEHalftoneHT_PATSIZE_AUTO  ROGIXXp 1<4!*D(winspoolSharp MX-M700N PCL 610.0.1.199Sharp MX-M700N PCL 6TC odXXLetterDINU"TzXSMTJSharp MX-M700N PCL 6InputBinOption1RESDLLUniresDLLOrientationPORTRAITResolutionOption2MediaTypeAutoSelectPaperSizeLETTEROutputTrayCenterTrayPUNCHOffROTATE180DOffRNOOFFSETOffRTRANSPARENCYINSERTSOffTRANS_SOURCETRAY1TONERSAVEOffTDIFFERENTFIRSTPAPEROffFIRSTPAPERTYPEAutoSelectMARGINSHIFTNoneBINDINGEDGELEFTEDGESMOOTHINGOffSPHOTOOffSTANDEMOffSCollateONStaplingNoneDuplexNONEHalftoneHT_PATSIZE_AUTO^Graph*@@??WDashSettings#  !FUNormal@ Arial<HHHH$$FUNormal@ Arial<HHHH$$444444 H&5aNormal@ Arial<HHHH$$4 4 4 4 4 4 homewod.C:Users:Sara:Documents:SUNYAlbany:WhiteFaceLab:PilotStudy_2017:CPOC:Summit:FSSP:C:Users:Sara:Documents:SUNYAlbany:WhiteFaceLab:PilotStudy_2017:CPOC:Summit:FSSPmitl ó <(;w(ó L;wó ntlhnt[./\! h7 b-\Htt[hntcc 5CRecentWindowsAdvanced Topics.ihfGraph0_1:Conc_matrix,Conc_matrix,... vs TimeW;...Graph0_2:Counts_matrix,Counts_matrix;LWC vs TimeW;...Graph0_3:Conc_matrix,Conc_matrix,... vs 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Bin___L_um_10 load_FCDPFSSP() load_FCDPFSSP() load_FCDPFSSP() load_FCDPFSSP() Edit/K=0 'conc___L_';DelayUpdate NewImage root:Conc_matrix load_FCDPFSSP() Edit/K=0 'Second';DelayUpdate Delimited text load from "110902212932TAS.txt" General text load from "110902212932TAS.txt" LoadWave is unable to find column names on line 0 Data length: 4660, waves: wave0, wave1 AppendToTable Second DeletePoints 0,230, wave0,wave1 InsertPoints 0,1, wave0,wave1 DeletePoints 4364,67, wave0,wave1 load_FCDPFSSP() load_FCDPFSSP() load_FCDPFSSP() Edit/K=0 'wave0';DelayUpdate AppendToTable 'wave1';DelayUpdate load_FCDPFSSP() Display;AppendImage Conc_matrix;DelayUpdate ModifyImage Conc_matrix ctab= {*,*,ColdWarm,0};DelayUpdate ModifyImage Conc_matrix log=1 ModifyImage Conc_matrix ctab= {0.01,49223.3984375,ColdWarm,0} Edit Rename wave0,FSSP_dp; Rename FSSP_dp,FSSP_dbin_max; AppendToGraph root:conc___L_ RemoveFromGraph conc___L_ Edit/K=0 'Second';DelayUpdate duplicate Second TimeW appendtotable TimeW TimeW += date2secs(2017, 08, 13) duplicate/D/O Second TimeW TimeW += date2secs(2017, 08, 13) make/D/O TimeW TimeW = Second TimeW += date2secs(2017, 08, 13) make/D/O/N=3460 TimeW TimeW = Second TimeW += date2secs(2017, 08, 13) ReplaceWave/X image=Conc_matrix, TimeW Edit/K=0 'Dp_max';DelayUpdate InsertPoints 0,1, Dp_max ReplaceWave/Y image=Conc_matrix, Dp_max SetScale/P x 0,1,"dat", TimeW;DelayUpdate SetScale d 0,0,"dat", TimeW ModifyGraph nticks(bottom)=8,minor(bottom)=1,sep(bottom)=100;DelayUpdate ModifyGraph dateInfo(bottom)={0,1,0} Label bottom " " AppendToGraph/R conc___L_ vs TimeW[0,3459] ModifyGraph rgb=(65535,65535,65535) ModifyGraph prescaleExp(right)=-3;DelayUpdate Label right " " RemoveFromGraph conc___L_ AppendToGraph conc___L_ vs TimeW[0,3459] RemoveFromGraph conc___L_ AppendToGraph/L=conc conc___L_ vs TimeW[0,3459] ModifyGraph rgb=(0,0,65280) ModifyGraph axisEnab(left)={0,0.5} ModifyGraph axisEnab(conc)={0.52,1},freePos(conc)=0 ModifyGraph log(left)=1 ReplaceWave trace= conc___L_, lwc_mg_L_ Edit/K=0 'lwc_mg_L_';DelayUpdate ColorScale/C/N=text0/F=0/A=RC/E image=Conc_matrix,log=1 calc_LWC() Edit/K=0 'LWC';DelayUpdate Edit/K=0 'Conc_matrix';DelayUpdate calc_LWC() Edit/K=0 'LWC';DelayUpdate calc_LWC() Edit/K=0 'LWC';DelayUpdate calc_LWC() Edit/K=0 'LWC';DelayUpdate Edit/K=0 'LWC';DelayUpdate Edit/K=0 'Dp_mean';DelayUpdate calc_LWC() Edit/K=0 'LWC';DelayUpdate calc_LWC() Edit/K=0 'LWC';DelayUpdate calc_LWC() Edit/K=0 'Conc';DelayUpdate Edit/K=0 'Conc';DelayUpdate AppendToTable 'conc___L_';DelayUpdate Edit/K=0 'Dp_max';DelayUpdate AppendToTable 'Dp_mean';DelayUpdate calc_LWC() Edit/K=0 'lwc_mg_L_';DelayUpdate Edit/K=0 'LWC';DelayUpdate AppendToTable 'lwc_mg_L_';DelayUpdate AppendToGraph/L=conc LWC_ALSC vs Time_ALSC RemoveFromGraph LWC_ALSC calc_LWC() calc_LWC() Edit/K=0 'LWC';DelayUpdate Edit/K=0 'LWC';DelayUpdate AppendToTable 'lwc_mg_L_';DelayUpdate load_FCDPFSSP() load_FCDPFSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FCDPFSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FCDPFSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FCDPFSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FCDPFSSP() load_FCDPFSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. Edit/K=0 'Dp_max';DelayUpdate DeletePoints 0,1, Dp_max In graph Graph0_1, axis wave Dp_max has too few points - ignoring it. In graph Graph0, axis wave Dp_max has too few points - ignoring it. InsertPoints 0,1, Dp_max Edit/K=0 'Dp_max';DelayUpdate DeletePoints 21,1, Dp_max In graph Graph0_1, axis wave Dp_max has too few points - ignoring it. In graph Graph0, axis wave Dp_max has too few points - ignoring it. DeletePoints 0,1, Dp_max In graph Graph0_1, axis wave Dp_max has too few points - ignoring it. In graph Graph0, axis wave Dp_max has too few points - ignoring it. calc_LWC() calc_LWC() Edit/K=0 'LWC';DelayUpdate AppendToTable 'lwc_mg_L_';DelayUpdate Edit/K=0 'Dp_min';DelayUpdate DeletePoints 21,1, Dp_min In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. In graph Graph0, axis wave Dp_min has too few points - ignoring it. InsertPoints 0,1, Dp_min calc_LWC() Edit/K=0 'LWC';DelayUpdate AppendToTable 'lwc_mg_L_';DelayUpdate load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. calc_LWC() Edit Rename wave0,ALSC_Time; Rename wave1,ALSC_LWC; AppendToGraph/L=conc ALSC_LWC vs ALSC_Time RemoveFromGraph ALSC_LWC Edit/K=0 'ALSC_LWC';DelayUpdate AppendToTable 'ALSC_Time';DelayUpdate Edit/K=0 'ALSC_Time';DelayUpdate AppendToTable ALSC_LWC AppendToGraph/L=conc ALSC_LWC vs ALSC_Time TimeW -= 4*60*60 // change to UTC TimeW -= 1*60*60 ModifyGraph muloffset(lwc_mg_L_)={0,10} TimeW += 1*60*60 ALSC_Time += 1*60*60 load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. ModifyGraph muloffset={0,0} ModifyGraph muloffset(lwc_mg_L_)={0,4} ModifyGraph muloffset(lwc_mg_L_)={0,5} load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. ModifyGraph muloffset={0,0} In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. Edit/K=0 'NBin14';DelayUpdate ReplaceWave image=Conc_matrix, Counts_matrix ColorScale/C/N=text0 image=Counts_matrix ModifyImage Counts_matrix ctab= {0.01,671,ColdWarm,0} Edit/K=0 'LWC';DelayUpdate AppendToTable 'lwc_mg_L_';DelayUpdate ReplaceWave trace= lwc_mg_L_, LWC load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. Edit/K=0 'Dp_min';DelayUpdate DeletePoints 21,1, Dp_min In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. ModifyGraph muloffset(LWC)={0,10} load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. ReplaceWave trace= LWC, lwc_mg_L_ In graph Graph0_1, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. Edit/K=0 'conc___L_';DelayUpdate Label conc " " ModifyGraph muloffset={0,0.001} Edit/K=0 'Dp_min';DelayUpdate InsertPoints 0,1, Dp_min In graph Graph0, axis wave Dp_min has too many points - ignoring it. In graph Graph0_1, axis wave Dp_min has too many points - ignoring it. In graph Graph0, axis wave Dp_min has too many points - ignoring it. In graph Graph0_1, axis wave Dp_min has too many points - ignoring it. DeletePoints 22,1, Dp_min calc_LWC() RemoveFromGraph lwc_mg_L_#1 ReplaceWave trace= lwc_mg_L_, LWC DeletePoints 0,2, Dp_min In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. calc_LWC() ModifyGraph muloffset={0,0} DeletePoints 20,1, Dp_min In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. InsertPoints 19,1, Dp_min In graph Graph0, axis wave Dp_min is not monotonic - ignoring it. In graph Graph0_1, axis wave Dp_min is not monotonic - ignoring it. In graph Graph0, axis wave Dp_min is not monotonic - ignoring it. In graph Graph0_1, axis wave Dp_min is not monotonic - ignoring it. DeletePoints 20,1, Dp_min In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. InsertPoints 0,1, Dp_min calc_LWC() ModifyGraph muloffset(LWC)={0,10} load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. ModifyGraph muloffset={0,0} In graph Graph0_1, axis wave TimeW has too few points - ignoring it. DeletePoints 0,1, Dp_min In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave Dp_min has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave Dp_min has too few points - ignoring it. InsertPoints 0,1, Dp_min In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. ReplaceWave trace= LWC, lwc_mg_L_ In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. ReplaceWave trace= lwc_mg_L_, LWC In graph Graph0_1, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. ModifyImage Conc_matrix ctab= {0.01,*,ColdWarm,0} load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. ModifyImage Counts_matrix ctab= {1,671,ColdWarm,0} ModifyImage Conc_matrix ctab= {0.1,*,ColdWarm,0} ModifyImage Conc_matrix ctab= {1,*,ColdWarm,0} ModifyImage Conc_matrix ctab= {0.0001,*,ColdWarm,0} ModifyImage Conc_matrix ctab= {1,*,ColdWarm,0} ColorScale/C/N=text0/F=0/A=RC/E image=Conc_matrix,log=1 ModifyImage Conc_matrix ctab= {100,*,ColdWarm,0} load_FSSP() In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0_1, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_1, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW has too few points - ignoring it. ModifyGraph zero(conc)=1 In graph Graph0, axis wave TimeW has too few points - ignoring it. In graph Graph0, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_1, axis wave TimeW is not monotonic - ignoring it. load_FSSP() Edit/K=0 'Dp_min';DelayUpdate calc_LWC() AppendToGraph/L=conc LWC vs TimeW SetAxis bottom 3585461934.25997,* SetAxis/A bottom Edit/K=0 'LWC';DelayUpdate Edit/K=0 'TimeW';DelayUpdate Edit/K=0 'conc___L_';DelayUpdate AppendToGraph/L=conc Conc vs TimeW[0,26568] SetAxis conc 0,2000 ModifyGraph rgb=(0,0,65280) ReplaceWave trace= Conc, conc___L_ ModifyGraph muloffset={0,0.001} AppendImage/L=conc Conc_matrix vs {TimeW,Dp_min};DelayUpdate ModifyImage Conc_matrix#1 ctab= {*,*,ColdWarm,0};DelayUpdate ModifyImage Conc_matrix#1 log=1 ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0} RemoveImage Conc_matrix#1 AppendImage Conc_matrix vs {TimeW,Dp_min};DelayUpdate ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0};DelayUpdate ModifyImage Conc_matrix#1 log=1 AppendImage Counts_matrix vs {TimeW,Dp_min};DelayUpdate ModifyImage Counts_matrix#1 ctab= {*,*,ColdWarm,0};DelayUpdate ModifyImage Counts_matrix#1 log=1 ModifyImage Counts_matrix#1 ctab= {1,671,ColdWarm,0} SetAxis conc 0,1 SetAxis conc 0,0.6 TextBox/C/N=text1/F=0/A=MC "\\K(0,0,65280)\\Z16\\f01FSSP" TextBox/C/N=text2/F=0/A=MC "\\K(0,0,65280)\\Z16\\f01Gerber" TextBox/C/N=text2 "\\K(65280,0,0)\\Z16\\f01Gerber" Label conc "\\Z16 LWC (g/m\\S3\\M\\Z16)" Label left "\\Z16 Dp (m)" ModifyGraph fSize=14 ColorScale/C/N=text0 "\\Z16 Concentration (dN/dDp) (#/cm\\S3\\M\\Z16)" ColorScale/C/N=text0 fsize=14,lblMargin=20 ColorScale/C/N=text0 "\\Z16 Concentration (dN/dDp)" ColorScale/C/N=text0 "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16)" TextBox/C/N=text3/F=0/A=RC/E " \\Z16(#/cm\\S3\\M\\Z16)" TextBox/C/N=text3/O=-90 TextBox/C/N=text3/O=0 " \\Z16#/cm\\S3\\M\\Z16" TextBox/C/N=text4/F=0/B=1/A=RC/E "\\K(65535,65535,65535)\\f01\\Z16FSSP DSD" TextBox/C/N=text4/E=0 SavePICT/E=-5/B=72 TextBox/C/N=text3 " \\Z16#/L/m" SavePICT/E=-5/B=72 Edit/K=0 'Dp_min';DelayUpdate Label bottom "\\Z16 Local Time (EDT) " ColorScale/C/N=text0 "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16) " SavePICT/E=-5/B=72 SetAxis/A RemoveFromGraph ALSC_LWC ReplaceWave trace= LWC, ::FirstFSSPFile:conc___L_ ReplaceWave trace= LWC, ::SecondFSSPFile:conc___L_ ModifyGraph rgb=(0,0,65280),muloffset={0,0.001} Label conc "\\Z16 Conc (#/cm\\S3\\M\\Z16)" TextBox/K/N=text2 load_FSSP() Edit/K=0 'TimeW';DelayUpdate calc_LWC() AppendToGraph/L=conc LWC vs TimeW[0,6789] ModifyGraph rgb(LWC#1)=(0,0,65280),rgb(LWC#2)=(0,0,65280) AppendImage Conc_matrix vs {TimeW,Dp_min};DelayUpdate ModifyImage Conc_matrix ctab= {*,*,ColdWarm,0};DelayUpdate ModifyImage Conc_matrix log=1 ModifyImage Conc_matrix ctab= {1,671,ColdWarm,0} ModifyGraph lsize(ALSC_LWC)=2 ModifyGraph zero(conc)=1 ModifyGraph mode(ALSC_LWC)=2 ModifyGraph mode=0 Edit/K=0 'ALSC_Time';DelayUpdate DeletePoints 1439,1, ::ALSC_data:ALSC_Time Edit/K=0 'ALSC_LWC';DelayUpdate DeletePoints 1439,1, ::ALSC_data:ALSC_LWC SavePICT/E=-5/B=72 load_FSSP() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. load_FSSP() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. load_FSSP() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. Edit/K=0 'TimeW';DelayUpdate In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. load_FSSP() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ReplaceWave image=Counts_matrix#1, ::SecondFSSPFile:Conc_matrix In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ReplaceWave image=Counts_matrix, ::FirstFSSPFile:Conc_matrix In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ColorScale/C/N=text0 image=Conc_matrix In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ModifyImage Conc_matrix ctab= {100,412367,ColdWarm,0} In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0} In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. ModifyImage Conc_matrix#2 ctab= {100,412367,ColdWarm,0} In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. Edit/K=0 'Second';DelayUpdate Error in WMSetScrapData : OpenClipboard. Windows error code = 5. Error in WMClearScrapData : OpenClipboard. Windows error code = 5. Edit/K=0 'Second';DelayUpdate make/D/O/N=(30130) TimeW In graph Graph0_3, axis wave TimeW has too few points - ignoring it. TimeW = Second In graph Graph0_3, axis wave TimeW has too few points - ignoring it. TimeW += date2secs(2017, 08, 14) In graph Graph0_3, axis wave TimeW has too few points - ignoring it. calc_LWC() In graph Graph0_3, axis wave TimeW has too few points - ignoring it. In graph Graph0_3, axis wave TimeW is not monotonic - ignoring it. TimeW -= 4*60*60 // change to local time ReplaceWave/X trace= LWC#2, TimeW[0,30129] SetAxis conc 0,0.6 ModifyGraph lsize(ALSC_LWC)=2 SetAxis bottom *,3585531451 SetAxis conc 0,* ModifyGraph zero(conc)=1 RemoveFromGraph ALSC_LWC TextBox/K/N=text2 ReplaceWave trace= LWC#1, ::FirstFSSPFile:conc___L_ ReplaceWave trace= LWC, conc___L_ ReplaceWave trace= LWC, ::SecondFSSPFile:conc___L_ Label conc "\\Z16 Conc (#/cm\\S3\\M\\Z16)" SetScale/P x 0,1,"dat", TimeW SetScale d 0,0,"dat", TimeW ModifyGraph muloffset={0,0.001} SavePICT/E=-5/B=72 SavePICT/E=-5/B=72 SavePICT/E=-5/B=72 ! 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~G!~G"~G#~G$~G%~G&~G'~G(~G)~G*~G+~G,~G-~G.~G/~G0~G1~G2~G3~G4~G5~G6~G7~G8~G9~G:~G;~G<~G=~G>~G?~G@~GA~GB~GC~GD~GE~GF~GG~GH~GI~GJ~GK~GL~GM~GN~GO~GP~GQ~GR~GS~GT~GU~GV~GW~GX~GY~GZ~G[~G\~G]~G^~G_~G`~Ga~Gb~Gc~Gd~Ge~Gf~Gg~Gh~Gi~Gj~Gk~Gl~Gm~Gn~Go~Gp~Gq~Gr~Gs~Gt~Gu~Gv~Gw~Gx~Gy~Gz~G{~G|~G}~G~~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~G~GGGGGGGGGG G G G G GGGGGGGGGGGGGGGGGGG G!G"G#G$G%G&G'G(G)G*G+G,G-G.G/G0G1G2G3G4G5G6G7G8G9G:G;G<G=G>G?G@GAGBGCGDGEGFGGGHGIGJGKGLGMGNGOGPGQGRGSGTGUGVGWGXGYGZG[G\G]G^G_G`GaGbGcGdGeGfGgGhGiGjGkGlGmGnGoGpGqGrGsGtGuGvGwGxGyGzG{G|G}G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG€G€GÀGÀGĀGĀGŀGŀGƀGƀGǀGǀGȀGȀGɀGɀGʀGʀGˀGˀG̀G̀G̀G̀G΀G΀GπGπGЀGЀGрGрGҀGҀGӀGӀGԀGԀGՀGՀGրGրG׀G׀G؀G؀GـGـGڀGڀGۀGۀG܀G܀G݀G݀GހGހG߀G߀GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGÁGÁGāGāGŁGŁGƁGƁGǁGǁGȁGȁGɁGɁGʁGʁGˁGˁǴǴǴǴG΁G΁GρGρGЁGЁGсGсGҁGҁGӁGӁGԁGԁGՁGՁGցGցGׁGׁG؁G؁GفGفGځGځGہGہG܁G܁G݁G݁GށGށG߁G߁GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG‚G‚GÂGÂGĂGĂGłGłGƂGƂGǂGǂGȂGȂGɂGɂGʂGʂG˂G˂ĜĜG͂G͂G΂G΂GςGςGЂGЂGтGтG҂G҂GӂGӂGԂGԂGՂGՂGւGւGׂGׂG؂G؂GقGقGڂGڂGۂGۂG܂G܂G݂G݂GނGނG߂G߂GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGƒGƒGÃGÃGăGăGŃGŃGƃGƃGǃGǃGȃGȃGɃGɃGʃGʃG˃G˃G̃G̃G̓G̓G΃G΃GσGσGЃGЃGуGуG҃G҃GӃGӃGԃGԃGՃGՃGփGփG׃G׃G؃G؃GكGكGڃGڃGۃGۃG܃G܃G݃G݃GރGރG߃G߃GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG„G„GÄGÄGĄGĄGńGńGƄGƄGDŽGDŽGȄGȄGɄGɄGʄGʄG˄G˄ḠḠG̈́G̈́G΄G΄GτGτGЄGЄGфGфG҄G҄GӄGӄGԄGԄGՄGՄGքGքGׄGׄG؄G؄GلGلGڄGڄGۄGۄG܄G܄G݄G݄GބGބG߄G߄GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG…G…GÅGÅGąGąGŅGŅGƅGƅGDžGDžGȅGȅGɅGɅGʅGʅG˅G˅G̅G̅GͅGͅG΅G΅GυGυGЅGЅGхGхG҅G҅GӅGӅGԅGԅGՅGՅGօGօGׅGׅG؅G؅GمGمGڅGڅGۅGۅG܅G܅G݅G݅GޅGޅG߅G߅GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG†G†GÆGÆGĆGĆGņGņGƆGƆGdžGdžGȆGȆGɆGɆGʆGʆGˆGˆĞĞG͆G͆GΆGΆGφGφGІGІGцGцG҆G҆GӆGӆGԆGԆGՆGՆGֆGֆG׆G׆G؆G؆GنGنGچGچGۆGۆG܆G܆G݆G݆GކGކG߆G߆GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG‡G‡GÇGÇGćGćGŇGŇGƇGƇGLJGLJGȇGȇGɇGɇGʇGʇGˇGˇĠĠG͇G͇G·G·GχGχGЇGЇGчGчG҇G҇GӇGӇGԇGԇGՇGՇGևGևGׇGׇG؇G؇GهGهGڇGڇGۇGۇG܇G܇G݇G݇GއGއG߇G߇GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGˆGˆGÈGÈGĈGĈGňGňGƈGƈGLjGLjGȈGȈGɈGɈGʈGʈGˈGˈG̈G̈G͈G͈GΈGΈGψGψGЈGЈGшGшG҈G҈GӈGӈGԈGԈGՈGՈGֈGֈG׈G׈G؈G؈GوGوGڈGڈGۈGۈG܈G܈G݈G݈GވGވG߈G߈GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG‰G‰GÉGÉGĉGĉGʼnGʼnGƉGƉGljGljGȉGȉGɉGɉGʉGʉGˉGˉG̉G̉G͉G͉GΉGΉGωGωGЉGЉGщGщG҉G҉GӉGӉGԉGԉGՉGՉG։G։G׉G׉G؉G؉GىGىGډGډGۉGۉG܉G܉G݉G݉GމGމG߉G߉GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGŠGŠGÊGÊGĊGĊGŊGŊGƊGƊGNJGNJGȊGȊGɊGɊGʊGʊGˊGˊG̊G̊G͊G͊GΊGΊGϊGϊGЊGЊGъGъGҊGҊGӊGӊGԊGԊGՊGՊG֊G֊G׊G׊G؊G؊GيGيGڊGڊGۊGۊG܊G܊G݊G݊GފGފGߊGߊGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG‹G‹GËGËGċGċGŋGŋGƋGƋGNjGNjGȋGȋGɋGɋGʋGʋGˋGˋG̋G̋G͋G͋G΋G΋GϋGϋGЋGЋGыGыGҋGҋGӋGӋGԋGԋGՋGՋG֋G֋G׋G׋G؋G؋GًGًGڋGڋGۋGۋG܋G܋G݋G݋GދGދGߋGߋGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGŒGŒGÌGÌGČGČGŌGŌGƌGƌGnjGnjGȌGȌGɌGɌGʌGʌGˌGˌǦǦG͌G͌GΌGΌGόGόGЌGЌGьGьGҌGҌGӌGӌGԌGԌGՌGՌG֌G֌G׌G׌G،G،GٌGٌGڌGڌGیGیG܌G܌G݌G݌GތGތGߌGߌGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGÍGÍGčGčGōGōGƍGƍGǍGǍGȍGȍGɍGɍGʍGʍGˍGˍG̍G̍G͍G͍G΍G΍GύGύGЍGЍGэGэGҍGҍGӍGӍGԍGԍGՍGՍG֍G֍G׍G׍G؍G؍GٍGٍGڍGڍGۍGۍG܍G܍GݍGݍGލGލGߍGߍGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGŽGŽGÎGÎGĎGĎGŎGŎGƎGƎGǎGǎGȎGȎGɎGɎGʎGʎGˎGˎG̎G̎G͎G͎GΎGΎGώGώGЎGЎGюGюGҎGҎGӎGӎGԎGԎGՎGՎG֎G֎G׎G׎G؎G؎GَGَGڎGڎGێGێG܎G܎GݎGݎGގGގGߎGߎGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGÏGÏGďGďGŏGŏGƏGƏGǏGǏGȏGȏGɏGɏGʏGʏGˏGˏG̏G̏G͏G͏GΏGΏGϏGϏGЏGЏGяGяGҏGҏGӏGӏGԏGԏGՏGՏG֏G֏G׏G׏G؏G؏GُGُGڏGڏGۏGۏG܏G܏GݏGݏGޏGޏGߏGߏGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGÐGÐGĐGĐGŐGŐGƐGƐGǐGǐGȐGȐGɐGɐGʐGʐGːGːG̐G̐G͐G͐GΐGΐGϐGϐGАGАGѐGѐGҐGҐGӐGӐGԐGԐGՐGՐG֐G֐GאGאGؐGؐGِGِGڐGڐGېGېGܐGܐGݐGݐGސGސGߐGߐGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG‘G‘GÑGÑGđGđGőGőGƑGƑGǑGǑGȑGȑGɑGɑGʑGʑGˑGˑG̑G̑G͑G͑GΑGΑGϑGϑGБGБGёGёGґGґGӑGӑGԑGԑGՑGՑG֑G֑GבGבGؑGؑGّGّGڑGڑGۑGۑGܑGܑGݑGݑGޑGޑGߑGߑGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG’G’GÒGÒGĒGĒGŒGŒGƒGƒGǒGǒGȒGȒGɒGɒGʒGʒG˒G˒G̒G̒G͒G͒GΒGΒGϒGϒGВGВGђGђGҒGҒGӒGӒGԒGԒGՒGՒG֒G֒GגGגGؒGؒGْGْGڒGڒGےGےGܒGܒGݒGݒGޒGޒGߒGߒGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG“G“GÓGÓGēGēGœGœGƓGƓGǓGǓGȓGȓGɓGɓGʓGʓG˓G˓G̓G̓G͓G͓GΓGΓGϓGϓGГGГGѓGѓGғGғGӓGӓGԓGԓGՓGՓG֓G֓GדGדGؓGؓGٓGٓGړGړGۓGۓGܓGܓGݓGݓGޓGޓGߓGߓGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG”G”GÔGÔGĔGĔGŔGŔGƔGƔGǔGǔGȔGȔGɔGɔGʔGʔG˔G˔G̔G̔G͔G͔GΔGΔGϔGϔGДGДGєGєGҔGҔGӔGӔGԔGԔGՔGՔG֔G֔GהGהGؔGؔGٔGٔGڔGڔG۔G۔GܔGܔGݔGݔGޔGޔGߔGߔGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG•G•GÕGÕGĕGĕGŕGŕGƕGƕGǕGǕGȕGȕGɕGɕGʕGʕG˕G˕G̕G̕G͕G͕GΕGΕGϕGϕGЕGЕGѕGѕGҕGҕGӕGӕGԕGԕGՕGՕG֕G֕GוGוGؕGؕGٕGٕGڕGڕGەGەGܕGܕGݕGݕGޕGޕGߕGߕGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG–G–GÖGÖGĖGĖGŖGŖGƖGƖGǖGǖGȖGȖGɖGɖGʖGʖG˖G˖G̖G̖G͖G͖GΖGΖGϖGϖGЖGЖGіGіGҖGҖGӖGӖGԖGԖGՖGՖG֖G֖GזGזGؖGؖGٖGٖGږGږGۖGۖGܖGܖGݖGݖGޖGޖGߖGߖGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG—G—G×G×GėGėGŗGŗGƗGƗGǗGǗGȗGȗGɗGɗGʗGʗG˗G˗G̗G̗G͗G͗GΗGΗGϗGϗGЗGЗGїGїGҗGҗGӗGӗGԗGԗG՗G՗G֗G֗GחGחGؗGؗGٗGٗGڗGڗGۗGۗGܗGܗGݗGݗGޗGޗGߗGߗGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG˜G˜GØGØGĘGĘGŘGŘGƘGƘGǘGǘGȘGȘGɘGɘGʘGʘG˘G˘G̘G̘G͘G͘GΘGΘGϘGϘGИGИGјGјGҘGҘGӘGӘGԘGԘG՘G՘G֘G֘GטGטGؘGؘG٘G٘GژGژGۘGۘGܘGܘGݘGݘGޘGޘGߘGߘGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG™G™GÙGÙGęGęGřGřGƙGƙGǙGǙGșGșGəGəGʙGʙG˙G˙G̙G̙G͙G͙GΙGΙGϙGϙGЙGЙGљGљGҙGҙGәGәGԙGԙGՙGՙG֙G֙GיGיGؙGؙGٙGٙGڙGڙGۙGۙGܙGܙGݙGݙGޙGޙGߙGߙGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_G`G`GaGaGbGbGcGcGdGdGeGeGfGfGgGgGhGhGiGiGjGjGkGkGlGlGmGmGnGnGoGoGpGpGqGqGrGrGsGsGtGtGuGuGvGvGwGwGxGxGyGyGzGzG{G{G|G|G}G}G~G~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGšGšGÚGÚGĚGĚGŚGŚGƚGƚGǚGǚGȚGȚGɚGɚGʚGʚG˚G˚G̚G̚G͚G͚GΚGΚGϚGϚGКGКGњGњGҚGҚGӚGӚGԚGԚG՚G՚G֚G֚GךGךGؚGؚGٚGٚGښGښGۚGۚGܚGܚGݚGݚGޚGޚGߚGߚGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G G G G G G G G GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGG G G!G!G"G"G#G#G$G$G%G%G&G&G'G'G(G(G)G)G*G*G+G+G,G,G-G-G.G.G/G/G0G0G1G1G2G2G3G3G4G4G5G5G6G6G7G7G8G8G9G9G:G:G;G;GG>G?G?G@G@GAGAGBGBGCGCGDGDGEGEGFGFGGGGGHGHGIGIGJGJGKGKGLGLGMGMGNGNGOGOGPGPGQGQGRGRGSGSGTGTGUGUGVGVGWGWGXGXGYGYGZGZG[G[G\G\G]G]G^G^G_G_Grdbbgconc___L_g????"XGR 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dHbbgNBin20g????Nt"A4"hbb}Conc_matrixg????OqE3;DsDTsCTsC3sDTsC3sCsCusDTsCTsCTsCusCsC3sCTsCTsCusCsDdsDsCusCTsCTsDTsCTsCsDdsDsCsCusCTsCsCsDsDsDsCusCtCusCTsC?UDusCusCusCsDUDsDsCZtCsDsCusDusCusCTsCsCusCTsCsDTsCDsDTsCdsD3sCsCsCsCsCsCusCsCsCsCTsCusCTsCusCsDsCsDsCTsCTsCUDTsCusCusCTsCTsCsCsCTsDsCsCDsDTsCsDsDTsCsCdsDusDdsD/UDsDusCTsCsDsCsDusCdsDTsCDsDsCTsCsCusCsCsCTsCTsCusCsCsCsCsCsCusCsCusCsCUDTsCsCsDTsCusCUDsCsD9tCdsDsDusCsCTsCtCsCsCZtCsDusDusCusCTsDusCsCusDusDusCsCsCusCusCusCusCsDTsCsCsDTsCsCTsCusDusCsCTsC?UDTsCsCUDTsCTsCTsD3sCusCsCsDTsCusCusCUDsDusCdsDsC/UDusCsDsD3sDTsCsCsCsC3sCTsCTsCdsDDsDTsCusDTsCusCsCusCsDusC3sC3sCTsCusCusCsCUDsCsCusCusCPUDsCTsDTsC3sCTsCsCsCsDTsCsC3sCTsCsCTsCUDsCusDsCsDsCDsDsDusCsCsCUDsDTsCsDusCsCsCTsCsDsDsCsDusCsDTsCsDsDsCusCTsDusCusDusCusCTsCusCsDTsCsDsC3sCusC?UDTsCsCsDsDdsDsCTsDTsCTsCusCusCsCusCDsDqUDusCsD`UDusCusC3sCusCusDusC3sCTsDsDsCTsCDsDTsCsCsDsDsCusCTsCTsCTsCsCsC3sCTsCsCTsCusDdsDTsCsCsCusCsDsCDsDDsDsCsCsCTsDTsC3sCTsCusDusCTsCusCTsC3sCsCTsCsDsCTsCTsCTsDusCsCTsCTsCsDPUDTsCdsD/UDTsCTsCsCTsCsCsDdsDsD3sCtCusCusCtCdsDsCTsCusC/UD3sCsC3sCusCusCsCTsCsCsCdsDusCTsCUDsCsCsDsCsCusCTsCsCsDdsDTsCsCTsCTsCsCPUDUDUDTsCusCsDsCsCTsCusCUDsDsDusCTsCsDsDusCTsCTsDusCTsCusC3sCdsDusCdsDTsDTsCsCTsCsDTsCsCusCsDusCUDUDdsDdsDusCTsCusDsCusCusCusCTsCTsCusCusCsCTsCusC3sCTsDsDTsDsCTsCsDTsCUDdsDusCusCsDTsCusCTsCsCTsCsCsCusCusCTsCusCsDsCTsCdsDTsCsCusCusCusDsCusCsDsCqUDTsCTsCusCTsDsCTsCusDusDTsCTsCusCTsC3sCTsCsDdsDTsCusCsC`UDusCsCusCsDdsDsCTsCsCTsCusCusCTsCTsCTsCsDTsCsCusCsCTsDTsCsCTsCDsDusCTsCsD3sCdsDsC3sCdsDsD9tCsDsDTsDsCTsCusDTsCRDTsDsC`UDsCTsCsCUDTsCsDusCTsCUDusDDsDsCTsDusDusCTsCusCTsCusCPUDusCusCTsCTsCusCTsCusCDsDsDdsDTsCTsCTsC3sCsCTsD3sCusCTsCsCusCTsCTsCsDusDusC3sCDsDusCTsCusCTsCsCusCusCsCTsCsCTsCTsCtCDsDusCusCqUDdsDdsDsCsDTsCusCsDsCsDusCDsDsCTsCsCdsD/UDTsCusCusCTsDPUDTsCTsCTsDTsCsCTsCusCsCTsCusCTsCTsC3sCsCTsCTsCusCsDsC3sC3sC3sCUDTsDTsCTsCusCusCTsCusCusCsCTsD3sCusCsDTsCsCsCsCDsDsCTsCusCusCsD3sCsCdsDtDsC?UDTsCTsDTsCDsDusDTsC3sCsCTsC/UDUDTsCsC3sCTsCsCsDsCdsDTsCusCTsC3sCTsCusCsCTsDsCDsDsC3sCsCsCsDsCsC/UDsC3sCusCusCTsCTsCsCTsDusCTsDsDdsDdsDusCsDusCsCsCusCusCusCPUDusCUDsCTsCUDTsDsCusCsCusC3sCTsCsDTsCusCTsCsCsDTsCsDsCusCTsCsCTsCusCTsCTsCsDsDusDusCsDTsCTsCdsDusCusCTsCsCTsC?UDsCTsDdsDsCTsCsDusC3sC3sDDsDsCTsDusC3sCusDTsCsCsCdsDTsCsCsCusCusCsCusCsCdsDusCTsCUDsCsDTsCusCsCsCTsCsCusCusCusCTsCusDsCusCsDusCsDTsCsCsCusCsDTsCTsCsDusCusCsCTsCsDsDTsCsCusCTsCTsCsC3sCusC3sCsCsCTsCTsCsDsCsDusCTsCsCTsCsDTsCsDusC3sCdsDusCUDusCusCusDTsCsDusCsCTsCTsCTsDusCsDsCTsCTsCusCPUDsCsCusCsCsDsCusCsCsDusCusCsCusCTsCTsC3sCsCsCTsCTsCTsDsCusCdsDsCsDsCusCsCsDsCTsCsCTsCTsCsCsCTsCsDusCTsDTsCTsCusCTsCsCDsDsDDsDusCusCsDusCTsCusCTsDTsCTsCTsCusCusCTsCdsDsCPUDsCsCusCTsCTsCdsDusCTsCusDusCTsCTsCdsDdsDusCusCsCTsCTsCTsCusDsCsCsCsCusCsCUDsCTsC3sCTsCTsDdsDTsCdsDsCusCusCTsCsCusCsCsCTsDsCTsDusCusCusCTsCTsDusCTsCusCsDPUDusC3sCusCsCusCsCUDTsCTsCusCTsCTsCTsCsCsCTsCusCsCsCsDsCsCusCsDsDTsCsCusCsCusDTsCusCTsCusCsCsC3sCsCdsDTsCTsCTsDTsCusCTsCdsDsCusC3sCusCsCsDusCusCTsCusCDdsDusCsCUDusDusCsDdsDusCsDTsDusCDsDTsCusCsCusCTsDusC?UDsCusC3sCusCsCTsCsCusCusCusCsCtCusCusCTsCTsCsCusCUDTsCsCTsCTsCTsCTsCusCsCTsDTsCTsCsCusCusCDsDusCdsDsCsCsCTsCsDsCTsCTsC3sCTsCdsD3sCusCsDTsCusCsCTsCdsDsDsCsDusCTsDusCsCusCTsDsCTsCTsCdsDUD3sCdsDTsDusCTsCTsDusDusCTsCusCTsDusCTsCsCTsCTsCTsDusCusCusCTsCTsCTsCusC3sCTsD3sCTsCsCusCUDsDsCTsCsCTsDusCusCsDsCTsCTsCTsCsDTsDTsCusDsDsCTsDusCusCsD?UDTsCsCusCUDUDsDusCsCsCusCRDTsCTsCTsCsCsCsDTsDusCusCdsD3sCsDsCUDTsCTsDsCusCUDsCsCTsCTsCusCusCTsCsCusC3sCsCsCusCUDusCsCusCTsDsDsCTsCsCTsCsDTsDusCsDTsCsDsDTsCsDsDTsCUDusCsDusC3sCTsCUDsCusCTsCsDusCTsCdsD3sCTsCTsCTsDTsCsCTsCusCsCRDsCsCusCsD?UDusCsCusCsCusCTsCTsCTsCsCTsCTsDsDusCsDdsDsDTsCTsCTsDTsCsCUDTsCdsDsCTsCTsCsCusCsCsCsCsCusCdsDusCsC`UDsDusC3sCusCsCTsCsDsCsCUDsCsCUDsCsCusCdsDTsCTsCusCTsCusCTsCsCsDTsCTsCTsCDsDTsCsCDsDTsCTsDTsCusCusCusCusCTsCusCsDTsCsDTsCTsCTsCTsCsDsCsCsD3sCdsDsDTsCsCusCsCusC3sCsCusCTsDTsCsCsCsCusCsC?UDusC3sCusCDsDusCsDusCTsCTsDTsCusCsCTsDTsCTsCTsCsCTsCsCusCusCusCTsCusCusCTsCsCusCDsDusDTsCsCusCusCusCusCUDsCsDsCTsCTsCusDdsDTsCusCTsCTsC?UDTsDsC?UDTsCsCsDusCTsCusCusCTsCsCdsDsC3sCusCTsCusCTsCdsDTsCdsDTsCusCTsCTsCdsDsCsCTsCusCTsCusDTsDusCTsCDsDusCsCusCTsCsCsCTsDusCsCsCsDTsCsDdsDTsCTsD3sCusCusCusCdsDdsDsDusCusCTsCusDusCsCsCsCTsCdsDTsCsCsDusCusCTsCsCTsCTsCusCusCUDsCTsCTsDusCTsCsCsCsCsCdsDTsCusCusCsCTsCsDsD3sCusCDsDTsCdsDDsDsCTsCTsCTsCTsDDsDTsCdsD3sCusCusCTsCTsDTsCusCsDusCsCTsCsCsCTsC3sC3sCsDsCsCusCsCTsDTsCusCusCTsCTsCTsCTsCusCsDdsDUDTsCsCTsCTsCDsDTsCusCsDTsDDsDdsDTsDsDsCusCdsDusCTsCdsDsCusC3sCTsCTsCusCUDusC3sCTsCTsCTsCusCsDusCsC3sCTsCsCsCTsCTsCTsCdsDdsDTsDdsDsCTsCdsDusCdsDsCUDusDsCTsCTsCTsCusCsCTsCTsCsCsCTsCdsDusCsCsCTsDsDUDusCTsCusCTsDsDTsCTsCusCTsCTsCTsCusCTsCTsCusDsCusCusCsCTsCDsDTsCusCTsCusCTsCTsCusC?UDsCTsCTsCsCusCusCsDTsC3sCusDusC3sCsDdsDTsCsCsCsDTsCusCsCDsD3sCsCTsCusCTsCsCTsC3sCusCsCusCusCusDTsCsDTsCsCUDTsCDsDTsDTsCsCusCusCusCsDusCTsCusCsCdsDTsCTsC/UDTsCTsCsDTsCTsCTsDDsDusCsCusCusCsDsCsCusCusCsCTsCsCusCusCTsCsDUDsDusCusDsCdsDdsDusCTsCusCsDusCsCusCsDTsCusCTsCsD3sCusCTsCTsCsCTsDsCTsDsDusCTsCTsCsDsCsCusCsC3sCusCUDTsD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CG!CG"CG#CG$CG%CG&CG'CG(CG)CG*CG+CG,CG-CG.CG/CG0CG1CG2CG3CG4CG5CG6CG7CG8CG9CG:CG;CGCG?CG@CGACGBCGCCGDCGECGFCGGCGHCGICGJCGKCGLCGMCGNCGOCGPCGQCGRCGSCGTCGUCGVCGWCGXCGYCGZCG[CG\CG]CG^CG_CG`CGaCGbCGcCGdCGeCGfCGgCGhCGiCGjCGkCGlCGmCGnCGoCGpCGqCGrCGsCGtCGuCGvCGwCGxCGyCGzCG{CG|CG}CG~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`DGaDGbDGcDGdDGeDGfDGgDGhDGiDGjDGkDGlDGmDGnDGoDGpDGqDGrDGsDGtDGuDGvDGwDGxDGyDGzDG{DG|DG}DG~DGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGDGEGEGEGEGEGEGEGEGEG EG EG EG EG EGEGEGEGEGEGEGEGEGEGEGEGEGEGEGEGEGEGEG 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FG!FG"FG#FG$FG%FG&FG'FG(FG)FG*FG+FG,FG-FG.FG/FG0FG1FG2FG3FG4FG5FG6FG7FG8FG9FG:FG;FGFG?FG@FGAFGBFGCFGDFGEFGFFGGFGHFGIFGJFGKFGLFGMFGNFGOFGPFGQFGRFGSFGTFGUFGVFGWFGXFGYFGZFG[FG\FG]FG^FG_FG`FGaFGbFGcFGdFGeFGfFGgFGhFGiFGjFGkFGlFGmFGnFGoFGpFGqFGrFGsFGtFGuFGvFGwFGxFGyFGzFG{FG|FG}FG~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`GGaGGbGGcGGdGGeGGfGGgGGhGGiGGjGGkGGlGGmGGnGGoGGpGGqGGrGGsGGtGGuGGvGGwGGxGGyGGzGG{GG|GG}GG~GGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGGHGHGHGHGHGHGHGHGHG HG HG HG HG HGHGHGHGHGHGHGHGHGHGHGHGHGHGHGHGHGHGHG 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BDCUDC0CaCCCC0CBDCPCUDUD0C­UD0C0CCaCUDC­CaC0C­C0CaC0UDCUD&C­C­CUDaCUDaCCHUD0CCUDFBDaUD0C­UDC0CUD0CaC­CCUD0CaC0CC0CC{ECaUD0CE0CaCaUDC0C0C̬CCC0CUDaUD­CaC0C0CUD0C­C0C0CCaCUDADCaC0CCaCaCaCUD0C0CUDCCCaCaCaCCCCCC­CC0CC0C0C0CaC­C0C0CCUDC0C0UDCC 22Dp_mean????@?@p@@@A0APApAAAAAAA BB"B0B@BB *!// Platform=WindowsNT, IGORVersion=6.372, architecture=Intel, systemTextEncoding="Windows-1252", historyTextEncoding="Windows-1252", procwinTextEncoding="Windows-1252" Silent 101 // use | as bitwise or -- not comment. SetDataFolder root:ThirdFSSPFile: DefaultFont "Arial" MoveWindow/P 549.6,72.2,1121.4,565.4 Graph0_4() MoveWindow/C 18,436.4,1109.4,581.6 Graph0_2() Graph0_3() Graph0_1() KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph0_1() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:ThirdFSSPFile: Display /W=(89.4,65.6,871.2,398.6)/L=conc conc___L_ vs TimeW[0,30129] AppendToGraph/L=conc ::FirstFSSPFile:conc___L_ vs ::FirstFSSPFile:TimeW[0,3459] AppendToGraph/L=conc ::SecondFSSPFile:conc___L_ vs ::SecondFSSPFile:TimeW AppendImage ::FirstFSSPFile:Conc_matrix vs {::FirstFSSPFile:TimeW,::FirstFSSPFile:Dp_min} ModifyImage Conc_matrix ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix log= 1 AppendImage ::SecondFSSPFile:Conc_matrix vs {::SecondFSSPFile:TimeW,::SecondFSSPFile:Dp_min} ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#1 log= 1 AppendImage Conc_matrix vs {TimeW,Dp_min} ModifyImage Conc_matrix#2 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#2 log= 1 SetDataFolder fldrSav0 ModifyGraph rgb=(0,0,65280) ModifyGraph muloffset(conc___L_)={0,0.001},muloffset(conc___L_#1)={0,0.001},muloffset(conc___L_#2)={0,0.001} ModifyGraph log(left)=1 ModifyGraph zero(conc)=1 ModifyGraph mirror(bottom)=2,mirror(left)=0 ModifyGraph nticks(bottom)=8 ModifyGraph minor(bottom)=1 ModifyGraph sep(bottom)=100 ModifyGraph fSize=14 ModifyGraph lblPos(conc)=80,lblPos(left)=56 ModifyGraph lblLatPos(conc)=-5 ModifyGraph freePos(conc)=0 ModifyGraph axisEnab(conc)={0.52,1} ModifyGraph axisEnab(left)={0,0.5} ModifyGraph dateInfo(bottom)={0,1,0} Label conc "\\Z16 Conc (#/cm\\S3\\M\\Z16)" Label bottom "\\Z16 Local Time (EDT) " Label left "\\Z16 Dp (m)" SetAxis conc 0,* SetAxis bottom*,3585531451 ColorScale/C/N=text0/F=0/A=RC/X=1.03/Y=2.16/E image=Conc_matrix, fsize=14, log=1 ColorScale/C/N=text0 lblMargin=20 AppendText "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16) " TextBox/C/N=text1/F=0/A=MC/X=29.77/Y=41.96 "\\K(0,0,65280)\\Z16\\f01FSSP" TextBox/C/N=text3/F=0/A=RC/X=7.53/Y=32.24/E " \\Z16#/L/m" TextBox/C/N=text4/F=0/B=1/A=RC/X=1.92/Y=-10.66 "\\K(65535,65535,65535)\\f01\\Z16FSSP DSD" EndMacro Window Graph0_3() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:ALSC_data: Display /W=(207.6,100.4,989.4,433.4)/L=conc ::ThirdFSSPFile:LWC vs ::ThirdFSSPFile:TimeW[0,30129] AppendToGraph/L=conc ::FirstFSSPFile:LWC vs ::FirstFSSPFile:TimeW[0,3459] AppendToGraph/L=conc ::SecondFSSPFile:LWC vs ::SecondFSSPFile:TimeW AppendToGraph/L=conc ALSC_LWC vs ALSC_Time AppendImage ::FirstFSSPFile:Conc_matrix vs {::FirstFSSPFile:TimeW,::FirstFSSPFile:Dp_min} ModifyImage Conc_matrix ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix log= 1 AppendImage ::SecondFSSPFile:Conc_matrix vs {::SecondFSSPFile:TimeW,::SecondFSSPFile:Dp_min} ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#1 log= 1 AppendImage ::ThirdFSSPFile:Conc_matrix vs {::ThirdFSSPFile:TimeW,::ThirdFSSPFile:Dp_min} ModifyImage Conc_matrix#2 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#2 log= 1 SetDataFolder fldrSav0 ModifyGraph rgb(LWC)=(0,0,65280),rgb(LWC#1)=(0,0,65280),rgb(LWC#2)=(0,0,65280) ModifyGraph log(left)=1 ModifyGraph zero(conc)=1 ModifyGraph mirror(bottom)=2,mirror(left)=0 ModifyGraph nticks(bottom)=8 ModifyGraph minor(bottom)=1 ModifyGraph sep(bottom)=100 ModifyGraph fSize=14 ModifyGraph lblPos(conc)=62,lblPos(left)=56 ModifyGraph lblLatPos(conc)=-6 ModifyGraph freePos(conc)=0 ModifyGraph axisEnab(conc)={0.52,1} ModifyGraph axisEnab(left)={0,0.5} ModifyGraph dateInfo(bottom)={0,1,0} Label conc "\\Z16 LWC (g/m\\S3\\M\\Z16)" Label bottom "\\Z16 Local Time (EDT) " Label left "\\Z16 Dp (m)" SetAxis conc 0,* SetAxis bottom*,3585531451 ColorScale/C/N=text0/F=0/A=RC/X=1.03/Y=2.16/E image=Conc_matrix, fsize=14, log=1 ColorScale/C/N=text0 lblMargin=20 AppendText "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16) " TextBox/C/N=text1/F=0/A=MC/X=-23.50/Y=6.40 "\\K(0,0,65280)\\Z16\\f01FSSP" TextBox/C/N=text2/F=0/A=MC/X=-30.14/Y=41.23 "\\K(65280,0,0)\\Z16\\f01Gerber" TextBox/C/N=text3/F=0/A=RC/X=7.53/Y=32.24/E " \\Z16#/L/m" TextBox/C/N=text4/F=0/B=1/A=RC/X=4.44/Y=-8.29 "\\K(65535,65535,65535)\\f01\\Z16FSSP DSD" EndMacro Window Graph0_2() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:FirstFSSPFile: Display /W=(566.4,179.6,1092,512.6)/L=conc LWC vs TimeW[0,3459] AppendToGraph/L=conc ::ALSC_data:ALSC_LWC vs ::ALSC_data:ALSC_Time AppendToGraph/L=conc ::SecondFSSPFile:LWC vs ::SecondFSSPFile:TimeW AppendImage Counts_matrix vs {TimeW,Dp_min} ModifyImage Counts_matrix ctab= {1,671,ColdWarm,0} ModifyImage Counts_matrix log= 1 AppendImage ::SecondFSSPFile:Counts_matrix vs {::SecondFSSPFile:TimeW,::SecondFSSPFile:Dp_min} ModifyImage Counts_matrix#1 ctab= {1,671,ColdWarm,0} ModifyImage Counts_matrix#1 log= 1 SetDataFolder fldrSav0 ModifyGraph lSize(ALSC_LWC)=2 ModifyGraph rgb(LWC)=(0,0,65280) ModifyGraph log(left)=1 ModifyGraph zero(conc)=1 ModifyGraph mirror(bottom)=2,mirror(left)=0 ModifyGraph nticks(bottom)=8 ModifyGraph minor(bottom)=1 ModifyGraph sep(bottom)=100 ModifyGraph fSize=14 ModifyGraph lblPos(conc)=62,lblPos(left)=56 ModifyGraph lblLatPos(conc)=-6 ModifyGraph freePos(conc)=0 ModifyGraph axisEnab(conc)={0.52,1} ModifyGraph axisEnab(left)={0,0.5} ModifyGraph dateInfo(bottom)={0,1,0} Label conc "\\Z16 LWC (g/m\\S3\\M\\Z16)" Label bottom "\\Z16 Local Time (EDT) " Label left "\\Z16 Dp (m)" SetAxis conc 0,0.6 SetAxis bottom 3585461895.72817,3585467411.13384 ColorScale/C/N=text0/F=0/A=RC/X=1.03/Y=2.16/E image=Counts_matrix, fsize=14 ColorScale/C/N=text0 log=1, lblMargin=20 AppendText "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16) " TextBox/C/N=text1/F=0/A=MC/X=-3.96/Y=36.09 "\\K(0,0,65280)\\Z16\\f01FSSP" TextBox/C/N=text2/F=0/A=MC/X=35.96/Y=14.94 "\\K(65280,0,0)\\Z16\\f01Gerber" TextBox/C/N=text3/F=0/A=RC/X=7.53/Y=32.24/E " \\Z16#/L/m" TextBox/C/N=text4/F=0/B=1/A=RC/X=23.74/Y=-12.67 "\\K(65535,65535,65535)\\f01\\Z16FSSP DSD" EndMacro Window Graph0_4() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:ALSC_data: Display /W=(203.4,164,985.2,497)/L=conc ::FirstFSSPFile:LWC vs ::FirstFSSPFile:TimeW[0,3459] AppendToGraph/L=conc ::SecondFSSPFile:LWC vs ::SecondFSSPFile:TimeW AppendToGraph/L=conc ALSC_LWC vs ALSC_Time AppendToGraph/L=conc ::ThirdFSSPFile:LWC vs ::ThirdFSSPFile:TimeW[0,30129] AppendImage ::FirstFSSPFile:Conc_matrix vs {::FirstFSSPFile:TimeW,::FirstFSSPFile:Dp_min} ModifyImage Conc_matrix ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix log= 1 AppendImage ::SecondFSSPFile:Conc_matrix vs {::SecondFSSPFile:TimeW,::SecondFSSPFile:Dp_min} ModifyImage Conc_matrix#1 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#1 log= 1 AppendImage ::ThirdFSSPFile:Conc_matrix vs {::ThirdFSSPFile:TimeW,::ThirdFSSPFile:Dp_min} ModifyImage Conc_matrix#2 ctab= {100,412367,ColdWarm,0} ModifyImage Conc_matrix#2 log= 1 SetDataFolder fldrSav0 ModifyGraph lSize(ALSC_LWC)=2 ModifyGraph rgb(LWC)=(0,0,65280),rgb(LWC#1)=(0,0,65280),rgb(LWC#2)=(0,0,65280) ModifyGraph log(left)=1 ModifyGraph mirror(bottom)=2,mirror(left)=0 ModifyGraph nticks(bottom)=8 ModifyGraph minor(bottom)=1 ModifyGraph sep(bottom)=100 ModifyGraph fSize=14 ModifyGraph lblPos(conc)=62,lblPos(left)=56 ModifyGraph lblLatPos(conc)=-6 ModifyGraph freePos(conc)=0 ModifyGraph axisEnab(conc)={0.52,1} ModifyGraph axisEnab(left)={0,0.5} ModifyGraph dateInfo(bottom)={0,1,0} Label conc "\\Z16 LWC (g/m\\S3\\M\\Z16)" Label bottom "\\Z16 Local Time (EDT) " Label left "\\Z16 Dp (m)" SetAxis conc 0,0.6 SetAxis bottom 3585461304.99589,3585475211.93788 ColorScale/C/N=text0/F=0/A=RC/X=1.03/Y=2.16/E image=Conc_matrix, fsize=14, log=1 ColorScale/C/N=text0 lblMargin=20 AppendText "\\Z16 Concentration (dN/dD\\Bp\\M\\Z16) " TextBox/C/N=text1/F=0/A=MC/X=-8.64/Y=10.43 "\\K(0,0,65280)\\Z16\\f01FSSP" TextBox/C/N=text2/F=0/A=MC/X=-15.60/Y=37.20 "\\K(65280,0,0)\\Z16\\f01Gerber" TextBox/C/N=text3/F=0/A=RC/X=7.53/Y=32.24/E " \\Z16#/L/m" TextBox/C/N=text4/F=0/B=1/A=RC/X=69.74/Y=-8.81 "\\K(65535,65535,65535)\\f01\\Z16FSSP DSD" EndMacro  #pragma rtGlobals=1 // Use modern global access method. Function load_FSSP() LoadWave/O/Q/J/W/A/V={" ", "", 0, 0}/L={16, 17, 0, 0, 0} wave Second variable NumRows = DimSize(Second, 0) variable NumCols = 21 make/O/N=(NumRows, NumCols) Conc_matrix = 0 make/O/N=(NumRows, NumCols) Counts_matrix = 0 variable row, col for (col=0; col