| 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 | 2.892018645 | 0.6457490996 | 0.04612493568 | 75.27394659 | 0.9961366457 | 0.9944195993 |
| 2 | a*x^5+b*x^4+c*x^3+d*x^2+e*x+f | 2.953803495 | -8.249825466 | -0.5892732476 | 69.7996407 | 0.9964176085 | 0.9941786139 |
| 3 | a+b*x^2+c*x^3 | 3.106648575 | -0.0001890513165 | -1.350366547E-005 | 106.1639191 | 0.9945512511 | 0.9935605695 |
| 4 | a*x^3+b*x^2+c*x+d | 3.128617605 | 4.110400909E-011 | 2.936000649E-012 | 97.88248117 | 0.994976287 | 0.9934691731 |
| 5 | a+b*x^2*log(x)+c*x^2.5 | 3.138383442 | 6.39412316E-007 | 4.567230828E-008 | 108.3439569 | 0.994439363 | 0.9934283381 |
| 6 | a+b*x^2+c*x^2.5 | 3.166522146 | -2.375175192E-005 | -1.696553708E-006 | 110.2954875 | 0.9943392028 | 0.9933099669 |
| 7 | a+b*x^2*log(x)+c*x^3 | 3.233494636 | 2.019133117E-005 | 1.44223794E-006 | 115.0103632 | 0.9940972169 | 0.9930239836 |
| 8 | a+b*x^1.5+c*x^3 | 3.555532926 | 6.85456148E-006 | 4.896115343E-007 | 139.0599583 | 0.9928628973 | 0.9915652422 |
| 9 | a+b*x^2+c*x^2*log(x) | 3.585575303 | -3.77455168E-006 | -2.696108343E-007 | 141.4198528 | 0.9927417782 | 0.9914221015 |
| 10 | a+b*x^1.5+c*x^2.5 | 3.949205935 | -1.094014396E-006 | -7.814388546E-008 | 171.5585026 | 0.9911949445 | 0.9895940253 |
| 11 | a+b*x^2.5+c*x^3 | 4.010661861 | -0.102746225 | -0.007339016072 | 176.9394942 | 0.9909187709 | 0.9892676383 |
| 12 | a+b*x^1.5+c*x^2*log(x) | 4.34152029 | 1.433978305E-007 | 1.024270218E-008 | 207.3367827 | 0.9893586627 | 0.9874238741 |
| 13 | a+b*x^1.5+c*x^2 | 4.424255617 | 1.085980195E-009 | 7.75700139E-011 | 215.3144154 | 0.9889492193 | 0.9869399865 |
| 14 | Fifth order logarithm | 4.709534198 | 2.673218735E-006 | 1.909441954E-007 | 177.4376989 | 0.990893201 | 0.9852014517 |
| 15 | Fourth order inverse logarithm | 4.804944908 | -6.142881759E-010 | -4.387772685E-011 | 207.7874601 | 0.9893355322 | 0.9845957687 |
| 16 | Third order logarithm | 4.835424696 | 1.822702878E-009 | 1.301930627E-010 | 233.8133199 | 0.9879997829 | 0.9843997178 |
| 17 | a+b*x^.5*log(x)+c*x^.5 | 5.02241553 | 4.863665026E-012 | 3.474046447E-013 | 277.4712353 | 0.9857590874 | 0.9831698306 |
| 18 | Fifth order inverse logarithm | 5.040183551 | 7.272165092E-010 | 5.194403637E-011 | 203.2276018 | 0.989569562 | 0.9830505383 |
| 19 | Fourth order logarithm | 5.089572684 | 1.524073401E-008 | 1.088623858E-009 | 233.133751 | 0.9880346611 | 0.9827167327 |
| 20 | a+b*x*log(x)+c*x^3 | 5.134859704 | -0.000189247594 | -1.351768529E-005 | 290.034626 | 0.9851142849 | 0.9824077912 |
| 21 | a+b*x/log(x)+c*log(x) | 5.211144101 | 8.526512829E-014 | 6.090366307E-015 | 298.7162513 | 0.9846687098 | 0.9818812025 |
| 22 | a+b*x/log(x)+c/log(x) | 5.220810738 | -2.98427949E-013 | -2.131628207E-014 | 299.8255124 | 0.9846117782 | 0.9818139197 |
| 23 | a+b*log(x)^2+c*x/log(x) | 5.229336859 | 2.289901602E-011 | 1.635644001E-012 | 300.8056038 | 0.9845614761 | 0.9817544717 |
| 24 | a+b*x^.5*log(x)+c*log(x)^2 | 5.241879551 | 1.607292077E-010 | 1.148065769E-011 | 302.2503134 | 0.9844873279 | 0.981666842 |
| 25 | a+b*x/log(x)+c/x^.5 | 5.265076537 | -3.828759532E-011 | -2.734828237E-012 | 304.9313404 | 0.9843497271 | 0.9815042229 |
| 26 | a+b*x*log(x)+c*x^2.5 | 5.265138339 | 0.0001235615267 | 8.825823339E-006 | 304.938499 | 0.9843493597 | 0.9815037887 |
| 27 | a+b*x+c/x^.5 | 5.337448794 | -6.104752259E-010 | -4.360537328E-011 | 313.3719559 | 0.9839165216 | 0.9809922527 |
| 28 | a+b*x+c/log(x) | 5.346971557 | 1.918465387E-013 | 1.370332419E-014 | 314.4911531 | 0.98385908 | 0.9809243672 |
| 29 | a+b*x+c*log(x)/x | 5.355022373 | -3.984368391E-011 | -2.845977422E-012 | 315.4389107 | 0.9838104373 | 0.9808668805 |
| 30 | a+b*x/log(x)+c*x^.5 | 5.36426846 | -8.029132914E-013 | -5.735094939E-014 | 316.5291373 | 0.9837544826 | 0.9808007522 |
| 31 | a+b*x*log(x)+c*x^2*log(x) | 5.367879529 | 4.669787133E-005 | 3.335562238E-006 | 316.955437 | 0.9837326032 | 0.9807748947 |
| 32 | a+b*x+c/x | 5.370289488 | -9.947598301E-014 | -7.105427358E-015 | 317.240101 | 0.9837179932 | 0.9807576283 |
| 33 | a+b*x+c*log(x) | 5.373792507 | -2.077982231E-011 | -1.484273022E-012 | 317.6541049 | 0.9836967449 | 0.9807325167 |
| 34 | a+b*x/log(x)+c*log(x)/x | 5.381507441 | 1.27009514E-012 | 9.072108144E-014 | 318.5668457 | 0.9836498994 | 0.9806771539 |
| 35 | a+b*x*log(x) | 5.383059702 | 8.704148513E-014 | 6.217248938E-015 | 347.727981 | 0.9821532355 | 0.9806660052 |
| 36 | a+b*x*log(x)+c*x^2 | 5.388641319 | 4.673861529E-007 | 3.338472521E-008 | 319.4120079 | 0.9836065224 | 0.9806258901 |
| 37 | a+b*x+c*log(x)^2 | 5.395483977 | -4.58282301E-011 | -3.273445007E-012 | 320.2237208 | 0.9835648621 | 0.9805766552 |
| 38 | a+b*log(x)^2+c*x^.5 | 5.41971187 | -1.191136079E-011 | -8.508114848E-013 | 323.1060443 | 0.9834169299 | 0.9804018263 |
| 39 | a+b*x^.5*log(x)+c*x/log(x) | 5.419841768 | 1.563194019E-013 | 1.116567156E-014 | 323.1215327 | 0.983416135 | 0.9804008868 |
| 40 | a+b*x+c/x^1.5 | 5.419889604 | 3.580396424E-009 | 2.557426017E-010 | 323.1272365 | 0.9834158423 | 0.9804005409 |
| 41 | a+b*x/log(x)+c/x | 5.44033757 | 7.283063042E-014 | 5.202187887E-015 | 325.5700017 | 0.98329047 | 0.9802523736 |
| 42 | a+b*x+c*log(x)/x^2 | 5.448691883 | 1.760973589E-010 | 1.257838278E-011 | 326.5706756 | 0.9832391115 | 0.9801916772 |
| 43 | a*x+b | 5.450849946 | 2.273736754E-013 | 1.624097682E-014 | 356.5411816 | 0.9817009075 | 0.9801759831 |
| 44 | a*(x-b) | 5.450849946 | 2.398081733E-013 | 1.712915524E-014 | 356.5411816 | 0.9817009075 | 0.9801759831 |
| 45 | a+b*x+c/x^2 | 5.458894552 | 3.822719918E-012 | 2.730514227E-013 | 327.794827 | 0.9831762832 | 0.9801174256 |
| 46 | a+b*x+c*x^.5 | 5.480786458 | 2.371436381E-012 | 1.693883129E-013 | 330.4292221 | 0.9830410757 | 0.9799576349 |
| 47 | a+b*x^.5*log(x)+c*log(x) | 5.491330187 | 1.382893799E-012 | 9.877812853E-014 | 331.7017794 | 0.9829757631 | 0.9798804473 |
| 48 | a+b*x*log(x)+c*x^1.5 | 5.495706297 | -3.132250015E-011 | -2.237321439E-012 | 332.2306648 | 0.9829486186 | 0.9798483675 |
| 49 | a+b*x+c*x^.5*log(x) | 5.506769567 | 2.270184041E-012 | 1.621560029E-013 | 333.5696217 | 0.9828798981 | 0.9797671523 |
| 50 | a+b*x+c*x/log(x) | 5.554488496 | -6.311751122E-011 | -4.508393658E-012 | 339.375767 | 0.9825819039 | 0.9794149774 |
| 51 | a+b*x*log(x)+c/x | 5.58159171 | -1.040802999E-010 | -7.434307138E-012 | 342.6958262 | 0.9824115055 | 0.9792135974 |
| 52 | a+b*x*log(x)+c/x^1.5 | 5.581707163 | 1.214708334E-009 | 8.676488099E-011 | 342.7100034 | 0.9824107778 | 0.9792127374 |
| 53 | a+b*x*log(x)+c*log(x)/x | 5.583019645 | 4.754632243E-010 | 3.396165888E-011 | 342.8711919 | 0.982402505 | 0.9792029605 |
| 54 | a+b*x*log(x)+c*log(x)/x^2 | 5.584022565 | 6.128075825E-011 | 4.377197018E-012 | 342.9943881 | 0.9823961821 | 0.9791954879 |
| 55 | a+b*x*log(x)+c/x^2 | 5.585156054 | 1.652011861E-012 | 1.180008472E-013 | 343.1336497 | 0.9823890346 | 0.9791870409 |
| 56 | a+b*x+c*x*log(x) | 5.592262247 | 1.296864838E-010 | 9.26332027E-012 | 344.0073674 | 0.982344192 | 0.9791340451 |
| 57 | a+b*x*log(x)+c/x^.5 | 5.592707676 | -9.656275779E-011 | -6.897339842E-012 | 344.0621707 | 0.9823413793 | 0.979130721 |
| 58 | n*log(n) | 5.592990269 | 0.008919547273 | 0.0006371105195 | 344.0969417 | 0.9823395947 | 0.9791286119 |
| 59 | a+b*x*log(x)+c*x/log(x) | 5.601278929 | -4.111768703E-010 | -2.936977645E-011 | 345.1175821 | 0.9822872114 | 0.9790667044 |
| 60 | a+b*x/log(x)+c/x^1.5 | 5.603100881 | 6.879339765E-009 | 4.913814118E-010 | 345.3421344 | 0.9822756865 | 0.9790530841 |
| 61 | a+b*x*log(x)+c/log(x) | 5.603706863 | -9.627143527E-011 | -6.876531091E-012 | 345.4168366 | 0.9822718525 | 0.979048553 |
| 62 | a+b*x*log(x)+c*log(x) | 5.614652269 | 2.238209618E-013 | 1.598721155E-014 | 346.7675211 | 0.9822025301 | 0.9789666265 |
| 63 | a+b*x*log(x)+c*x^.5*log(x) | 5.61668716 | 5.39927214E-010 | 3.856622957E-011 | 347.0189212 | 0.9821896273 | 0.9789513777 |
| 64 | a+b*x*log(x)+c*log(x)^2 | 5.61898602 | 2.24016361E-011 | 1.600116864E-012 | 347.3030428 | 0.982175045 | 0.9789341441 |
| 65 | a+b*x*log(x)+c*x^.5 | 5.620407442 | 4.803624165E-011 | 3.431160118E-012 | 347.4787779 | 0.9821660256 | 0.9789234848 |
| 66 | a+b*x+c*x^3 | 5.657049094 | 1.586187194E-005 | 1.132990853E-006 | 352.024249 | 0.9819327342 | 0.9786477768 |
| 67 | a+b*x+c*x^1.5 | 5.664031537 | -2.790507381E-009 | -1.993219558E-010 | 352.8937858 | 0.9818881062 | 0.9785950346 |
| 68 | a+b*x/log(x)+c*log(x)/x^2 | 5.685996354 | 3.389573067E-010 | 2.421123619E-011 | 355.6360999 | 0.9817473598 | 0.978428698 |
| 69 | a+b*x+c*x^2.5 | 5.686091704 | -1.648322687E-005 | -1.177373348E-006 | 355.6480276 | 0.9817467477 | 0.9784279745 |
| 70 | a*x^2+b*x+c | 5.691957206 | 3.311129149E-012 | 2.365092249E-013 | 356.3821452 | 0.9817090699 | 0.9783834462 |
| 71 | a+b*x+c*x^2*log(x) | 5.693050654 | 2.604045335E-007 | 1.860032382E-008 | 356.5190832 | 0.9817020417 | 0.9783751402 |
| 72 | a+b*x/log(x)+c/x^2 | 5.713947768 | 7.74491582E-012 | 5.532082728E-013 | 359.1411901 | 0.9815674649 | 0.9782160948 |
| 73 | a+b*x^.5+c*log(x) | 5.807806587 | -1.941558025E-012 | -1.386827161E-013 | 371.0367908 | 0.980956936 | 0.9774945607 |
| 74 | a+b*x^1.5+c*x/log(x) | 5.82365386 | -6.318499501E-009 | -4.51321393E-010 | 373.0643871 | 0.9808528718 | 0.9773715757 |
| 75 | a+b*x^2+c*x/log(x) | 6.002347298 | 9.030951986E-009 | 6.45067999E-010 | 396.3099039 | 0.9796598206 | 0.9759616062 |
| 76 | a+b*x^2*log(x)+c*x/log(x) | 6.028093539 | -5.070531781E-007 | -3.621808415E-008 | 399.7170288 | 0.9794849536 | 0.9757549452 |
| 77 | a+b*x/log(x) | 6.033721452 | 3.907985047E-014 | 2.79141789E-015 | 436.8695347 | 0.9775781412 | 0.975709653 |
| 78 | a+b*x^.5*log(x)+c/log(x) | 6.117266436 | -2.495781359E-012 | -1.782700971E-013 | 411.6304351 | 0.9788735108 | 0.975032331 |
| 79 | a+b*x^2.5+c*x/log(x) | 6.126110641 | -2.855464842E-008 | -2.039617745E-009 | 412.8215474 | 0.9788123783 | 0.9749600834 |
| 80 | a+b*x^3+c*x/log(x) | 6.207879147 | 0.0001148983268 | 8.207023341E-006 | 423.9153986 | 0.9782429983 | 0.9742871798 |
| 81 | a+b*x^1.5+c*x^.5*log(x) | 6.274625611 | 2.622545736E-009 | 1.873246954E-010 | 433.0801921 | 0.9777726251 | 0.9737312843 |
| 82 | a+b*x^1.5+c*x^.5 | 6.431534049 | -2.356159712E-011 | -1.682971223E-012 | 455.0109324 | 0.9766470535 | 0.9724010632 |
| 83 | a*(1+x)^b | 6.485597048 | 25.21412537 | 1.801008955 | 504.7556288 | 0.9740939605 | 0.9719351238 |
| 84 | a*x^b | 6.491793003 | 25.28097731 | 1.805784094 | 505.7205167 | 0.9740444386 | 0.9718814752 |
| 85 | a+b*x^.5*log(x)+c/x^.5 | 6.685466109 | -4.87254681E-011 | -3.480390579E-012 | 491.650028 | 0.9747665913 | 0.9701786988 |
| 86 | a+b*x^.5+c/log(x) | 6.69384416 | -8.046896482E-013 | -5.747783202E-014 | 492.883046 | 0.974703308 | 0.9701039095 |
| 87 | Third order inverse logarithm | 6.713065002 | -7.04112324E-011 | -5.029373743E-012 | 450.6524172 | 0.9768707496 | 0.9699319745 |
| 88 | a+b*x^2+c*x^.5*log(x) | 7.012418832 | -1.053073184E-008 | -7.521951316E-010 | 540.9141966 | 0.9722381609 | 0.9671905538 |
| 89 | a+b*x^1.5+c*log(x)^2 | 7.034466683 | 1.574065323E-010 | 1.124332373E-011 | 544.3209366 | 0.9720633136 | 0.9669839161 |
| 90 | a+b*x^2*log(x)+c*x^.5*log(x) | 7.134526421 | -4.661024935E-007 | -3.329303525E-008 | 559.9161398 | 0.9712629066 | 0.9660379805 |
| 91 | a+b*x^1.5+c*log(x) | 7.223789896 | -6.009554099E-008 | -4.292538642E-009 | 574.014545 | 0.9705393211 | 0.9651828341 |
| 92 | exp(a+b/x+c*log(x)) | 7.311298924 | -1.899321904 | -0.1356658503 | 588.0060116 | 0.9698212242 | 0.964334174 |
| 93 | a*b^(1/x)*x^c | 7.311298924 | -1.899321904 | -0.1356658503 | 588.0060116 | 0.9698212242 | 0.964334174 |
| 94 | a+b*x^2+c*x^.5 | 7.357443024 | -8.323658207E-009 | -5.945470148E-010 | 595.4516463 | 0.969439085 | 0.963882555 |
| 95 | a+b*x^.5+c/x^.5 | 7.435927084 | -2.082423123E-011 | -1.487445088E-012 | 608.2231275 | 0.9687836024 | 0.9631078938 |
| 96 | a+b*x^.5*log(x)+c*log(x)/x | 7.509338782 | -1.216804435E-012 | -8.69146025E-014 | 620.2918584 | 0.9681641878 | 0.9623758583 |
| 97 | a+b*x^2*log(x)+c*x^.5 | 7.511594062 | -6.477289816E-010 | -4.626635583E-011 | 620.6644988 | 0.9681450624 | 0.9623532556 |
| 98 | a+b*x^1.5+c/log(x) | 7.579438028 | 2.54019028E-012 | 1.814421629E-013 | 631.926689 | 0.9675670426 | 0.9616701413 |
| 99 | a+b*x^2.5+c*x^.5*log(x) | 7.63176575 | -2.545603728E-008 | -1.818288377E-009 | 640.6823331 | 0.9671176686 | 0.9611390629 |
| 100 | a+b*x^.5*log(x)+c/x | 7.83195641 | 2.149391776E-013 | 1.53527984E-014 | 674.7349532 | 0.9653699545 | 0.9590735826 |
| 101 | a+b*x^1.5+c/x^.5 | 7.877418656 | 2.12452278E-012 | 1.517516271E-013 | 682.5909715 | 0.9649667529 | 0.9585970716 |
| 102 | a+b*x^3+c*x^.5*log(x) | 8.135530123 | 0.0002347428651 | 1.676734751E-005 | 728.0553541 | 0.9626333423 | 0.9558394046 |
| 103 | a+b*x^2.5+c*x^.5 | 8.135657254 | -2.011315559E-010 | -1.43665397E-011 | 728.0781084 | 0.9626321745 | 0.9558380244 |
| 104 | a+b*x^1.5+c*log(x)/x | 8.18702144 | -1.709932E-007 | -1.22138E-008 | 737.3005207 | 0.9621588441 | 0.955278634 |
| 105 | Sixth order polynomial | 8.270616107 | -41.00902405 | -2.929216003 | 478.8216355 | 0.9754249948 | 0.9543607046 |
| 106 | a+b*x^1.5+c/x | 8.282218007 | -5.453737561E-006 | -3.895526829E-007 | 754.5464862 | 0.9612737135 | 0.9542325705 |
| 107 | a+b*x^.5+c*log(x)/x | 8.487645255 | 4.76063633E-013 | 3.400454521E-014 | 792.4413418 | 0.9593288008 | 0.9519340373 |
| 108 | a+b*x^1.5+c/x^1.5 | 8.490086459 | -3.425491002E-009 | -2.446779287E-010 | 792.897249 | 0.9593054019 | 0.951906384 |
| 109 | a+b*x^1.5+c*log(x)/x^2 | 8.570007067 | -1.594244736E-010 | -1.13874624E-011 | 807.8952324 | 0.9585356465 | 0.9509966731 |
| 110 | a+b*x^1.5 | 8.576665511 | 8.171241461E-014 | 5.836601044E-015 | 882.7102955 | 0.9546958439 | 0.9509204975 |
| 111 | a+b*x^1.5+c/x^2 | 8.593361397 | -3.531397397E-012 | -2.522426712E-013 | 812.3044611 | 0.9583093476 | 0.950729229 |
| 112 | a+b*x^.5*log(x)+c/x^1.5 | 8.600499297 | 3.059228959E-008 | 2.185163542E-009 | 813.6544697 | 0.9582400598 | 0.9506473435 |
| 113 | a+b*x^3+c*x^.5 | 8.769216048 | -4.464624226E-010 | -3.189017304E-011 | 845.8906511 | 0.9565855725 | 0.9486920402 |
| 114 | a+b*x^2+c*log(x)^2 | 8.785689724 | -1.147792261E-008 | -8.198516152E-010 | 849.0717832 | 0.9564223043 | 0.9484990869 |
| 115 | a+b*x^.5+c/x | 8.894150063 | 1.065814104E-013 | 7.612957883E-015 | 870.1649589 | 0.9553397198 | 0.9472196688 |
| 116 | a+b*x^.5*log(x)+c*log(x)/x^2 | 8.94593536 | 1.537145522E-009 | 1.097961087E-010 | 880.327354 | 0.9548181458 | 0.9466032632 |
| 117 | a+b*x^.5*log(x)+c/x^2 | 9.057500514 | 3.463185294E-011 | 2.473703781E-012 | 902.4214712 | 0.953684189 | 0.9452631325 |
| 118 | a+b*x^2*log(x)+c*log(x)^2 | 9.082648564 | -3.36918049E-010 | -2.406557493E-011 | 907.4395542 | 0.9534266413 | 0.9449587579 |
| 119 | Second order logarithm | 9.228071088 | -1.686117912E-011 | -1.204369937E-012 | 936.7302561 | 0.9519233275 | 0.9431821144 |
| 120 | a+b*log(x)^2+c*log(x) | 9.228071088 | -2.87769808E-012 | -2.055498628E-013 | 936.7302561 | 0.9519233275 | 0.9431821144 |
| 121 | a+b*x^2+c*log(x) | 9.242722335 | 4.45155024E-012 | 3.179678743E-013 | 939.7070778 | 0.9517705454 | 0.9430015536 |
| 122 | a*b^x*x^c | 9.435903514 | 0.061005018 | 0.004357501286 | 979.3990265 | 0.9497333988 | 0.9405940168 |
| 123 | a*x^b*exp(-c*x) | 9.435903515 | 0.06100501479 | 0.004357501056 | 979.3990265 | 0.9497333988 | 0.9405940168 |
| 124 | x^a*exp(b-c*x) | 9.435903516 | 0.06100499992 | 0.004357499994 | 979.3990268 | 0.9497333988 | 0.9405940168 |
| 125 | a+b*x^2*log(x)+c*log(x) | 9.584792574 | -1.267252969E-011 | -9.051806923E-013 | 1010.550736 | 0.9481345709 | 0.9387044928 |
| 126 | a+b*x^.5+c/x^1.5 | 9.848721059 | 2.593480986E-013 | 1.852486418E-014 | 1066.970371 | 0.9452388938 | 0.935282329 |
| 127 | a+b*x^2+c/log(x) | 10.12660385 | 5.506706202E-013 | 3.933361573E-014 | 1128.029161 | 0.9421051171 | 0.9315787747 |
| 128 | a+b*x^2.5+c*log(x)^2 | 10.2602757 | -5.843503459E-011 | -4.173931042E-012 | 1158.005832 | 0.9405665967 | 0.9297605234 |
| 129 | a+b*x^.5+c*log(x)/x^2 | 10.27485408 | 2.371468355E-009 | 1.693905968E-010 | 1161.298891 | 0.940397584 | 0.9295607811 |
| 130 | a+b*x^.5+c/x^2 | 10.41256967 | 5.359979127E-011 | 3.828556519E-012 | 1192.637679 | 0.9387891544 | 0.9276599098 |
| 131 | a+b*x^2*log(x)+c/log(x) | 10.55711526 | 6.998845947E-013 | 4.999175677E-014 | 1225.97951 | 0.9370779208 | 0.9256375428 |
| 132 | a+b*x^.5*log(x) | 10.68910782 | 2.557953849E-013 | 1.827109892E-014 | 1371.084312 | 0.929630573 | 0.9237664541 |
| 133 | a+b*x^2+c/x^.5 | 10.89597053 | 3.97903932E-013 | 2.842170943E-014 | 1305.943912 | 0.9329738339 | 0.9207872583 |
| 134 | a+b*x^2.5+c*log(x) | 10.9299129 | -1.430677798E-011 | -1.021912713E-012 | 1314.092956 | 0.932555593 | 0.9202929736 |
| 135 | a+b*log(x)^2+c/log(x) | 10.93639475 | -2.142286348E-012 | -1.530204535E-013 | 1315.65203 | 0.9324755752 | 0.9201984071 |
| 136 | a+b*x^2*log(x)+c/x^.5 | 11.40571276 | 2.202682481E-013 | 1.573344629E-014 | 1430.99312 | 0.9265558179 | 0.9132023302 |
| 137 | a+b*x^3+c*log(x)^2 | 11.45376516 | -7.756568721E-010 | -5.540406229E-011 | 1443.0761 | 0.925935672 | 0.9124694305 |
| 138 | a+b*x^2+c*log(x)/x | 11.70496612 | -0.0005203009557 | -3.716435398E-005 | 1507.068551 | 0.9226513282 | 0.9085879334 |
| 139 | a+b*x^2+c/x | 11.95607418 | -8.388018664E-006 | -5.991441903E-007 | 1572.424806 | 0.9192969888 | 0.904623714 |
| 140 | a+b*log(x)^2+c/x^.5 | 12.00724409 | -1.730171562E-012 | -1.23583683E-013 | 1585.913017 | 0.9186047208 | 0.9038055792 |
| 141 | a+b*log(x)+c/log(x) | 12.11579274 | -1.208988465E-011 | -8.635631892E-013 | 1614.716772 | 0.9171263991 | 0.9020584717 |
| 142 | a+b*x^2.5+c/log(x) | 12.22503252 | 5.75539616E-013 | 4.110997257E-014 | 1643.965621 | 0.9156252334 | 0.9002843668 |
| 143 | a+b*x^3+c*log(x) | 12.28556796 | -3.968381179E-011 | -2.834557985E-012 | 1660.286982 | 0.9147875572 | 0.8992943857 |
| 144 | a+b*x^2*log(x)+c*log(x)/x | 12.29615099 | -0.0005400654397 | -3.857610284E-005 | 1663.14862 | 0.9146406866 | 0.8991208115 |
| 145 | a+b*x^.5 | 12.47296267 | 1.421085472E-014 | 1.015061051E-015 | 1866.897572 | 0.9041834909 | 0.8961987818 |
| 146 | a+b*x^2+c/x^1.5 | 12.51039957 | -5.110198487E-009 | -3.650141776E-010 | 1721.611072 | 0.9116401642 | 0.8955747395 |
| 147 | a+b*x^2*log(x)+c/x | 12.57196926 | -8.68636932E-006 | -6.204549514E-007 | 1738.598523 | 0.9107683016 | 0.8945443564 |
| 148 | a+b*x^2+c*log(x)/x^2 | 12.7254573 | -2.359712425E-010 | -1.685508875E-011 | 1781.309897 | 0.9085761862 | 0.8919536746 |
| 149 | a+b*x^2+c/x^2 | 12.78853294 | -5.186961971E-012 | -3.704972836E-013 | 1799.012322 | 0.9076676283 | 0.8908799244 |
| 150 | a+b*log(x)+c/x^.5 | 13.14723461 | 2.714273251E-012 | 1.938766608E-013 | 1901.347556 | 0.9024153825 | 0.8846727248 |
| 151 | a+b*x^2*log(x)+c/x^1.5 | 13.18050399 | -5.264482184E-009 | -3.760344417E-010 | 1910.98254 | 0.9019208774 | 0.8840883096 |
| 152 | a+b*x^2 | 13.18546453 | 9.947598301E-014 | 7.105427358E-015 | 2086.277698 | 0.892924042 | 0.8840010455 |
| 153 | a+b*x^2.5+c/x^.5 | 13.36025054 | -0.04452467746 | -0.003180334105 | 1963.459239 | 0.8992275673 | 0.8809053068 |
| 154 | a+b*x^2*log(x)+c*log(x)/x^2 | 13.41622259 | -2.428635071E-010 | -1.734739336E-011 | 1979.945314 | 0.8983814372 | 0.8799053349 |
| 155 | a*exp((-(x-b)^2)/(2*c^2)) | 13.60125169 | -23.21624952 | -1.658303537 | 2034.934524 | 0.8955591752 | 0.8765699343 |
| 156 | exp(a+b*x+c*x^2) | 13.60125169 | -23.21624952 | -1.658303537 | 2034.934524 | 0.8955591752 | 0.8765699343 |
| 157 | a+b*log(x)^2+c*log(x)/x | 13.84783421 | -2.401634447E-012 | -1.715453176E-013 | 2109.387634 | 0.8917379494 | 0.8720539402 |
| 158 | a+b*x^2*log(x) | 13.93917209 | 1.918465387E-013 | 1.370332419E-014 | 2331.606222 | 0.8803328195 | 0.8703605544 |
| 159 | a+b*x^3+c/log(x) | 13.9503327 | -14.60666453 | -1.043333181 | 2140.729605 | 0.8901293565 | 0.8701528758 |
| 160 | a+b*x^2*log(x)+c/x^2 | 14.18052915 | 1.953992523E-013 | 1.395708945E-014 | 2211.961478 | 0.8864734572 | 0.8658322677 |
| 161 | a+b*x^2.5+c*log(x)/x | 14.53524972 | -0.0005970240798 | -4.264457713E-005 | 2324.008329 | 0.8807227732 | 0.8590360047 |
| 162 | a+b*log(x)^2+c/x | 14.57417178 | -9.379164112E-013 | -6.699402937E-014 | 2336.471314 | 0.8800831239 | 0.8582800555 |
| 163 | a+b/log(x)+c/x^.5 | 14.66719566 | 6.96331881E-013 | 4.97379915E-014 | 2366.392912 | 0.87854743 | 0.8564651446 |
| 164 | a+b*x^2.5+c/x | 14.89475501 | -9.526866627E-006 | -6.804904734E-007 | 2440.390994 | 0.8747495581 | 0.8519767505 |
| 165 | a+b*log(x)+c*log(x)/x | 15.25907437 | 1.307398634E-012 | 9.33856167E-014 | 2561.232857 | 0.8685474795 | 0.8446470212 |
| 166 | a+b*x^3+c/x^.5 | 15.29350253 | -0.04917110563 | -0.003512221831 | 2572.803415 | 0.8679536331 | 0.8439452027 |
| 167 | Second order inverse logarithm | 15.51609424 | 4.689582056E-013 | 3.349701469E-014 | 2648.240984 | 0.864081881 | 0.8393694958 |
| 168 | a+b*x^2.5+c/x^1.5 | 15.68411653 | -5.674237968E-009 | -4.05302712E-010 | 2705.906625 | 0.8611222541 | 0.8358717548 |
| 169 | Fourth order inverse polynomial | 15.72654867 | -6.536993169E-013 | -4.669280835E-014 | 2225.918997 | 0.8857571026 | 0.8349824815 |
| 170 | a+b*log(x)+c/x | 16.0985413 | -9.521272659E-013 | -6.800909042E-014 | 2850.793353 | 0.8536860987 | 0.8270835711 |
| 171 | a+b*log(x)^2+c/x^1.5 | 16.19975596 | -5.684341886E-013 | -4.060244204E-014 | 2886.753027 | 0.8518405071 | 0.8249024175 |
| 172 | a+b*x^2.5 | 16.69009876 | 3.552713679E-014 | 2.537652628E-015 | 3342.71276 | 0.8284388644 | 0.8141421031 |
| 173 | a+b*x^3+c*log(x)/x | 16.72538407 | -0.0006366956751 | -4.547826251E-005 | 3077.123195 | 0.842069963 | 0.8133554109 |
| 174 | a+b*log(x)^2+c*log(x)/x^2 | 16.91978671 | 1.31852147E-008 | 9.418010498E-010 | 3149.071007 | 0.838377319 | 0.808991377 |
| 175 | a+b*x^2.5+c/x^2 | 17.0470753 | 2.842170943E-014 | 2.030122102E-015 | 3196.63054 | 0.8359363771 | 0.8061066275 |
| 176 | a+b*x^2.5+c*log(x)/x^2 | 17.1024205 | 1.492139745E-013 | 1.065814104E-014 | 3217.420655 | 0.8348693468 | 0.8048455917 |
| 177 | a+b*log(x)^2+c/x^2 | 17.1554755 | 2.993658654E-010 | 2.13832761E-011 | 3237.413735 | 0.8338432235 | 0.8036329005 |
| 178 | a+b/log(x)+c*log(x)/x | 17.76280264 | 3.616662525E-012 | 2.583330375E-013 | 3470.688733 | 0.8218706353 | 0.789483478 |
| 179 | a+b*log(x)+c/x^1.5 | 17.93915841 | -1.5063506E-012 | -1.075964714E-013 | 3539.947448 | 0.8183160062 | 0.7852825528 |
| 180 | a+b*log(x)+c*log(x)/x^2 | 18.75209396 | -1.499245172E-012 | -1.070889409E-013 | 3868.051307 | 0.8014764287 | 0.7653812339 |
| 181 | a+b/log(x)+c/x | 18.90491106 | 3.723243935E-012 | 2.659459954E-013 | 3931.352284 | 0.7982275742 | 0.7615416786 |
| 182 | a+b*log(x)+c/x^2 | 19.019589 | 7.09832193E-010 | 5.07022995E-011 | 3979.192423 | 0.7957722305 | 0.7586399088 |
| 183 | a+b*x^3 | 19.28415106 | 1.918465387E-013 | 1.370332419E-014 | 4462.541787 | 0.7709648445 | 0.7518785815 |
| 184 | a+b*x^3+c/x^2 | 19.83341585 | 2.273736754E-013 | 1.624097682E-014 | 4327.008229 | 0.7779209586 | 0.737542951 |
| 185 | a+b*x^3+c*log(x)/x^2 | 19.91722806 | 2.415845302E-013 | 1.725603787E-014 | 4363.655708 | 0.7760400661 | 0.7353200781 |
| 186 | Fifth order inverse polynomial | 20.13347253 | 2.588507186E-010 | 1.848933705E-011 | 3242.853729 | 0.8335640217 | 0.7295415353 |
| 187 | a+b*x^3+c/x^1.5 | 20.37472206 | 2.273736754E-013 | 1.624097682E-014 | 4566.422287 | 0.7656332896 | 0.7230211605 |
| 188 | a+b*log(x)^2 | 20.73710955 | -2.273736754E-013 | -1.624097682E-014 | 5160.332551 | 0.7351514844 | 0.7130807748 |
| 189 | a+b/log(x)+c/x^1.5 | 21.21918718 | 1.634248292E-012 | 1.167320209E-013 | 4952.792952 | 0.745803231 | 0.6995856366 |
| 190 | a+b/x^.5+c*log(x)/x | 21.30011775 | -2.842170943E-014 | -2.030122102E-015 | 4990.645178 | 0.7438605062 | 0.6972896892 |
| 191 | a+b/log(x)+c*log(x)/x^2 | 22.2188158 | 2.2595259E-012 | 1.613947071E-013 | 5430.433531 | 0.7212888422 | 0.6706140863 |
| 192 | a+b/log(x)+c/x^2 | 22.55028582 | 6.394884622E-013 | 4.56777473E-014 | 5593.669296 | 0.7129109422 | 0.6607129317 |
| 193 | a+b/x^.5+c/x | 22.63864944 | 1.051603249E-012 | 7.511451778E-014 | 5637.592933 | 0.7106566088 | 0.6580487195 |
| 194 | First order logarithm | 23.10923418 | 4.689582056E-013 | 3.349701469E-014 | 6408.44045 | 0.6710936894 | 0.6436848302 |
| 195 | a+b*log(x) | 23.10923418 | 4.689582056E-013 | 3.349701469E-014 | 6408.44045 | 0.6710936894 | 0.6436848302 |
| 196 | a+b*x^3+c/x | 23.22711362 | 1.776356839E-013 | 1.268826314E-014 | 5934.486878 | 0.6954188466 | 0.640040455 |