"MIX" data example file "RES.DAT" listing below: ;OS RSSSP/101E R E S I N T Version SE 4.44(20201130ii0) (C)Copyright 1994-2020 RANDEC Ltd ;C:\RSSSP\RESINT\DAT\RES.DAT Wed 14-OCT-2020 13:46:57.100 ; ; You must prepare such 8 lines above data table: ; ; 1. "OBN/OBJ"-Object(s) name(s) (up to 16 chars each) separated by "|"(#124=$7C) ; character or horizontal tabulator (#9=$09) ; ; 2. Miscellaneous parameters: ; ; 1-"YNU" : Number of functions (up to 30..39) ; 2-"XNU" : Number of variables (up to 10) ; 3-"MNU" : Magic Number (0-without MGN: "MNU"="PNU") ; 4-"ELN" : Maximum length of equation (up to 20 members, 0-all) ; 5-"VNU" : Number of variants for printing (0-all) ; 6-"DVN" : Number of deviations for printing (0-all, if "DVN" < 0 then in ; addition to deviations printing, writes actual function and data ; values at the beginning of result file, e.g. for testing purposes) ; 7-"CLN" : Number of required values (columns) in data line for reading ; (0-all: based on first data line as main one) ; 8-"PNU" : Number of points (data lines, 4 and more rows) in file for reading (0-all) ; 9-"DGN" : Number of digits for output floating-point values (0-all) ; ; 3. "FLG"-Flags (0-inactive/false/disabled/"NO", 1-active/true/enabled/"YES"): ; ; 1-"ASC" : Create unformatted ASCIIZ output file ; 2-"FMT" : Use large format for output diagrams ; 3-"STA" : Print table of statistics ; 4-"ELM" : Print diagram of eliminations ; 5-"ERA" : Print eliminated (erased) functions ; 6-"DEV" : Print distribution of deviations ; 7-"DRW" : Use MS-DOS line-draw characters (flg exception: "2"-use the "Seventies" ones) ; ; 4. "NLY"-Nonlinear deformation code(s) for Y column(s): ; ; 0 - Without deformation : Y=Y ; 1 - Natural logarithm : Y=LN(Y) ; 2 - Square root : Y=SQRT(Y) ; 3 - Decimal logarithm : Y=LOG10(Y) ; 4 - Double square root : Y=SQRT(SQRT(Y)) ; 5 - Exponent : Y=EXP(Y) ; ; 5. "NLX"-Nonlinear deformation code(s) for X column(s): ; ; 0 - Without deformation : X=X ; 1 - Natural logarithm : X=LN(X) ; 2 - Square root : X=SQRT(X) ; 3 - Decimal logarithm : X=LOG10(X) ; 4 - Double square root : X=SQRT(SQRT(X)) ; 5 - Exponent : X=EXP(X) ; ; WARNING: Deformation function for required data value(s) is NOT used ; if this value is < = 0 or the 5678 is exceeded for exponent ; function ; ; 6. "NRM/NOR"-Coefficient(s) of normalization for X column(s): ; ; -2 - Without normalization (inverse functions disabled) ; -1 - Without normalization (inverse functions enabled) ; 0 - Normalization within +0.5 through +1.5 ; 1 - Normalization within +0.0 through +1.0 ; 2 - Normalization within -1.0 through +1.0 ; ; 7. "KYC"-Y column(s) number(s) (1 through 40, equal ones possible) ; ; 8. "KXC"-X column(s) number(s) (1 through 40) ; ; Then follows data table ; ; Maximum data file line length : 254 characters ; Maximum number of columns ("CLN"): 40 numbers in line ; Floating-point numbers precision : 2 through 18 decimal digits ; Calculations results file(s) : RESINT01.REZ through RESINT39.REZ ; Unformatted ASCIIZ output file(s): ASCIIZ01.REZ through ASCIIZ39.REZ ; ; Please use ";" character for the commentary lines or to disable data row(s) ; Wc|ln(Wc)|sqrt(Wc)|lg(Wc)|sqrt(sqrt(Wc))|exp(Wc)|K'|ln(K')|sqrt(K')|lg(K')|sqrt(sqrt(K'))|exp(K')|e|ln(e)|sqrt(e)|lg(e)|sqrt(sqrt(e))|exp(e)|KR|ln(KR)|sqrt(KR)|lg(KR)| sqrt(sqrt(KR))|exp(KR)|em|ln(em)|sqrt(em)|lg(em)|sqrt(sqrt(em))|exp(em) 30 5 22 20 0 -22 10 22 0 1 1 1 1 1 1 0 0 1 2 3 4 5 0 1 2 3 4 5 0 1 2 3 4 5 0 1 2 3 4 5 0 1 2 3 4 5 0 0 0 0 0 0 0 0 0 0 6 6 6 6 6 6 7 7 7 7 7 7 8 8 8 8 8 8 9 9 9 9 9 9 10 10 10 10 10 10 1 2 3 4 5 ; ; Experiment Site: August Kirchenstein Institute of Microbiology of the Latvian SSR Academy of Sciences, Laboratory of Bioengineering and Biophysics ; August Kirchenstein Street, 226067 Riga, Latvian SSR, USSR, Phone: 42-61-37 ; Experimentalist: Dr.Maris Rikmanis, Assist.Juris Vanags, Eng.Edgars Uskans ; Laboratory Head: Dr.habil.sc.ing.prof.Uldis Viesturs (Project Manager) ; Experiment Date: From Sunday, 14-DEC-1986 through Friday, 19-DEC-1986 ; Data Processing: Wednesday, 07-JAN-1987 14:00 ; Hardware and OS: Minicomputer CM-4, RSX-11M (DEC PDP-11 analogous) ; ; Energy "e" distribution correlation in the model (glass corpus instead of standard metal one) FU-30 ; fermentation unit volume with viscosity, mixing, aeration and sensor co-ordinates ; ; Liquid temperature = CONST ; ; Wc,K',e(nergy),KR,em = F(V,N,Q,R,H), where ; ; Wc,K',e,KR,em - results of spectrum analysys (Wc-central frequency,Hertz; ; and others, in relative units) as functions ; ; V - dynamic viscosity, CentiPoise (1P=0.1*Pa*s); ; N - stirrer revolution, rpm; ; Q - aeration, l/min; ; R - sensor distance from cylinder corpus (radius,mm); ; H - sensor distance from cylinder bottom (height,mm); ; ; Molasses solution, 39% filling ; Stirring system - standard turbine mixer ; Sensor - piezoelectric transducer ; ;============================================================================ ;V N Q R H Wc K' e KR em ;[P] [rpm] [l/min] [mm] [mm] [Hz] [r.u.] [r.u.] [r.u.] [r.u] ;1st 2nd 3rd 4th 5th 6th 7th 8th 9th 10th ;============================================================================ 2.89 258 21.6 40 212 159.180 530218 1692 0.77 3000 2.89 712 0.0 60 337 64.453 414069 16890 0.33 22441 2.89 846 21.5 100 502 53.711 206567 12496 0.30 16212 2.89 1020 13.2 80 40 150.391 363907 52605 0.18 61965 2.89 840 20.5 100 502 65.430 301698 11298 0.35 15275 2.89 690 0.0 60 337 67.383 368277 17571 0.31 23041 2.27 540 18.8 10 582 161.133 851071 3354 0.68 5641 2.27 0 9.3 80 402 59.570 172781 259 1.17 563 2.27 0 9.7 69 87 81.055 484022 127 1.70 344 2.27 546 40.5 100 212 76.172 380463 7309 0.44 10555 3.26 270 0.0 40 87 69.336 345297 14696 0.33 19530 3.26 660 0.0 120 147 77.148 290558 25413 0.24 31517 3.26 1008 7.5 100 402 48.828 138657 27361 0.16 31707 3.26 850 36.5 40 272 115.234 976360 45899 0.28 58973 2.03 220 26.0 60 502 49.805 261984 898 0.83 1648 2.03 116 41.7 10 147 184.570 4633034 925 1.25 2080 2.03 400 11.6 120 582 53.711 304709 3129 0.57 4909 2.03 894 8.1 81 337 98.633 536763 24640 0.30 32147 1.30 808 15.6 63 40 86.914 300767 2429 0.62 3931 1.30 400 31.0 117 147 51.758 250391 599 0.94 1164 1.30 232 6.0 60 272 41.016 454612 235 1.39 560 1.30 1010 29.0 80 402 51.758 243546 2106 0.62 3414 ;---------------------------------------------------------------------------- "MIX" calculations results example file "RESINT13.REZ" listing below: 1.69200000000000000E+0003 2.89000000000000000E+0000 2.58000000000000000E+0002 2.16000000000000000E+0001 4.00000000000000000E+0001 2.12000000000000000E+0002 1.68900000000000000E+0004 2.89000000000000000E+0000 7.12000000000000000E+0002 0.00000000000000000E+0000 6.00000000000000000E+0001 3.37000000000000000E+0002 1.24960000000000000E+0004 2.89000000000000000E+0000 8.46000000000000000E+0002 2.15000000000000000E+0001 1.00000000000000000E+0002 5.02000000000000000E+0002 5.26050000000000000E+0004 2.89000000000000000E+0000 1.02000000000000000E+0003 1.32000000000000000E+0001 8.00000000000000000E+0001 4.00000000000000000E+0001 1.12980000000000000E+0004 2.89000000000000000E+0000 8.40000000000000000E+0002 2.05000000000000000E+0001 1.00000000000000000E+0002 5.02000000000000000E+0002 1.75710000000000000E+0004 2.89000000000000000E+0000 6.90000000000000000E+0002 0.00000000000000000E+0000 6.00000000000000000E+0001 3.37000000000000000E+0002 3.35400000000000000E+0003 2.27000000000000000E+0000 5.40000000000000000E+0002 1.88000000000000000E+0001 1.00000000000000000E+0001 5.82000000000000000E+0002 2.59000000000000000E+0002 2.27000000000000000E+0000 0.00000000000000000E+0000 9.30000000000000000E+0000 8.00000000000000000E+0001 4.02000000000000000E+0002 1.27000000000000000E+0002 2.27000000000000000E+0000 0.00000000000000000E+0000 9.70000000000000000E+0000 6.90000000000000000E+0001 8.70000000000000000E+0001 7.30900000000000000E+0003 2.27000000000000000E+0000 5.46000000000000000E+0002 4.05000000000000000E+0001 1.00000000000000000E+0002 2.12000000000000000E+0002 1.46960000000000000E+0004 3.26000000000000000E+0000 2.70000000000000000E+0002 0.00000000000000000E+0000 4.00000000000000000E+0001 8.70000000000000000E+0001 2.54130000000000000E+0004 3.26000000000000000E+0000 6.60000000000000000E+0002 0.00000000000000000E+0000 1.20000000000000000E+0002 1.47000000000000000E+0002 2.73610000000000000E+0004 3.26000000000000000E+0000 1.00800000000000000E+0003 7.50000000000000000E+0000 1.00000000000000000E+0002 4.02000000000000000E+0002 4.58990000000000000E+0004 3.26000000000000000E+0000 8.50000000000000000E+0002 3.65000000000000000E+0001 4.00000000000000000E+0001 2.72000000000000000E+0002 8.98000000000000000E+0002 2.03000000000000000E+0000 2.20000000000000000E+0002 2.60000000000000000E+0001 6.00000000000000000E+0001 5.02000000000000000E+0002 9.25000000000000000E+0002 2.03000000000000000E+0000 1.16000000000000000E+0002 4.17000000000000000E+0001 1.00000000000000000E+0001 1.47000000000000000E+0002 3.12900000000000000E+0003 2.03000000000000000E+0000 4.00000000000000000E+0002 1.16000000000000000E+0001 1.20000000000000000E+0002 5.82000000000000000E+0002 2.46400000000000000E+0004 2.03000000000000000E+0000 8.94000000000000000E+0002 8.10000000000000000E+0000 8.10000000000000000E+0001 3.37000000000000000E+0002 2.42900000000000000E+0003 1.30000000000000000E+0000 8.08000000000000000E+0002 1.56000000000000000E+0001 6.30000000000000000E+0001 4.00000000000000000E+0001 5.99000000000000000E+0002 1.30000000000000000E+0000 4.00000000000000000E+0002 3.10000000000000000E+0001 1.17000000000000000E+0002 1.47000000000000000E+0002 2.35000000000000000E+0002 1.30000000000000000E+0000 2.32000000000000000E+0002 6.00000000000000000E+0000 6.00000000000000000E+0001 2.72000000000000000E+0002 2.10600000000000000E+0003 1.30000000000000000E+0000 1.01000000000000000E+0003 2.90000000000000000E+0001 8.00000000000000000E+0001 4.02000000000000000E+0002 ________________________________________________________________________________________________________________________ ------------------------------------------------------------------------------------------------------------------------ OS RSSSP/101E RESINT SE v4.44(20201130ii0) Copyright(C)1994-2020 RANDEC Ltd. Wed 14-OCT-2020 13:26.24 C:\RSSSP\RESINT\DAT\RES.DAT=>C:\RSSSP\RESINT\REZ\RESINT13.REZ (ASCIIZ13.REZ) "MATISS PARAUDZENS" + 80686(500MHz)"GenuineIntel" YNU(13) XNU = 5 ELN = 20 VNU = 18 MNU = 22 NRM: 0 0 0 0 0 DGN = 18 CLN = 10 PNU = 22 NLX: 0 0 0 0 0 DVN = 11 NLY: 0 NORMALIZATION COEFFICIENTS KXC A B XMin XMax 1 1 -1.63265306122448980E-0001 5.10204081632653061E-0001 1.3 3.26 2 2 5.00000000000000000E-0001 9.80392156862745098E-0004 0. 1020. 3 3 5.00000000000000000E-0001 2.39808153477218225E-0002 0. 41.7 4 4 4.09090909090909091E-0001 9.09090909090909091E-0003 10. 120. 5 5 4.26199261992619926E-0001 1.84501845018450184E-0003 40. 582. Y0 = 12360.5000000000000 SIGMA = 14957.0397687128298 KYC = 8 e CORRELATION: 92.00 % SIGMA: 1196.95195918772491 18 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -44043.3326186197652 | 0 0 0 0 0 | 104250.409190339503 | 2 0 0 0 0 | | -15128.4088749714175 | 1 0 0 0 0 | -29289.6095246649749 | 5 0 0 0 0 | | 25696.2927651791879 | -2 5 0 0 0 | -22063.3092165657238 | -1 2 2 0 0 | | 20481.7119481053106 | -4 2 3 0 0 | 2967.83418801037377 | -3 -1 5 0 0 | | -5841.49764338554409 | -4 -4 -1 0 0 | 2182.24795104382750 | -5 -5 1 0 0 | | -21096.5957494051874 | 1 3 4 0 0 | 547.620412071389059 | -3 4 4 0 0 | | -2357.02103181655673 | -5 -5 -1 0 0 | -9735.28921277577246 | -4 -3 5 0 0 | | 6103.90721015255884 | -5 -3 -2 0 0 | -1625.98702880821096 | -5 -2 -2 0 0 | | 947.347662273131160 | -1 4 4 0 0 | 1005.74270033788746 | 3 3 3 0 0 | |_____________________________|_________________|_____________________________|_________________| CORRELATION FOR EACH EXPRESSION, %: 1- 92.00 2- 92.24 3- 92.38 4- 91.61 5- 90.19 6- 88.81 7- 80.57 8- 73.31 9- 72.30 10- 69.77 11- 66.29 12- 59.01 13- 58.54 14- 57.46 15- 49.61 16- 38.47 17- 21.09 WILL BE PRINTED 17-1 = 16 VARIANTS e CORRELATION: 57.46 % SIGMA: 6362.55980362826383 14 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -45267.3919401528360 | 0 0 0 0 0 | 84589.6005348323978 | 2 0 0 0 0 | | -43573.8319147815828 | 5 0 0 0 0 | 26154.5922413337235 | -2 5 0 0 0 | | -12052.4961058355160 | -1 2 2 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ ++ + + + + + +O + + + + + + + + + +I 14/ -14898.6784056745763 Y = 45899. 19/ 9692.87556458386870 Y = 2429. 11/ -5474.40227836762958 Y = 14696. 5/ 7085.79839941754190 Y = 11298. 18/ -5397.73240555758051 Y = 24640. 10/ 7047.93486708724523 Y = 7309. 17/ -5311.35452268047834 Y = 3129. 3/ 6123.68894544910234 Y = 12496. 22/ -5239.73285523882620 Y = 2106. 13/ 5099.72250158573616 Y = 27361. 4/ -4738.23023666678282 Y = 52605. 1/ 4297.51227086042233 Y = 1692. 21/ -3795.37414279244916 Y = 235. 8/ 3941.82163635799811 Y = 259. 15/ -2207.77575499518795 Y = 898. 2/ 3205.64102736215924 Y = 16890. 7/ -1631.02196836408215 Y = 3354. 6/ 1590.35369639833304 Y = 17571. 9/ -1002.99766047603728 Y = 127. 12/ 1289.83741183221739 Y = 25413. 16/ -148.907157556281081 Y = 925. 20/ 471.021067435286760 Y = 599. e CORRELATION: 88.81 % SIGMA: 1673.72250856565728 6 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -29599.6347860378896 | 0 0 0 0 0 | 112604.671316158126 | 2 0 0 0 0 | | -21951.9088063724654 | 1 0 0 0 0 | -33248.0905665287562 | 5 0 0 0 0 | | 27840.0439523127677 | -2 5 0 0 0 | -23875.7141984992086 | -1 2 2 0 0 | | 20465.8321066369211 | -4 2 3 0 0 | -5250.86603042381959 | -4 -4 -1 0 0 | | -21549.6669892953323 | 1 3 4 0 0 | -3103.12905670910254 | -5 -5 -1 0 0 | | -12386.9643799417973 | -4 -3 5 0 0 | 9268.49836092679295 | -5 -3 -2 0 0 | | -3321.94920961042681 | -5 -2 -2 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + ++ + ++ O + + + + ++ + +I 17/ -2794.97683902794431 Y = 3129. 5/ 1786.87751128547370 Y = 11298. 4/ -1615.84660682991483 Y = 52605. 18/ 1663.44112946490872 Y = 24640. 7/ -1098.20220390516608 Y = 3354. 15/ 1200.05581558077183 Y = 898. 13/ -917.269031160687453 Y = 27361. 2/ 1170.71780601497360 Y = 16890. 20/ -784.438544178998530 Y = 599. 21/ 1038.20582566163691 Y = 235. 22/ -642.388669613873276 Y = 2106. 19/ 711.333622743793846 Y = 2429. 6/ -602.244104622896586 Y = 17571. 3/ 702.681284441891237 Y = 12496. 10/ -292.165464049122290 Y = 7309. 14/ 503.555370959055722 Y = 45899. 9/ -215.800737916873134 Y = 127. 8/ 291.565532504999150 Y = 259. 12/ -174.204383355425586 Y = 25413. 16/ 38.0890525799697315 Y = 925. 1/ 11.3589738096806858 Y = 1692. 11/ 19.6546596137469498 Y = 14696. e CORRELATION: 92.38 % SIGMA: 1139.57799861989258 3 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -40702.5348869460056 | 0 0 0 0 0 | 104961.581221920564 | 2 0 0 0 0 | | -15339.5854557287848 | 1 0 0 0 0 | -31486.5669990544227 | 5 0 0 0 0 | | 26265.5263038091189 | -2 5 0 0 0 | -22193.2799093858958 | -1 2 2 0 0 | | 20539.8696235226159 | -4 2 3 0 0 | 2457.29888661414443 | -3 -1 5 0 0 | | -5261.96866675115617 | -4 -4 -1 0 0 | 1819.95065851942337 | -5 -5 1 0 0 | | -20301.8828081250251 | 1 3 4 0 0 | -2704.64580209003700 | -5 -5 -1 0 0 | | -10348.7180392673511 | -4 -3 5 0 0 | 6419.63143190325129 | -5 -3 -2 0 0 | | -1913.22175156817664 | -5 -2 -2 0 0 | 1418.51660659603035 | -1 4 4 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + + + ++ O + + ++ + + + +I 17/ -1058.91638374179224 Y = 3129. 5/ 1471.91164897104954 Y = 11298. 13/ -997.032924097020814 Y = 27361. 2/ 946.821728497845385 Y = 16890. 10/ -895.171472299445063 Y = 7309. 21/ 526.377924141813913 Y = 235. 6/ -801.634647448010064 Y = 17571. 20/ 514.885959127442042 Y = 599. 19/ -270.036211802398838 Y = 2429. 1/ 416.467956278923963 Y = 1692. 16/ -178.767180635356306 Y = 925. 3/ 353.172183166999284 Y = 12496. 18/ -174.926596301431537 Y = 24640. 4/ 325.373768887586476 Y = 52605. 9/ -138.133357567651284 Y = 127. 8/ 209.370875970302025 Y = 259. 11/ -89.7923951087893375 Y = 14696. 22/ 55.6984666053302975 Y = 2106. 14/ -78.4457194796692150 Y = 45899. 15/ -19.4904478005279642 Y = 898. 12/ -70.1790904909738877 Y = 25413. 7/ -47.5540848742264322 Y = 3354. e CORRELATION: 91.61 % SIGMA: 1255.33665726336116 4 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -35878.4607631369757 | 0 0 0 0 0 | 109816.132276565178 | 2 0 0 0 0 | | -19611.8567267451973 | 1 0 0 0 0 | -31379.4870532600394 | 5 0 0 0 0 | | 27507.4782238642276 | -2 5 0 0 0 | -23146.7944242117955 | -1 2 2 0 0 | | 20308.7784300970787 | -4 2 3 0 0 | -5150.18743793987255 | -4 -4 -1 0 0 | | 1270.16304816354816 | -5 -5 1 0 0 | -21596.5623733549428 | 1 3 4 0 0 | | -3078.98056728166769 | -5 -5 -1 0 0 | -10972.2764612665764 | -4 -3 5 0 0 | | 7887.32451083919004 | -5 -3 -2 0 0 | -2645.31080412405453 | -5 -2 -2 0 0 | | 1330.78844033975311 | -1 4 4 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + ++ + + +++O + + + + + + + + + +I 17/ -1685.19350624219302 Y = 3129. 5/ 1509.54156553817504 Y = 11298. 13/ -1096.74638633194359 Y = 27361. 20/ 904.356386436224157 Y = 599. 6/ -913.529419175846302 Y = 17571. 2/ 855.008262553881657 Y = 16890. 10/ -782.196558189361606 Y = 7309. 15/ 745.693538778887369 Y = 898. 14/ -357.220692449336269 Y = 45899. 18/ 661.760624873230707 Y = 24640. 21/ -333.163524080075002 Y = 235. 3/ 397.336536034234556 Y = 12496. 19/ -264.671773798767370 Y = 2429. 11/ 326.212711105918072 Y = 14696. 9/ -210.335099047410972 Y = 127. 8/ 253.967506789652153 Y = 259. 22/ -118.438682553412181 Y = 2106. 7/ 105.659547771251645 Y = 3354. 16/ -72.2035942921970709 Y = 925. 12/ 62.0766546173053690 Y = 25413. 1/ -40.7204027316806099 Y = 1692. 4/ 52.8063043934632716 Y = 52605. e CORRELATION: 49.61 % SIGMA: 7536.98251832772589 15 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -14092.3120491048360 | 0 0 0 0 0 | 54622.3960536072275 | 2 0 0 0 0 | | -16814.2904809496671 | 5 0 0 0 0 | -11313.0421900465755 | -1 2 2 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + ++ + + + + O + + + + + ++ + ++ ++I 14/ -16173.9067578625928 Y = 45899. 10/ 9218.00240290059404 Y = 7309. 4/ -12583.5153718557536 Y = 52605. 5/ 9050.75751256587731 Y = 11298. 8/ -9520.23248194053640 Y = 259. 3/ 8039.42356969979443 Y = 12496. 18/ -5735.26487825860388 Y = 24640. 19/ 7874.16685108015101 Y = 2429. 15/ -5279.21849207809529 Y = 898. 1/ 6708.79185657718640 Y = 1692. 22/ -4682.97720117971690 Y = 2106. 2/ 4453.05148670325175 Y = 16890. 17/ -4032.00300336458492 Y = 3129. 20/ 4304.76874629180772 Y = 599. 21/ -2169.98545245444219 Y = 235. 13/ 3495.89365886763749 Y = 27361. 11/ -1293.84564910172607 Y = 14696. 6/ 3035.79576501073230 Y = 17571. 9/ 383.910509755303341 Y = 127. 16/ 1895.13780529592472 Y = 925. 12/ 1499.83987848641588 Y = 25413. 7/ 1511.40924486137557 Y = 3354. e CORRELATION: 69.77 % SIGMA: 4520.90792383439788 10 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -21144.9086535270259 | 0 0 0 0 0 | 87451.1171808999103 | 2 0 0 0 0 | | -27052.7189292072718 | 5 0 0 0 0 | 20969.0511565836893 | -2 5 0 0 0 | | -19289.8324448582415 | -1 2 2 0 0 | 16685.5546545870960 | -4 2 3 0 0 | | -7218.50660689612708 | -4 -4 -1 0 0 | -25762.6145524025449 | 1 3 4 0 0 | | -8925.33474270047312 | -4 -3 5 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + + + + + O ++ + ++ + + + + + I 21/ -5585.21669601993513 Y = 235. 19/ 7562.40838468087014 Y = 2429. 4/ -4643.42162317076364 Y = 52605. 1/ 6804.24039958627327 Y = 1692. 11/ -4558.04537152783239 Y = 14696. 2/ 4320.46709097280779 Y = 16890. 22/ -3960.34381473792899 Y = 2106. 6/ 2654.47203687311198 Y = 17571. 17/ -2835.75613674705193 Y = 3129. 5/ 2426.01001273368146 Y = 11298. 10/ -2619.26561414242091 Y = 7309. 20/ 2018.28988249498599 Y = 599. 12/ -2325.96077415422815 Y = 25413. 15/ 1872.69036996183016 Y = 898. 7/ -1750.15161763177878 Y = 3354. 13/ 1794.48523449615009 Y = 27361. 18/ -1709.78063410271376 Y = 24640. 3/ 1045.63148073979673 Y = 12496. 14/ -1141.18126669249414 Y = 45899. 8/ 802.531774227096493 Y = 259. 9/ -875.425480548441658 Y = 127. 16/ 703.322362708985086 Y = 925. e CORRELATION: 38.47 % SIGMA: 9202.53115126612242 16 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -27455.8782919590166 | 0 0 0 0 0 | 50571.4979985131953 | 2 0 0 0 0 | | -10364.9749295914306 | -1 2 2 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + ++ + + +O + + + + + + + + +I 4/ -21989.4443056671260 Y = 52605. 5/ 14331.9004514623299 Y = 11298. 14/ -18210.6290253090444 Y = 45899. 3/ 13308.0211176100387 Y = 12496. 11/ -7520.34236714662342 Y = 14696. 7/ 10209.0447404253524 Y = 3354. 8/ -5033.66145449718874 Y = 259. 10/ 6424.99254335225162 Y = 7309. 18/ -4995.00385598027405 Y = 24640. 13/ 5140.87287541955111 Y = 27361. 9/ -4901.66145449718874 Y = 127. 17/ 5076.76115135820167 Y = 3129. 12/ -3952.16396027840565 Y = 25413. 2/ 4895.00787354079247 Y = 16890. 21/ -1872.56953482370914 Y = 235. 1/ 4448.08913021940842 Y = 1692. 16/ -1818.69088088601297 Y = 925. 6/ 3528.09404832769379 Y = 17571. 22/ -235.105567777187108 Y = 2106. 15/ 1754.26640284770767 Y = 898. 20/ 562.954237674413292 Y = 599. 19/ 849.267834625018949 Y = 2429. e CORRELATION: 66.29 % SIGMA: 5041.69616381504002 11 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -28418.4377119015939 | 0 0 0 0 0 | 78222.3545430111420 | 2 0 0 0 0 | | -40463.0344050195039 | 5 0 0 0 0 | 23956.9984149677515 | -2 5 0 0 0 | | -14322.1296545606037 | -1 2 2 0 0 | 15041.9070637686314 | -4 2 3 0 0 | | -7072.94082623582980 | -4 -4 -1 0 0 | -14089.3403192007360 | 1 3 4 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + ++ ++ + O + ++ + ++ + + + + +I 21/ -6370.91982525464185 Y = 235. 19/ 8023.94883775138824 Y = 2429. 17/ -6231.70593866468364 Y = 3129. 1/ 6882.25339453101466 Y = 1692. 4/ -5618.47889387001387 Y = 52605. 2/ 5981.77463712874616 Y = 16890. 18/ -4060.13807101471670 Y = 24640. 6/ 4387.28557288085768 Y = 17571. 22/ -2992.39940899691320 Y = 2106. 8/ 3299.74186247410830 Y = 259. 11/ -2859.69667519899174 Y = 14696. 5/ 2160.63906850971384 Y = 11298. 14/ -2533.19500415713794 Y = 45899. 7/ 2055.13379358684763 Y = 3354. 12/ -2517.15245218005595 Y = 25413. 10/ 1772.21421806285849 Y = 7309. 16/ -2467.65629385228694 Y = 925. 3/ 990.358029724022618 Y = 12496. 9/ -606.821288078755507 Y = 127. 13/ 922.146975387891089 Y = 27361. 15/ -603.216711203465758 Y = 898. 20/ 385.884172434214238 Y = 599. e CORRELATION: 90.19 % SIGMA: 1467.99936680073855 5 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -27474.8250790793889 | 0 0 0 0 0 | 108028.385298804323 | 2 0 0 0 0 | | -22557.0602113205085 | 1 0 0 0 0 | -29427.8797808960513 | 5 0 0 0 0 | | 25882.6929021911656 | -2 5 0 0 0 | -23217.6278958995565 | -1 2 2 0 0 | | 20014.3425662774003 | -4 2 3 0 0 | -5675.59001750606417 | -4 -4 -1 0 0 | | 1319.36883745268868 | -5 -5 1 0 0 | -21632.9291103885063 | 1 3 4 0 0 | | -3038.97494958014297 | -5 -5 -1 0 0 | -11445.0262951331188 | -4 -3 5 0 0 | | 7799.62841218831132 | -5 -3 -2 0 0 | -2795.55973238764384 | -5 -2 -2 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + ++ ++ ++ + +O ++ + ++ + + ++I 17/ -1966.14345168919116 Y = 3129. 5/ 1670.10400755608070 Y = 11298. 13/ -1564.64913521651900 Y = 27361. 15/ 1649.82559199744163 Y = 898. 6/ -717.885962644919410 Y = 17571. 18/ 1252.84258547893298 Y = 24640. 20/ -642.670662965506744 Y = 599. 2/ 1038.31308785526543 Y = 16890. 12/ -613.024925845623299 Y = 25413. 3/ 557.444475195897128 Y = 12496. 14/ -470.546201212612772 Y = 45899. 1/ 535.929442627760459 Y = 1692. 7/ -423.373520415022421 Y = 3354. 11/ 277.789062481051811 Y = 14696. 22/ -326.993112286470351 Y = 2106. 19/ 264.557926589203917 Y = 2429. 8/ -288.707747846994504 Y = 259. 21/ 126.682770726773851 Y = 235. 10/ -269.762940285416870 Y = 7309. 4/ 91.7933982794362322 Y = 52605. 16/ -172.872492031950639 Y = 925. 9/ -8.65219634761697520 Y = 127. e CORRELATION: 58.54 % SIGMA: 6201.89650039804361 13 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -48774.7602636914808 | 0 0 0 0 0 | 85362.6894971300566 | 2 0 0 0 0 | | -45768.4725287720677 | 5 0 0 0 0 | 27930.8917265085812 | -2 5 0 0 0 | | -12419.7075913301569 | -1 2 2 0 0 | 3639.30242977034152 | -4 2 3 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + ++ + + + ++ + + O+ + + + + + + + +I 14/ -9974.52951473924275 Y = 45899. 19/ 9734.85696757740465 Y = 2429. 17/ -7085.04641637177211 Y = 3129. 10/ 7759.09467098649578 Y = 7309. 11/ -6657.75589903092645 Y = 14696. 5/ 6581.47244488956201 Y = 11298. 18/ -6549.84299512541280 Y = 24640. 3/ 5715.62996659820780 Y = 12496. 21/ -5113.81369477188371 Y = 235. 1/ 4957.82106581911818 Y = 1692. 22/ -4691.72799600711606 Y = 2106. 16/ 3848.19943463053968 Y = 925. 4/ -4298.71134381847338 Y = 52605. 13/ 3824.91309163681735 Y = 27361. 9/ -2133.03315563598721 Y = 127. 8/ 3472.44864244651366 Y = 259. 15/ -1923.26493028727390 Y = 898. 2/ 1760.20688733678017 Y = 16890. 12/ -711.940062769928652 Y = 25413. 7/ 1687.00863218302023 Y = 3354. 20/ -331.943713046722336 Y = 599. 6/ 129.957917500279551 Y = 17571. e CORRELATION: 72.30 % SIGMA: 4142.74817316782176 9 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -13377.8826247553052 | 0 0 0 0 0 | 87551.9514418904761 | 2 0 0 0 0 | | -33947.8813517624567 | 5 0 0 0 0 | 21999.1766620742384 | -2 5 0 0 0 | | -17589.5038594594984 | -1 2 2 0 0 | 14834.1019662990006 | -4 2 3 0 0 | | -5960.94497762229576 | -4 -4 -1 0 0 | -25546.5065387672623 | 1 3 4 0 0 | | -1939.54258943333460 | -5 -5 -1 0 0 | -9854.56253066732905 | -4 -3 5 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ ++ + + ++ + + +O + ++ + + + + +I 21/ -5018.85452603186037 Y = 235. 1/ 7677.77873682885712 Y = 1692. 4/ -4319.05353986237177 Y = 52605. 2/ 4383.42909781964635 Y = 16890. 17/ -4216.68332400189518 Y = 3129. 16/ 2691.63479726240169 Y = 925. 11/ -3860.31292593569533 Y = 14696. 6/ 2686.28373435957487 Y = 17571. 7/ -3174.38570102182475 Y = 3354. 19/ 2602.98538711178146 Y = 2429. 10/ -2043.21325209712972 Y = 7309. 13/ 2170.71266609298111 Y = 27361. 14/ -1864.35416835888354 Y = 45899. 5/ 1634.45353472888697 Y = 11298. 9/ -1163.04000946392218 Y = 127. 8/ 1216.93388910632952 Y = 259. 12/ -748.961106691456148 Y = 25413. 15/ 1168.97234009671383 Y = 898. 22/ -187.565869631596122 Y = 2106. 3/ 248.936018068016013 Y = 12496. 18/ -97.9241958039185008 Y = 24640. 20/ 212.228417425364460 Y = 599. e CORRELATION: 92.24 % SIGMA: 1160.23476826003628 2 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -46276.7382165522175 | 0 0 0 0 0 | 106033.161807593418 | 2 0 0 0 0 | | -13868.3637202264793 | 1 0 0 0 0 | -29950.9341398923263 | 5 0 0 0 0 | | 26358.9415832505494 | -2 5 0 0 0 | -22211.7938416806070 | -1 2 2 0 0 | | 19819.6989853291568 | -4 2 3 0 0 | 3092.23200203295954 | -3 -1 5 0 0 | | -5459.83972724198204 | -4 -4 -1 0 0 | 2061.45080896296820 | -5 -5 1 0 0 | | -21083.6140220005672 | 1 3 4 0 0 | -2415.47552341996101 | -5 -5 -1 0 0 | | -10111.5886857096938 | -4 -3 5 0 0 | 6335.97797949242788 | -5 -3 -2 0 0 | | -1713.45767788906854 | -5 -2 -2 0 0 | 1374.23521763631528 | -1 4 4 0 0 | | 957.942366433421789 | 3 3 3 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + + + + + + O ++ ++ + + + + + +I 13/ -910.499736853865890 Y = 27361. 5/ 1360.89200889844391 Y = 11298. 17/ -807.441281162868633 Y = 3129. 2/ 1262.74235496185434 Y = 16890. 10/ -658.992733438879186 Y = 7309. 20/ 447.220953993079646 Y = 599. 6/ -495.997718983630037 Y = 17571. 21/ 353.457404497558490 Y = 235. 18/ -490.657111825093791 Y = 24640. 4/ 302.589151346491754 Y = 52605. 7/ -338.229211143889441 Y = 3354. 3/ 243.408158506776680 Y = 12496. 12/ -296.364047973050940 Y = 25413. 8/ 167.377552574858745 Y = 259. 19/ -249.839556490619743 Y = 2429. 22/ 147.986795829232275 Y = 2106. 9/ -198.906040394347044 Y = 127. 16/ 136.744187722916457 Y = 925. 1/ -119.359614553505918 Y = 1692. 15/ 107.438148734658546 Y = 898. 14/ -41.5737955792381051 Y = 45899. 11/ 78.0041313331177912 Y = 14696. e CORRELATION: 21.09 % SIGMA: 11802.4013817393771 17 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -18116.5130907202357 | 0 0 0 0 0 | 29052.8536004996640 | 2 0 0 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + ++ + ++ + +O +++ + + + + + +I 4/ -27142.2326899707398 Y = 52605. 22/ 23071.9354119851459 Y = 2106. 14/ -25278.3749567206838 Y = 45899. 19/ 16995.3310714940359 Y = 2429. 11/ -10595.6250432793162 Y = 14696. 5/ 9037.79314523520187 Y = 11298. 12/ -10204.1810195588564 Y = 25413. 7/ 8436.83620391177129 Y = 3354. 8/ -3849.08629047040375 Y = 259. 3/ 8010.69228406167048 Y = 12496. 9/ -3717.08629047040375 Y = 127. 20/ 7204.18963129417036 Y = 599. 18/ -2766.11460532658062 Y = 24640. 17/ 4674.18963129417036 Y = 3129. 13/ -2240.03096762367701 Y = 27361. 10/ 4652.73534273823991 Y = 7309. 6/ -1507.68532542651342 Y = 17571. 21/ 2783.01374415304923 Y = 235. 16/ -1211.03627315867726 Y = 925. 1/ 2066.57667906774655 Y = 1692. 2/ -200.055149729461840 Y = 16890. 15/ 1778.21546650011201 Y = 898. e CORRELATION: 80.57 % SIGMA: 2906.64523874784903 7 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -29559.8631817602656 | 0 0 0 0 0 | 112297.377156198477 | 2 0 0 0 0 | | -18674.7350968053108 | 1 0 0 0 0 | -32758.6587198818252 | 5 0 0 0 0 | | 24806.6032619244844 | -2 5 0 0 0 | -23065.9374231174152 | -1 2 2 0 0 | | 18933.2021223813682 | -4 2 3 0 0 | -6274.64443907836307 | -4 -4 -1 0 0 | | -22812.0560020154883 | 1 3 4 0 0 | -2748.73841336375572 | -5 -5 -1 0 0 | | -9891.65031917112040 | -4 -3 5 0 0 | 5209.96875717543894 | -5 -3 -2 0 0 | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + + + + ++ +O + ++ + + + + +I 17/ -4041.64226462611961 Y = 3129. 9/ 4135.21975198039058 Y = 127. 11/ -3551.06998754975351 Y = 14696. 2/ 2745.12252735431256 Y = 16890. 12/ -2393.71342609336459 Y = 25413. 18/ 2331.22653390890662 Y = 24640. 4/ -2157.87695985393933 Y = 52605. 5/ 2067.41365754482312 Y = 11298. 21/ -1434.45026534191135 Y = 235. 1/ 1132.33190094062450 Y = 1692. 7/ -1294.40180516962328 Y = 3354. 16/ 1130.69718152606745 Y = 925. 10/ -1114.58049126835354 Y = 7309. 13/ 976.322813801326852 Y = 27361. 22/ -481.873468136740147 Y = 2106. 3/ 899.116422581641278 Y = 12496. 14/ -358.514127255954698 Y = 45899. 6/ 879.021852144472660 Y = 17571. 20/ -229.429281759284809 Y = 599. 19/ 420.263016310464647 Y = 2429. 15/ -43.6125025826937183 Y = 898. 8/ 384.428921544708036 Y = 259. e CORRELATION: 73.31 % SIGMA: 3991.92361318205840 8 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -28744.6347603026147 | 0 0 0 0 0 | 92453.7545352903250 | 2 0 0 0 0 | | -27747.1495143599227 | 5 0 0 0 0 | 22496.6476851173322 | -2 5 0 0 0 | | -17938.4185169691131 | -1 2 2 0 0 | 15880.3407855458145 | -4 2 3 0 0 | | -5365.50183598816602 | -4 -4 -1 0 0 | -25274.3154853954163 | 1 3 4 0 0 | | -1782.15377348403353 | -5 -5 -1 0 0 | -11492.5423441643087 | -4 -3 5 0 0 | | 2413.45913399063054 | -5 -3 -2 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + + + + + + ++ O + + + + ++ + + +I 21/ -5451.49171436295184 Y = 235. 1/ 5868.28581279362431 Y = 1692. 4/ -4316.70479012812289 Y = 52605. 2/ 3123.22478060778811 Y = 16890. 17/ -4033.47380186892291 Y = 3129. 19/ 2832.03571332661718 Y = 2429. 10/ -3686.55748531094264 Y = 7309. 5/ 2683.62295569128907 Y = 11298. 7/ -2723.83695379803345 Y = 3354. 13/ 2598.14531101356129 Y = 27361. 20/ -1894.14767564853626 Y = 599. 16/ 2513.65050502481100 Y = 925. 11/ -1678.81806788948944 Y = 14696. 9/ 1611.36140860578776 Y = 127. 14/ -1316.95309448796685 Y = 45899. 6/ 1400.62420253639398 Y = 17571. 18/ -600.780363352243979 Y = 24640. 3/ 1363.78770436404242 Y = 12496. 12/ -563.081142372328955 Y = 25413. 8/ 1139.96340018243745 Y = 259. 22/ 562.209654257384528 Y = 2106. 15/ 568.933640815801956 Y = 898. e CORRELATION: 59.01 % SIGMA: 6130.46003841950184 12 |=============================|=================|=============================|=================| | COEFFICIENT | FUNCTION CODE | COEFFICIENT | FUNCTION CODE | |=============================|=================|=============================|=================| | -49300.0317114198946 | 0 0 0 0 0 | 90631.3397530082322 | 2 0 0 0 0 | | -46099.7351900548396 | 5 0 0 0 0 | 28608.2172292762707 | -2 5 0 0 0 | | -13744.1901885035720 | -1 2 2 0 0 | 4121.45979915441362 | -4 2 3 0 0 | | -4295.22524703438359 | 1 3 4 0 0 | | | |_____________________________|_________________|_____________________________|_________________| DISTRIBUTION OF DEVIATIONS: I+ + + ++ + + + + + O + + +++ ++ +I 14/ -10583.4927094928936 Y = 45899. 19/ 10402.6432379833718 Y = 2429. 17/ -7627.29975040422818 Y = 3129. 5/ 4622.42854810378972 Y = 11298. 11/ -5595.79450048395379 Y = 14696. 16/ 4600.49409309354884 Y = 925. 22/ -5265.81840261277796 Y = 2106. 7/ 4576.93731855930393 Y = 3354. 18/ -5108.54169874523276 Y = 24640. 1/ 4339.36954783295388 Y = 1692. 4/ -3839.82801928027632 Y = 52605. 2/ 3957.07631844072775 Y = 16890. 21/ -3734.88827453308064 Y = 235. 13/ 3925.78548991353532 Y = 27361. 9/ -2830.46962539387662 Y = 127. 10/ 3795.22822720567561 Y = 7309. 15/ -2236.16229823541925 Y = 898. 3/ 3604.51328601711701 Y = 12496. 20/ -1536.25227008529266 Y = 599. 8/ 3086.26581018666655 Y = 259. 12/ -822.531720101522618 Y = 25413. 6/ 2270.33739203186381 Y = 17571. e STATISTICS |=============|======|=============================|=============================|=================| | CORRELATION | EL | SIGMA | COEFFICIENT | ELIMIN.FUNCTION | |=============|======|=============================|=============================|=================| | 1- 92.00 | 18 | 1196.95195918772492 | 547.620412071389059 | -3 4 4 0 0 | | 2- 92.24 | 17 | 1160.23476826003628 | 957.942366433421789 | 3 3 3 0 0 | | 3- 92.38 | 16 | 1139.57799861989258 | 2457.29888661414443 | -3 -1 5 0 0 | | 4- 91.61 | 15 | 1255.33665726336116 | 1330.78844033975311 | -1 4 4 0 0 | | 5- 90.19 | 14 | 1467.99936680073855 | 1319.36883745268868 | -5 -5 1 0 0 | | 6- 88.81 | 13 | 1673.72250856565728 | -3321.94920961042681 | -5 -2 -2 0 0 | | 7- 80.57 | 12 | 2906.64523874784903 | -18674.7350968053108 | 1 0 0 0 0 | | 8- 73.31 | 11 | 3991.92361318205840 | 2413.45913399063054 | -5 -3 -2 0 0 | | 9- 72.30 | 10 | 4142.74817316782176 | -1939.54258943333460 | -5 -5 -1 0 0 | | 10- 69.77 | 9 | 4520.90792383439788 | -8925.33474270047312 | -4 -3 5 0 0 | | 11- 66.29 | 8 | 5041.69616381504002 | -7072.94082623582980 | -4 -4 -1 0 0 | | 12- 59.01 | 7 | 6130.46003841950184 | -4295.22524703438359 | 1 3 4 0 0 | | 13- 58.54 | 6 | 6201.89650039804361 | 3639.30242977034152 | -4 2 3 0 0 | | 14- 57.46 | 5 | 6362.55980362826383 | 26154.5922413337235 | -2 5 0 0 0 | | 15- 49.61 | 4 | 7536.98251832772589 | -16814.2904809496671 | 5 0 0 0 0 | | 16- 38.47 | 3 | 9202.53115126612242 | -10364.9749295914306 | -1 2 2 0 0 | | 17- 21.09 | 2 | 11802.4013817393771 | 29052.8536004996640 | 2 0 0 0 0 | |_____________|______|_____________________________|_____________________________|_________________| DIAGRAM OF ELIMINATIONS: N 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 ELIMINATED FUNCTION 18|---------|---------|---------|---------|---------|---------|---------|---------|---------|O--------| -3 4 4 0 0 17|---------|---------|---------|---------|---------|---------|---------|---------|---------|-O-------| 3 3 3 0 0 16|---------|---------|---------|---------|---------|---------|---------|---------|---------|-O-------| -3 -1 5 0 0 15|---------|---------|---------|---------|---------|---------|---------|---------|---------|O--------| -1 4 4 0 0 14|---------|---------|---------|---------|---------|---------|---------|---------|---------O---------| -5 -5 1 0 0 13|---------|---------|---------|---------|---------|---------|---------|---------|-------O-|---------| -5 -2 -2 0 0 12|---------|---------|---------|---------|---------|---------|---------|---------O---------|---------| 1 0 0 0 0 11|---------|---------|---------|---------|---------|---------|---------|--O------|---------|---------| -5 -3 -2 0 0 10|---------|---------|---------|---------|---------|---------|---------|-O-------|---------|---------| -5 -5 -1 0 0 9|---------|---------|---------|---------|---------|---------|--------O|---------|---------|---------| -4 -3 5 0 0 8|---------|---------|---------|---------|---------|---------|-----O---|---------|---------|---------| -4 -4 -1 0 0 7|---------|---------|---------|---------|---------|--------O|---------|---------|---------|---------| 1 3 4 0 0 6|---------|---------|---------|---------|---------|-------O-|---------|---------|---------|---------| -4 2 3 0 0 5|---------|---------|---------|---------|---------|------O--|---------|---------|---------|---------| -2 5 0 0 0 4|---------|---------|---------|---------|--------O|---------|---------|---------|---------|---------| 5 0 0 0 0 3|---------|---------|---------|-------O-|---------|---------|---------|---------|---------|---------| -1 2 2 0 0 2|---------|---------|O--------|---------|---------|---------|---------|---------|---------|---------| 2 0 0 0 0 0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100 "e" elapsed time 851ms647us697ns (Epsilon_64: 5.42101086242752217E-0020), thanks! "MIX" unformatted ASCIIZ output file "ASCIIZ13.REZ" listing for further automated processing of results if necessary below: 5 22 1 2 3 4 5 1 1 -1.63265306122448980E-0001 5.10204081632653061E-0001 1.30000000000000000E+0000 3.26000000000000000E+0000 2 2 5.00000000000000000E-0001 9.80392156862745098E-0004 0.00000000000000000E+0000 1.02000000000000000E+0003 3 3 5.00000000000000000E-0001 2.39808153477218225E-0002 0.00000000000000000E+0000 4.17000000000000000E+0001 4 4 4.09090909090909091E-0001 9.09090909090909091E-0003 1.00000000000000000E+0001 1.20000000000000000E+0002 5 5 4.26199261992619926E-0001 1.84501845018450184E-0003 4.00000000000000000E+0001 5.82000000000000000E+0002 1.69200000000000000E+0003 1.68900000000000000E+0004 1.24960000000000000E+0004 5.26050000000000000E+0004 1.12980000000000000E+0004 1.75710000000000000E+0004 3.35400000000000000E+0003 2.59000000000000000E+0002 1.27000000000000000E+0002 7.30900000000000000E+0003 1.46960000000000000E+0004 2.54130000000000000E+0004 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