| Rank | Model | StdError | Residual Sum | Residual Avg. | RSS | R^2 | Ra^2 |
| 1 | a*x^4+b*x^3+c*x^2+d*x+e | 0.06994496648 | -0.05911798193 | -0.003694873871 | 0.0538152817 | 0.998840692 | 0.9984191254 |
| 2 | a*x^3+b*x^2+c*x+d | 0.09693072256 | -1.348895995E-011 | -8.430599968E-013 | 0.1127467797 | 0.9975711686 | 0.9969639607 |
| 3 | a+b*x^3+c*x/log(x) | 0.099363875 | 6.843021755E-006 | 4.276888597E-007 | 0.1283513355 | 0.9972350097 | 0.9968096265 |
| 4 | a+b*x^2.5+c*x/log(x) | 0.1011941585 | -3.195381737E-010 | -1.997113586E-011 | 0.1331233502 | 0.9971322092 | 0.9966910106 |
| 5 | a+b*x^2*log(x)+c*x/log(x) | 0.1025803684 | -9.252413474E-009 | -5.782758421E-010 | 0.1367955157 | 0.9970531021 | 0.9965997332 |
| 6 | a+b*x+c*x^3 | 0.1027782571 | -2.605818666E-006 | -1.628636666E-007 | 0.1373238117 | 0.9970417214 | 0.9965866016 |
| 7 | a+b*x^2+c*x/log(x) | 0.1028476193 | -2.831993529E-010 | -1.769995955E-011 | 0.1375092263 | 0.9970377271 | 0.9965819928 |
| 8 | a+b*x+c*x^2.5 | 0.1040823757 | 8.655015871E-009 | 5.409384919E-010 | 0.140830832 | 0.9969661719 | 0.9964994291 |
| 9 | a+b*x^1.5+c*x/log(x) | 0.1045349376 | -1.946026673E-012 | -1.216266671E-013 | 0.1420581912 | 0.9969397317 | 0.9964689212 |
| 10 | a+b*x+c*x^2*log(x) | 0.1050442556 | 2.083668016E-009 | 1.30229251E-010 | 0.1434458432 | 0.9969098384 | 0.9964344289 |
| 11 | a*x^2+b*x+c | 0.1052318667 | 1.301736496E-014 | 8.135853102E-016 | 0.1439586949 | 0.9968987903 | 0.9964216812 |
| 12 | a+b*x*log(x)+c*log(x)^2 | 0.1059287304 | 3.962385975E-013 | 2.476491234E-014 | 0.145871647 | 0.9968575808 | 0.9963741317 |
| 13 | a+b*x*log(x)+c*x^.5 | 0.1060262133 | -2.280120537E-013 | -1.425075336E-014 | 0.1461402527 | 0.9968517944 | 0.9963674551 |
| 14 | a+b*x*log(x)+c*log(x) | 0.1061321815 | 9.670042544E-014 | 6.04377659E-015 | 0.1464325193 | 0.9968454983 | 0.9963601904 |
| 15 | a*x+b | 0.1061755056 | -4.191091918E-015 | -2.619432449E-016 | 0.157825332 | 0.9966000703 | 0.9963572182 |
| 16 | a*(x-b) | 0.1061755056 | -3.025357742E-015 | -1.890848589E-016 | 0.157825332 | 0.9966000703 | 0.9963572182 |
| 17 | a+b*x*log(x)+c*x^.5*log(x) | 0.1062031221 | -1.56387403E-011 | -9.774212689E-013 | 0.1466283408 | 0.9968412799 | 0.9963553229 |
| 18 | a+b*x+c*x^1.5 | 0.10622883 | -1.348365863E-013 | -8.427286646E-015 | 0.1466993363 | 0.9968397505 | 0.9963535582 |
| 19 | a+b*x*log(x)+c*x/log(x) | 0.1068109751 | 6.886990978E-013 | 4.304369361E-014 | 0.1483115972 | 0.9968050186 | 0.996313483 |
| 20 | a+b*x*log(x)+c/log(x) | 0.1068249129 | 8.040457189E-012 | 5.025285743E-013 | 0.1483503062 | 0.9968041847 | 0.9963125208 |
| 21 | a+b*x+c*x*log(x) | 0.1071080756 | -3.372857549E-013 | -2.108035968E-014 | 0.1491378181 | 0.9967872198 | 0.9962929459 |
| 22 | n*log(n) only | 0.1071080756 | 6.662280561E-009 | 4.16392535E-010 | 0.1491378181 | 0.9967872198 | 0.9962929459 |
| 23 | a+b*x+c*x/log(x) | 0.1074131701 | -2.844946501E-014 | -1.778091563E-015 | 0.1499886585 | 0.9967688907 | 0.996271797 |
| 24 | a+b*x*log(x)+c/x^.5 | 0.1076769932 | 4.614367222E-011 | 2.883979514E-012 | 0.1507263531 | 0.996752999 | 0.9962534604 |
| 25 | a+b*x+c*x^.5*log(x) | 0.1077522796 | 1.303679387E-013 | 8.147996167E-015 | 0.1509371988 | 0.9967484569 | 0.9962482195 |
| 26 | a+b*x+c*x^.5 | 0.1079266016 | -4.757305661E-014 | -2.973316038E-015 | 0.1514259674 | 0.9967379277 | 0.9962360704 |
| 27 | a+b*x^1.5+c*x^.5*log(x) | 0.1081889559 | -2.368326091E-010 | -1.480203807E-011 | 0.1521630522 | 0.9967220491 | 0.996217749 |
| 28 | a+b*x+c*log(x)^2 | 0.1085035825 | -2.869926519E-014 | -1.793704074E-015 | 0.1530493564 | 0.9967029561 | 0.9961957185 |
| 29 | a+b*x+c*log(x) | 0.1086884374 | -3.043676422E-013 | -1.902297764E-014 | 0.1535712936 | 0.9966917123 | 0.996182745 |
| 30 | a+b*x*log(x)+c*log(x)/x | 0.1089963462 | -6.333686353E-011 | -3.958553971E-012 | 0.1544426452 | 0.9966729413 | 0.9961610862 |
| 31 | a+b*x+c/log(x) | 0.1090224294 | 7.494005416E-016 | 4.683753385E-017 | 0.1545165715 | 0.9966713488 | 0.9961592486 |
| 32 | a+b*x+c/x^.5 | 0.1092823542 | -2.551597822E-012 | -1.594748639E-013 | 0.1552542282 | 0.9966554579 | 0.996140913 |
| 33 | a+b*x*log(x)+c/x | 0.1095297479 | 8.589851053E-012 | 5.368656908E-013 | 0.1559579536 | 0.996640298 | 0.9961234208 |
| 34 | a+b*x+c*log(x)/x | 0.1095537826 | 2.858824288E-015 | 1.78676518E-016 | 0.1560264066 | 0.9966388234 | 0.9961217193 |
| 35 | a+b*x*log(x)+c*x^1.5 | 0.1095561715 | -1.281236228E-011 | -8.007726426E-013 | 0.1560332112 | 0.9966386768 | 0.9961215502 |
| 36 | a+b*x^.5*log(x)+c*x/log(x) | 0.1096230527 | 1.106059688E-013 | 6.912873052E-015 | 0.1562237779 | 0.9966345715 | 0.9961168133 |
| 37 | a+b*x+c/x | 0.1096376407 | 8.326672685E-015 | 5.204170428E-016 | 0.1562653593 | 0.9966336758 | 0.9961157797 |
| 38 | a+b*x+c/x^1.5 | 0.109818134 | 2.365893592E-011 | 1.478683495E-012 | 0.1567802933 | 0.9966225829 | 0.9961029803 |
| 39 | a+b*x+c*log(x)/x^2 | 0.1098878928 | 1.134453642E-012 | 7.090335263E-014 | 0.1569795369 | 0.9966182907 | 0.9960980277 |
| 40 | a+b*x+c/x^2 | 0.1099085931 | 3.458344722E-014 | 2.161465451E-015 | 0.1570386849 | 0.9966170165 | 0.9960965575 |
| 41 | a+b*x/log(x)+c*x^.5 | 0.1108933576 | -4.191647029E-013 | -2.619779393E-014 | 0.1598653778 | 0.9965561229 | 0.9960262956 |
| 42 | a+b*x*log(x)+c/x^1.5 | 0.1109589284 | -9.813111435E-011 | -6.133194647E-012 | 0.1600544892 | 0.996552049 | 0.996021595 |
| 43 | a+b*x*log(x)+c*x^2 | 0.1115621175 | -5.610402698E-009 | -3.506501686E-010 | 0.1617993789 | 0.99651446 | 0.995978223 |
| 44 | a+b*x*log(x)+c*log(x)/x^2 | 0.1116895971 | -4.964667566E-012 | -3.102917229E-013 | 0.1621693593 | 0.9965064897 | 0.9959690266 |
| 45 | a+b*x*log(x)+c*x^2*log(x) | 0.1118986408 | -1.201100921E-008 | -7.506880759E-010 | 0.1627769756 | 0.9964934002 | 0.9959539233 |
| 46 | a+b*x*log(x)+c/x^2 | 0.1119492111 | -1.285915818E-013 | -8.036973864E-015 | 0.1629241362 | 0.99649023 | 0.9959502654 |
| 47 | a+b*x^1.5+c*x^.5 | 0.1129772722 | -1.596522914E-011 | -9.978268212E-013 | 0.1659302324 | 0.9964254716 | 0.9958755442 |
| 48 | a+b*x*log(x)+c*x^2.5 | 0.1134075375 | -4.084021177E-009 | -2.552513235E-010 | 0.1671965044 | 0.9963981931 | 0.995844069 |
| 49 | n*log(n) | 0.1143991286 | 2.92939728E-010 | 1.8308733E-011 | 0.1439587668 | 0.9968987888 | 0.9957710756 |
| 50 | a+b*x*log(x) | 0.1145920854 | -3.60822483E-015 | -2.255140519E-016 | 0.1838388444 | 0.9960396779 | 0.9957567978 |
| 51 | a+b*x*log(x)+c*x^3 | 0.1149812259 | -6.536355624E-006 | -4.085222265E-007 | 0.17186887 | 0.9962975394 | 0.9957279301 |
| 52 | a+b*log(x)^2+c*x/log(x) | 0.1159788652 | 2.332162241E-012 | 1.457601401E-013 | 0.1748642633 | 0.9962330115 | 0.9956534749 |
| 53 | a+b*x/log(x)+c*log(x) | 0.1180680042 | 8.876233082E-014 | 5.547645676E-015 | 0.1812206969 | 0.996096079 | 0.9954954757 |
| 54 | a*b^(1/x)*x^c | 0.1210785059 | 0.1594192201 | 0.009963701256 | 0.1905800595 | 0.9958944562 | 0.9952628341 |
| 55 | exp(a+b/x+c*log(x)) | 0.1210785059 | 0.1594192201 | 0.009963701256 | 0.1905800595 | 0.9958944562 | 0.9952628341 |
| 56 | Fifth order logarithm | 0.1220167901 | 6.677228864E-008 | 4.17326804E-009 | 0.1488809706 | 0.9967927529 | 0.9951891294 |
| 57 | a+b*x^2+c*x^.5*log(x) | 0.1221191679 | -2.034922231E-011 | -1.271826394E-012 | 0.1938701851 | 0.9958235792 | 0.9951810529 |
| 58 | a+b*x/log(x)+c/log(x) | 0.1223534564 | -1.293409824E-014 | -8.083811398E-016 | 0.1946147877 | 0.9958075387 | 0.9951625446 |
| 59 | Fourth order logarithm | 0.1239646491 | 1.661854265E-009 | 1.038658916E-010 | 0.1690395764 | 0.996358489 | 0.9950343032 |
| 60 | a+b*x^2*log(x)+c*x^.5*log(x) | 0.1250609709 | -1.945885131E-008 | -1.216178207E-009 | 0.2033232039 | 0.9956199389 | 0.9949460833 |
| 61 | a+b*x/log(x)+c/x^.5 | 0.1261052372 | -6.084022175E-014 | -3.802513859E-015 | 0.206732901 | 0.995546486 | 0.99486133 |
| 62 | a+b*x/log(x)+c*log(x)/x | 0.1306825956 | -5.473399511E-014 | -3.420874695E-015 | 0.2220132305 | 0.9952173116 | 0.9944815134 |
| 63 | a+b*x/log(x)+c/x | 0.1322902043 | 5.995204333E-015 | 3.747002708E-016 | 0.2275090759 | 0.9950989182 | 0.9943449056 |
| 64 | a+b*x/log(x)+c/x^1.5 | 0.13614817 | 1.985457354E-010 | 1.240910846E-011 | 0.2409722144 | 0.9948088904 | 0.9940102582 |
| 65 | Fifth order inverse logarithm | 0.1365907295 | 1.274159112E-010 | 7.963494447E-012 | 0.1865702739 | 0.9959808365 | 0.9939712547 |
| 66 | a+b*x^2+c*x^.5 | 0.1369472875 | -3.989801267E-010 | -2.493625792E-011 | 0.2438092741 | 0.9947477735 | 0.9939397386 |
| 67 | a+b*x^2.5+c*x^.5*log(x) | 0.13726125 | -1.657486759E-009 | -1.035929224E-010 | 0.2449284598 | 0.9947236636 | 0.9939119195 |
| 68 | a+b*x/log(x)+c*log(x)/x^2 | 0.1378969776 | 9.9774633E-012 | 6.235914563E-013 | 0.2472024935 | 0.9946746755 | 0.9938553948 |
| 69 | a+b*x/log(x)+c/x^2 | 0.1384772059 | 2.210454042E-013 | 1.381533776E-014 | 0.2492871751 | 0.9946297666 | 0.9938035768 |
| 70 | a+b*x^2*log(x)+c*x^.5 | 0.1416329629 | 3.977318475E-012 | 2.485824047E-013 | 0.2607786503 | 0.9943822131 | 0.9935179382 |
| 71 | a+b*x^1.5+c*log(x)^2 | 0.1438828034 | -9.389322653E-012 | -5.868326658E-013 | 0.2691293943 | 0.9942023184 | 0.9933103674 |
| 72 | a+b*x/log(x) | 0.1451333543 | -1.498801083E-014 | -9.36750677E-016 | 0.2948916673 | 0.9936473383 | 0.9931935768 |
| 73 | a+b*x^3+c*x^.5*log(x) | 0.150293446 | 1.431501501E-005 | 8.946884383E-007 | 0.2936455589 | 0.9936741824 | 0.9927009797 |
| 74 | a+b*x^.5*log(x)+c*x^.5 | 0.1504445745 | -1.522670878E-013 | -9.516692989E-015 | 0.2942364101 | 0.9936614541 | 0.9926862932 |
| 75 | a+b*x^1.5+c*x^2 | 0.1509523436 | 5.670341974E-011 | 3.543963734E-012 | 0.2962259304 | 0.9936185951 | 0.9926368405 |
| 76 | a+b*x^1.5+c*x^2*log(x) | 0.1548606651 | -2.879218974E-009 | -1.799511859E-010 | 0.3117637326 | 0.9932838743 | 0.9922506241 |
| 77 | a*x^b*exp(-c*x) | 0.1566074459 | 0.01476193486 | 0.0009226209289 | 0.3188365976 | 0.9931315081 | 0.992074817 |
| 78 | a*b^x*x^c | 0.1566074459 | 0.01476193507 | 0.0009226209421 | 0.3188365976 | 0.9931315081 | 0.992074817 |
| 79 | x^a*exp(b-c*x) | 0.156607446 | 0.01476193636 | 0.0009226210223 | 0.318836598 | 0.9931315081 | 0.992074817 |
| 80 | Third order logarithm | 0.1570316793 | 1.20438437E-010 | 7.527402313E-012 | 0.2959073797 | 0.9936254575 | 0.9920318218 |
| 81 | a+b*x^1.5+c*log(x) | 0.1573021244 | -4.204310844E-009 | -2.627694277E-010 | 0.3216714583 | 0.9930704385 | 0.9920043521 |
| 82 | a+b*x^2.5+c*x^.5 | 0.1605081672 | -2.00733874E-012 | -1.254586712E-013 | 0.3349173325 | 0.9927850911 | 0.9916751051 |
| 83 | a*x^b | 0.1632459105 | -0.6486671381 | -0.04054169613 | 0.3730891821 | 0.9919627795 | 0.9913886923 |
| 84 | a*(1+x)^b | 0.1637684278 | -0.6516791271 | -0.04072994544 | 0.3754813713 | 0.9919112461 | 0.991333478 |
| 85 | a+b*x^1.5+c*x^2.5 | 0.1738132953 | 8.727261636E-006 | 5.454538523E-007 | 0.3927438012 | 0.9915393727 | 0.9902377377 |
| 86 | Fourth order inverse logarithm | 0.1778853045 | 2.211347772E-011 | 1.382092357E-012 | 0.3480749972 | 0.992501644 | 0.9897749691 |
| 87 | a+b*x^3+c*x^.5 | 0.1799613354 | -1.088162893E-011 | -6.801018082E-013 | 0.4210190691 | 0.9909302567 | 0.9895349116 |
| 88 | a+b*x^.5*log(x)+c*log(x)^2 | 0.1838940179 | 4.677647159E-012 | 2.923529474E-013 | 0.4396211278 | 0.9905295245 | 0.9890725283 |
| 89 | a+b*x^1.5+c/log(x) | 0.185226927 | 1.931788063E-013 | 1.207367539E-014 | 0.4460171881 | 0.9903917383 | 0.9889135442 |
| 90 | a+b*x^1.5+c*x^3 | 0.1936573077 | -0.002611952452 | -0.0001632470283 | 0.4875409867 | 0.9894972178 | 0.9878814052 |
| 91 | a+b*x^.5*log(x)+c*log(x) | 0.2013504281 | -2.286504319E-013 | -1.4290652E-014 | 0.5270459335 | 0.9886461881 | 0.9868994479 |
| 92 | a+b*log(x)^2+c*x^.5 | 0.2023277641 | -4.235500839E-014 | -2.647188024E-015 | 0.5321748137 | 0.9885357 | 0.9867719615 |
| 93 | a+b*x^2+c*x^2*log(x) | 0.2049910763 | -6.826382253E-007 | -4.266488908E-008 | 0.546277438 | 0.9882318962 | 0.9864214187 |
| 94 | a+b*x^1.5+c/x^.5 | 0.2102173894 | 1.942890293E-013 | 1.214306433E-014 | 0.5744875604 | 0.9876241837 | 0.9857202119 |
| 95 | a+b*x^2+c*log(x)^2 | 0.2158748585 | -7.230938071E-010 | -4.519336294E-011 | 0.6058254088 | 0.9869490925 | 0.9849412606 |
| 96 | a+b*x^.5+c*log(x) | 0.2261976298 | -3.281819261E-013 | -2.051137038E-014 | 0.6651497805 | 0.9856711057 | 0.9834666604 |
| 97 | a+b*x^2*log(x)+c*log(x)^2 | 0.2283177702 | -3.778355406E-011 | -2.361472129E-012 | 0.6776770543 | 0.9854012387 | 0.9831552754 |
| 98 | a+b*x^.5*log(x)+c/log(x) | 0.2337501333 | -3.241851232E-014 | -2.02615702E-015 | 0.7103086225 | 0.9846982778 | 0.9823441667 |
| 99 | a+b*x^1.5+c*log(x)/x | 0.2385389035 | -5.343751763E-008 | -3.339844852E-009 | 0.7397105104 | 0.9840648918 | 0.9816133367 |
| 100 | a+b*x^2+c*log(x) | 0.2449545419 | -4.436451206E-013 | -2.772782004E-014 | 0.7800354587 | 0.9831961974 | 0.980610997 |
| 101 | a+b*x^1.5+c/x | 0.2478635321 | -4.530978929E-007 | -2.83186183E-008 | 0.7986722974 | 0.9827947159 | 0.9801477492 |
| 102 | a*x^5+b*x^4+c*x^3+d*x^2+e*x+f | 0.2506561729 | -1.334075504 | -0.08337971897 | 0.6282851702 | 0.9864652563 | 0.9796978845 |
| 103 | a+b*x^2+c*x^2.5 | 0.2519376809 | 5.384561286E-006 | 3.365350804E-007 | 0.8251437359 | 0.9822244587 | 0.9794897601 |
| 104 | a+b*x^.5*log(x)+c/x^.5 | 0.2585310695 | -1.180722187E-012 | -7.379513667E-014 | 0.8688980809 | 0.981281887 | 0.9784021773 |
| 105 | a+b*x^2*log(x)+c*log(x) | 0.2597828122 | 8.157918785E-013 | 5.098699241E-014 | 0.8773324234 | 0.9811001914 | 0.9781925285 |
| 106 | a+b*x^.5+c/log(x) | 0.2686019398 | 1.731947918E-014 | 1.082467449E-015 | 0.9379110269 | 0.9797951855 | 0.9766867525 |
| 107 | a+b*x^2*log(x)+c*x^2.5 | 0.269024576 | 1.771077037E-007 | 1.106923148E-008 | 0.9408648922 | 0.9797315522 | 0.9766133295 |
| 108 | a+b*x^1.5+c/x^1.5 | 0.2695940488 | -3.189462028E-010 | -1.993413767E-011 | 0.9448523653 | 0.9796456527 | 0.9765142146 |
| 109 | a+b*x^2.5+c*log(x)^2 | 0.2757377322 | 4.165334744E-011 | 2.603334215E-012 | 0.9884068608 | 0.9787073862 | 0.9754315994 |
| 110 | a+b*x^1.5+c*log(x)/x^2 | 0.2789881639 | -1.564570695E-011 | -9.778566845E-013 | 1.011847143 | 0.9782024272 | 0.9748489545 |
| 111 | a+b*x^1.5+c/x^2 | 0.2820224242 | -3.421707362E-013 | -2.138567101E-014 | 1.033976421 | 0.9777257104 | 0.9742988966 |
| 112 | a+b*x^.5*log(x)+c*log(x)/x | 0.2888872409 | -4.651834473E-014 | -2.907396546E-015 | 1.084925894 | 0.9766281387 | 0.9730324677 |
| 113 | a+b*x^2+c*x^3 | 0.291537849 | -3.370722233E-006 | -2.106701396E-007 | 1.104926126 | 0.9761972865 | 0.9725353306 |
| 114 | a+b*x^.5*log(x)+c/x | 0.299653483 | 5.262457137E-014 | 3.28903571E-015 | 1.167298728 | 0.9748536336 | 0.9709849619 |
| 115 | a+b*x^.5+c/x^.5 | 0.2997011155 | -1.019517804E-012 | -6.371986272E-014 | 1.167669862 | 0.9748456385 | 0.9709757367 |
| 116 | a+b*x^2+c/log(x) | 0.3024554335 | -1.154631946E-014 | -7.21644966E-016 | 1.18923076 | 0.9743811659 | 0.9704398069 |
| 117 | a+b*x^2*log(x)+c*x^3 | 0.3105080146 | 9.325412029E-007 | 5.828382518E-008 | 1.253397952 | 0.9729988534 | 0.9688448308 |
| 118 | a+b*x^2.5+c*log(x) | 0.3156575813 | 1.062705479E-012 | 6.641909245E-014 | 1.295316212 | 0.9720958352 | 0.9678028868 |
| 119 | a+b*x^2*log(x)+c/log(x) | 0.3217994901 | -1.110223025E-014 | -6.938893904E-016 | 1.346213854 | 0.97099938 | 0.9665377462 |
| 120 | a+b*x^3+c*log(x)^2 | 0.3219942069 | 2.297317891E-011 | 1.435823682E-012 | 1.347843501 | 0.9709642736 | 0.9664972388 |
| 121 | a+b*x^.5*log(x)+c/x^1.5 | 0.3250852062 | 1.537214134E-009 | 9.607588336E-011 | 1.373845086 | 0.9704041381 | 0.9658509286 |
| 122 | Third order inverse logarithm | 0.3291222931 | 1.60715885E-012 | 1.004474282E-013 | 1.299857806 | 0.9719979986 | 0.9649974982 |
| 123 | a+b*x^1.5 | 0.3311744031 | 6.439293543E-015 | 4.024558464E-016 | 1.535470794 | 0.9669223394 | 0.9645596493 |
| 124 | a+b*x^.5*log(x)+c*log(x)/x^2 | 0.3367831294 | 7.947842384E-011 | 4.96740149E-012 | 1.474497391 | 0.9682358502 | 0.963349058 |
| 125 | a+b*x^.5+c*log(x)/x | 0.3383121541 | 3.119726699E-014 | 1.949829187E-015 | 1.487916477 | 0.9679467715 | 0.9630155056 |
| 126 | a+b*x^.5*log(x)+c/x^2 | 0.3407651351 | 1.81932247E-012 | 1.137076544E-013 | 1.509571405 | 0.9674802733 | 0.9624772384 |
| 127 | a+b*x^.5+c/x | 0.3521519135 | 2.331468352E-015 | 1.45716772E-016 | 1.612142613 | 0.9652706477 | 0.9599276704 |
| 128 | a+b*x^2+c/x^.5 | 0.3526604881 | -4.662936703E-015 | -2.91433544E-016 | 1.616802458 | 0.9651702636 | 0.9598118426 |
| 129 | a+b*x^3+c*log(x) | 0.3696054979 | 1.800781746E-013 | 1.125488591E-014 | 1.775906913 | 0.9617427786 | 0.9558570522 |
| 130 | a+b*x^2.5+c*x^3 | 0.3738217338 | -0.008365526122 | -0.0005228453826 | 1.816654952 | 0.9608649698 | 0.9548441959 |
| 131 | a+b*x^2*log(x)+c/x^.5 | 0.3759304493 | 1.554312234E-014 | 9.714451465E-016 | 1.837208135 | 0.9604222058 | 0.9543333143 |
| 132 | a+b*x^.5+c/x^1.5 | 0.3848485336 | -6.661338148E-015 | -4.163336342E-016 | 1.925409119 | 0.9585221486 | 0.9521409407 |
| 133 | a+b*x^2.5+c/log(x) | 0.3935845213 | -1.176836406E-014 | -7.355227538E-016 | 2.01381408 | 0.9566176974 | 0.949943497 |
| 134 | a+b*x^.5+c*log(x)/x^2 | 0.400034608 | 1.29269262E-010 | 8.079328873E-012 | 2.080359938 | 0.9551841427 | 0.9482893954 |
| 135 | a+b*log(x)^2+c*log(x) | 0.4012068843 | 6.621370119E-013 | 4.138356324E-014 | 2.092570532 | 0.9549210977 | 0.947985882 |
| 136 | Second order logarithm | 0.4012068843 | -5.564437799E-013 | -3.477773625E-014 | 2.092570532 | 0.9549210977 | 0.947985882 |
| 137 | a+b*x^.5+c/x^2 | 0.4052553203 | 2.905453655E-012 | 1.815908535E-013 | 2.13501437 | 0.9540067574 | 0.9469308739 |
| 138 | a+b*x^2+c*log(x)/x | 0.4064265786 | -3.454369537E-005 | -2.158980961E-006 | 2.147373329 | 0.9537405163 | 0.9466236726 |
| 139 | a+b*x^.5*log(x) | 0.4076363168 | 1.443289932E-014 | 9.020562075E-016 | 2.326343135 | 0.9498850848 | 0.946305448 |
| 140 | a+b*x^2+c/x | 0.4233464448 | -5.735799236E-007 | -3.584874522E-008 | 2.32988876 | 0.9498087037 | 0.9420869658 |
| 141 | a+b*x^2*log(x)+c*log(x)/x | 0.4335647692 | -3.532202781E-005 | -2.207626738E-006 | 2.443719318 | 0.9473565251 | 0.9392575289 |
| 142 | a+b*x^2*log(x)+c/x | 0.4516054997 | -5.846941018E-007 | -3.654338136E-008 | 2.651317856 | 0.9428843632 | 0.9340973421 |
| 143 | a+b*x^2.5+c/x^.5 | 0.4615784524 | -0.002665763408 | -0.000166610213 | 2.76971068 | 0.9403339027 | 0.9311545031 |
| 144 | a+b*x^2+c/x^1.5 | 0.4618636864 | -3.837936635E-010 | -2.398710397E-011 | 2.773134843 | 0.9402601381 | 0.9310693901 |
| 145 | a+b*x^3+c/log(x) | 0.4665345474 | -0.8471537617 | -0.05294711011 | 2.829508291 | 0.9390457212 | 0.9296681398 |
| 146 | a+b*log(x)^2+c/log(x) | 0.4685526987 | 1.021405183E-014 | 6.383782392E-016 | 2.854041209 | 0.9385172243 | 0.9290583357 |
| 147 | a+b*x^2+c*log(x)/x^2 | 0.4778779498 | -1.858824206E-011 | -1.161765129E-012 | 2.968775353 | 0.9360455803 | 0.9262064388 |
| 148 | a+b*x^2+c/x^2 | 0.4829175418 | -4.098943407E-013 | -2.561839629E-014 | 3.031721578 | 0.9346895702 | 0.9246418118 |
| 149 | a+b*x^2*log(x)+c/x^1.5 | 0.4925656132 | -3.885545219E-010 | -2.428465762E-011 | 3.154071483 | 0.9320538649 | 0.9216006133 |
| 150 | a+b*x^.5 | 0.4947478252 | -8.215650382E-015 | -5.134781489E-016 | 3.426855747 | 0.9261774488 | 0.9209044094 |
| 151 | a+b*x^2*log(x)+c*log(x)/x^2 | 0.5095124408 | -1.876143685E-011 | -1.172589803E-012 | 3.374838055 | 0.9272980325 | 0.9161131144 |
| 152 | a+b*log(x)^2+c/x^.5 | 0.5104056191 | 1.139088823E-013 | 7.119305145E-015 | 3.386680649 | 0.9270429151 | 0.9158187482 |
| 153 | a+b*log(x)+c/log(x) | 0.5167870169 | -8.726352974E-014 | -5.453970608E-015 | 3.471894671 | 0.9252072042 | 0.9137006202 |
| 154 | a+b*x^2.5+c*log(x)/x | 0.5324988075 | -3.747629514E-005 | -2.342268446E-006 | 3.68621474 | 0.9205902446 | 0.9083733592 |
| 155 | a+b*x^3+c/x^.5 | 0.5426103995 | -0.002876302458 | -0.0001797689037 | 3.827538593 | 0.9175457957 | 0.9048605335 |
| 156 | a+b*x^2.5+c/x | 0.5542755593 | -6.142534286E-007 | -3.839083929E-008 | 3.993878144 | 0.9139624496 | 0.9007259034 |
| 157 | a+b*log(x)+c/x^.5 | 0.5577265176 | 2.258193632E-013 | 1.41137102E-014 | 4.043765289 | 0.9128877629 | 0.8994858803 |
| 158 | a+b*x^2 | 0.5598492808 | -2.886579864E-015 | -1.804112415E-016 | 4.388037041 | 0.9054713378 | 0.8987192905 |
| 159 | a+b*log(x)^2+c*log(x)/x | 0.57923599 | 1.065814104E-014 | 6.661338148E-016 | 4.361686317 | 0.9060389945 | 0.8915834552 |
| 160 | a+b*x^2*log(x)+c/x^2 | 0.5910185811 | -2.886579864E-015 | -1.804112415E-016 | 4.540938522 | 0.9021774795 | 0.8871278609 |
| 161 | a+b*x^2*log(x) | 0.5952868849 | -3.552713679E-015 | -2.220446049E-016 | 4.961130654 | 0.8931255504 | 0.8854916611 |
| 162 | a+b*x^2.5+c/x^1.5 | 0.6032462784 | -3.995093145E-010 | -2.496933216E-011 | 4.730778942 | 0.8980878693 | 0.88240908 |
| 163 | a+b*log(x)^2+c/x | 0.605973132 | 1.310063169E-014 | 8.187894807E-016 | 4.773644678 | 0.8971644403 | 0.881343585 |
| 164 | a+b/log(x)+c/x^.5 | 0.6206455568 | 3.173017404E-013 | 1.983135878E-014 | 5.007611794 | 0.8921242371 | 0.8755279658 |
| 165 | a+b*x^3+c*log(x)/x | 0.625248201 | -3.889016987E-005 | -2.430635617E-006 | 5.082159068 | 0.890518313 | 0.8736749766 |
| 166 | a+b*log(x)+c*log(x)/x | 0.6382163151 | -1.081357226E-013 | -6.758482662E-015 | 5.295160843 | 0.8859297527 | 0.8683804839 |
| 167 | Second order inverse logarithm | 0.6517346141 | -4.818367927E-014 | -3.011479954E-015 | 5.521854094 | 0.8810462456 | 0.8627456681 |
| 168 | a+b*log(x)^2+c/x^1.5 | 0.6684213534 | -1.82076576E-014 | -1.1379786E-015 | 5.808232374 | 0.8748769824 | 0.8556272874 |
| 169 | a+b*log(x)+c/x | 0.670003038 | -1.874056466E-013 | -1.171285291E-014 | 5.835752922 | 0.8742841249 | 0.854943221 |
| 170 | a+b*log(x)^2+c*log(x)/x^2 | 0.6984337917 | 7.954223946E-010 | 4.971389966E-011 | 6.341526899 | 0.8633885611 | 0.8423714167 |
| 171 | a+b*log(x)^2+c/x^2 | 0.7091389061 | 1.810240846E-011 | 1.131400529E-012 | 6.537413846 | 0.8591686945 | 0.8375023398 |
| 172 | a+b*x^2.5 | 0.7197835775 | -7.327471963E-015 | -4.579669977E-016 | 7.253237578 | 0.8437481639 | 0.8325873184 |
| 173 | a+b*x^2.5+c/x^2 | 0.7267214096 | -6.217248938E-015 | -3.885780586E-016 | 6.865612093 | 0.8520985306 | 0.8293444584 |
| 174 | a+b*x^2.5+c*log(x)/x^2 | 0.7322709339 | -1.509903313E-014 | -9.436895709E-016 | 6.970869368 | 0.8498310407 | 0.8267281239 |
| 175 | a+b/log(x)+c*log(x)/x | 0.7423296383 | -4.662936703E-014 | -2.91433544E-015 | 7.163692795 | 0.8456771696 | 0.8219351957 |
| 176 | a+b*log(x)+c/x^1.5 | 0.7432526252 | 8.748557434E-014 | 5.467848396E-015 | 7.181518043 | 0.8452931717 | 0.8214921212 |
| 177 | a+b*log(x)+c*log(x)/x^2 | 0.7786486395 | -1.696420782E-013 | -1.060262989E-014 | 7.881818149 | 0.8302070565 | 0.8040850652 |
| 178 | a+b/log(x)+c/x | 0.7878156147 | -7.949196856E-014 | -4.968248035E-015 | 8.068494756 | 0.8261856024 | 0.7994449258 |
| 179 | a+b*log(x)+c/x^2 | 0.7914063767 | 4.323297276E-011 | 2.702060797E-012 | 8.14221269 | 0.8245975443 | 0.7976125511 |
| 180 | Fourth order inverse polynomial | 0.815763822 | -5.631051181E-013 | -3.519406988E-014 | 7.320176746 | 0.8423061364 | 0.7849629132 |
| 181 | Sixth order polynomial | 0.8248782259 | -4.711614896 | -0.294475931 | 6.123816789 | 0.8680785501 | 0.7801309169 |
| 182 | a+b*x^3 | 0.8323226584 | 3.108624469E-015 | 1.942890293E-016 | 9.698654108 | 0.791068127 | 0.7761444218 |
| 183 | a+b*x^3+c/x^2 | 0.8567954559 | 3.996802889E-015 | 2.498001805E-016 | 9.543279893 | 0.7944152539 | 0.7627868314 |
| 184 | a+b*x^3+c*log(x)/x^2 | 0.8645519924 | -1.776356839E-015 | -1.110223025E-016 | 9.716851919 | 0.7906761033 | 0.7584724268 |
| 185 | a+b*log(x)^2 | 0.8848739617 | 2.664535259E-014 | 1.665334537E-015 | 10.96202699 | 0.7638520968 | 0.7469843894 |
| 186 | a+b/log(x)+c/x^1.5 | 0.8860198013 | -4.618527782E-014 | -2.886579864E-015 | 10.20540415 | 0.7801515365 | 0.746328696 |
| 187 | a+b/x^.5+c*log(x)/x | 0.8910845797 | -6.350475701E-014 | -3.969047313E-015 | 10.32241247 | 0.7776309015 | 0.743420271 |
| 188 | a+b*x^3+c/x^1.5 | 0.9015817478 | 3.552713679E-015 | 2.220446049E-016 | 10.56704542 | 0.7723609309 | 0.7373395357 |
| 189 | a+b/log(x)+c*log(x)/x^2 | 0.9330770406 | 3.863576126E-014 | 2.414735079E-015 | 11.31822593 | 0.756178732 | 0.7186677677 |
| 190 | a*exp((-(x-b)^2)/(2*c^2)) | 0.9399457464 | -1.494535818 | -0.09340848861 | 11.48547408 | 0.7525758125 | 0.7145105529 |
| 191 | exp(a+b*x+c*x^2) | 0.9399457464 | -1.494535818 | -0.09340848861 | 11.48547408 | 0.7525758125 | 0.7145105529 |
| 192 | a+b/x^.5+c/x | 0.9479938196 | -1.465494393E-014 | -9.159339953E-016 | 11.68299967 | 0.7483206458 | 0.7096007452 |
| 193 | a+b/log(x)+c/x^2 | 0.950300176 | -4.884981308E-014 | -3.053113318E-015 | 11.73991552 | 0.7470945442 | 0.7081860125 |
| 194 | First order logarithm | 0.9949366045 | -3.863576126E-014 | -2.414735079E-015 | 13.85858386 | 0.7014534336 | 0.6801286788 |
| 195 | a+b*log(x) | 0.9949366045 | -3.863576126E-014 | -2.414735079E-015 | 13.85858386 | 0.7014534336 | 0.6801286788 |
| 196 | 1/(1+a*x) | 1.052154635 | 5.38 |