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["Template for perpendicular drop area measurements of two overlapping peaks, using 1st derivative symmetricalization and 2nd derivative sharpening."]
["(1) Paste your raw data into column A and B, rows 9 to 613.  (2) Adjust K1 first for symmetry.  (3) Enter the x-values for the start, valley, and end for the pair of sharpened peaks to measure."]
[null,"     Peak settings",null,"Row #",null,"Measured areas","First peak","Second peak",null,"Type estimated values of K1 (1st derivative) and K2 (2nd derivative) weighting factors and then click the buttons to fine-tune."]
[null,"Start x",500,{"$f":"MATCH(C4,A9:A612)+8","v":59},null,"Raw",{"$f":"(SUM(INDIRECT(\"c\"&D4):INDIRECT(\"c\"&D5))*(A10-A9))","v":192.16947119293678},{"$f":"(SUM(INDIRECT(\"c\"&D5):INDIRECT(\"c\"&D6))*(A10-A9))","v":111.62981665349488},null,"K1=",190.33597386056019,null,"The smooth function is defined by the 17 red coefficients in row 5, columns K through AA."]
[null,"Valley x",1310,{"$f":"MATCH(C5,A9:A613)+8","v":140},null,"Sharpened",{"$f":"(SUM(INDIRECT(\"k\"&D4):INDIRECT(\"k\"&D5))*(A11-A10))","v":249.32775796688094},{"$f":"(SUM(INDIRECT(\"k\"&D5):INDIRECT(\"k\"&D6))*(A11-A10))","v":53.295103546842888},null,"K2=",66.588929714446252,null,-8,-7,-6,-5,-4,-3,-2,-1,0,1,2,3,4,5,6,7,8]
[null,"End x",2800,{"$f":"MATCH(C6,A9:A614)+8","v":289},null,null,null,null,null,null,null,"Smooth coefficients--->",0,0,0,0,0,0,0,1,2,1,0,0,0,0,0,0,0," "]
["Raw data","Baseline",0," "]
["X","Y","Baseline corrected"," 1st derivative",null,"Smoothed 1st deriv."," 2nd derivative"," Smoothed 2nd deriv.",null,null,"Sharpened Signal"]
[0,9.1033868302400893E-24,{"$f":"B9-$C$7","v":9.1033868302400893E-24},0,null,0,null,0,null,null,{"$f":"C9-($K$5*H9)+($K$4*F9)","v":9.1033868302400893E-24}]
[10,2.485473385733615E-23,{"$f":"B10-$C$7","v":2.485473385733615E-23},{"$f":"(B11-B9)/(A11-A9)","v":2.9043750192811746E-24},null,0,{"$f":"(F11-F9)/(A11-A9)","v":0},0,null,null,{"$f":"C10-($K$5*H10)+($K$4*F10)","v":2.485473385733615E-23}]
[20,6.719088721586358E-23,6.719088721586358E-23,{"$f":"(B12-B10)/(A12-A10)","v":7.7497019376421284E-24},null,0,{"$f":"(F12-F10)/(A12-A10)","v":0},0,null,null,6.719088721586358E-23,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null," "]
[30,1.7984877261017872E-22,1.7984877261017872E-22,2.0473040789750167E-23,null,0,{"$f":"(F13-F11)/(A13-A11)","v":0},0,null,null,1.7984877261017872E-22]
[40,4.7665170301086695E-22,4.7665170301086695E-22,5.3548174790190292E-23,null,0,{"$f":"(F14-F12)/(A14-A12)","v":0},0,null,null,4.7665170301086695E-22,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null," "]
[50,1.2508122684139846E-21,1.2508122684139846E-21,1.3866660377725656E-22,null,0,{"$f":"(F15-F13)/(A15-A13)","v":0},0,null,null,1.2508122684139846E-21,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,null," "]
[60,3.2499837785559979E-21,3.2499837785559979E-21,3.5551987463964181E-22,null,0,{"$f":"(F16-F14)/(A16-A14)","v":0},0,null,null,3.2499837785559979E-21]
[70,8.3612097612068197E-21,8.3612097612068197E-21,9.02444692455736E-22,null,0,{"$f":"(F17-F15)/(A17-A15)","v":0},0,null,null,8.3612097612068197E-21]
[80,2.1298877627670718E-20,2.1298877627670718E-20,2.2679940628228056E-21,null,0,0,0,null,null,2.1298877627670718E-20]
[90,5.3721091017662931E-20,5.3721091017662931E-20,5.6432297845415619E-21,null,{"$f":"(D10*$M$6+D11*$N$6+D12*$O$6+D13*$P$6+D14*$Q$6+D15*$R$6+D16*$S$6+D17*$T$6+D18*$U$6+D19*$V$6+D20*$W$6+D21*$X$6+D22*$Y$6+D23*$Z$6+D24*$AA$6+D25*$AB$6+D26*$AC$6)/SUM($M$6:$AC$6)","v":6.8641187203682693E-21},0,0,null,null,1.3602098123534597E-18]
[100,1.3416347331850196E-19,1.3416347331850196E-19,1.3902021249567148E-20,null,1.6838628000581223E-20,{"$f":"(F20-F18)/(A20-A18)","v":1.7017343973181355E-21},0,null,null,3.3391601322848261E-18]
[110,3.317615160090059E-19,3.317615160090059E-19,3.3907239718649035E-20,null,4.0898806666730974E-20,{"$f":"(F21-F19)/(A21-A19)","v":4.0758196619602113E-21},0,null,null,8.1162757126560177E-18]
[120,8.1230826769148271E-19,8.1230826769148271E-19,8.1878725980058673E-20,null,9.835502123978544E-20,{"$f":"(F22-F20)/(A22-A20)","v":9.6644517356347783E-21},0,null,null,1.9532807019442127E-17]
[130,1.9693360356101794E-18,1.9693360356101794E-18,1.9575539328037537E-19,null,2.3418784137942655E-19,{"$f":"(F23-F21)/(A23-A21)","v":2.2687010140216093E-20},0,null,null,4.6543706890865729E-17]
[140,4.7274161332989901E-18,4.7274161332989901E-18,4.6336185297689681E-19,null,5.5209522404410727E-19,{"$f":"(F24-F22)/(A24-A22)","v":5.2724654300217201E-20},0,null,null,1.0981099826549831E-16]
[150,1.1236573095148116E-17,1.1236573095148116E-17,1.08590179694226E-18,null,1.2886809273837705E-18,{"$f":"(F25-F23)/(A25-A23)","v":1.2130682691231204E-19},0,null,null,2.5651891240426791E-16]
[160,2.6445452072144188E-17,2.6445452072144188E-17,2.5195582626736652E-18,null,2.9782317622903481E-18,{"$f":"(F26-F24)/(A26-A24)","v":2.7630599406454101E-19},0,null,null,5.9331009493013005E-16]
[170,6.1627738348621424E-17,6.1627738348621424E-17,5.7879087268718022E-18,null,6.8148008086745907E-18,{"$f":"(F27-F25)/(A27-A25)","v":6.2305646354758655E-19},0,null,null,1.3587294869334328E-15]
[180,1.4220362660958022E-16,1.4220362660958022E-16,1.3163827518281094E-17,null,1.5439361033242078E-17,{"$f":"(F28-F26)/(A28-A26)","v":1.3908969350770755E-18},{"$f":" (G19*$M$6+G20*$N$6+G21*$O$6+G22*$P$6+G23*$Q$6+G24*$R$6+G25*$S$6+G26*$T$6+G27*$U$6+G28*$V$6+G29*$W$6+G30*$X$6+G31*$Y$6+G32*$Z$6+G33*$AA$6+G34*$AB$6+G35*$AC$6)/SUM($M$6:$AC$6)","v":1.6196903195326452E-18},null,null,2.9730159998099676E-15]
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[200,7.350412340002668E-16,7.350412340002668E-16,6.6083369783514655E-17,null,7.6917579921818946E-17,{"$f":"(F30-F28)/(A30-A28)","v":6.7253465690393442E-18},{"$f":"(G21*$M$6+G22*$N$6+G23*$O$6+G24*$P$6+G25*$Q$6+G26*$R$6+G27*$S$6+G28*$T$6+G29*$U$6+G30*$V$6+G31*$W$6+G32*$X$6+G33*$Y$6+G34*$Z$6+G35*$AA$6+G36*$AB$6+G37*$AC$6)/SUM($M$6:$AC$6)","v":7.7728439086937252E-18},null,null,1.4857638358699779E-14]
[210,1.6465716843845364E-15,1.6465716843845364E-15,1.4586169975071215E-16,null,1.6913967089100299E-16,{"$f":"(F31-F29)/(A31-A29)","v":1.4566771552267368E-17},1.6773361075609797E-17,null,null,3.2723015500139422E-14]
[220,3.6522752290145095E-15,3.6522752290145095E-15,3.1875191427907309E-16,null,3.6825301096716632E-16,{"$f":"(F32-F30)/(A32-A30)","v":3.1234554628865107E-17},3.5834550291159323E-17,null,null,7.1357886347846866E-14]
[230,8.0216099699659975E-15,8.0216099699659975E-15,6.8964651555980697E-16,null,7.9383076346830515E-16,{"$f":"(F33-F31)/(A33-A31)","v":6.6302320354639706E-17},7.5792045926826141E-17,null,null,1.5406925019604238E-13]
[240,1.7445205540210647E-14,1.7445205540210647E-14,1.4772781084745337E-15,null,1.6942994180599605E-15,{"$f":"(F34-F32)/(A34-A32)","v":1.3932898836916002E-16},1.5870226306276411E-16,null,null,3.2936352144742369E-13]
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[320,6.1229410606910085E-12,6.1229410606910085E-12,4.5703025132072912E-13,null,5.0999279211507502E-13,{"$f":"(F42-F40)/(A42-A40)","v":3.6826492243077801E-14},4.0827059892912663E-14,null,null,1.0047428558812339E-10]
[330,1.2186818883148933E-11,1.2186818883148933E-11,8.9479785491687127E-13,null,9.9527075757823748E-13,{"$f":"(F43-F41)/(A43-A41)","v":7.0654140460087579E-14},7.8080224067933689E-14,null,null,1.9642336922919242E-10,"Extend the spreadsheet to longer columns of data by inserting rows as needed and the dragging the last row before the insertion for columns C through J."]
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[440,1.2385900514309942E-8,1.2385900514309942E-8,7.4930790722913237E-10,null,8.0673466342803875E-10,{"$f":"(F54-F52)/(A54-A52)","v":4.6790333436293615E-11},5.007278352279372E-11,null,null,1.6260223526235095E-7]
[450,2.1917562139177698E-8,2.1917562139177698E-8,1.3010893003496444E-9,null,1.397042876039679E-9,{"$f":"(F55-F53)/(A55-A53)","v":7.9428182883035468E-11},8.4775051970448149E-11,null,null,2.8217999849794917E-7,null,"Tom O'Haver (toh@umd.edu), Version 3, July 2018"]
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