File: neural_function.c

    1   /*
    2    * File: neural_function.c
    3    *
    4    * MATLAB Coder version            : 3.0
    5    * C/C++ source code generated on  : 09-Nov-2018 15:50:30
    6    */
    7   
    8   /* Include Files */
    9   #include "rt_nonfinite.h"
   10   #include "neural_function.h"
   11   #include "bsxfun.h"
   12   
   13   /* Function Declarations */
   14   static void mapminmax_apply(const double x[99], const double settings_gain[99],
   15     const double settings_xoffset[99], double y[99]);
   16   
   17   /* Function Definitions */
   18   
   19   /*
   20    * Arguments    : const double x[99]
   21    *                const double settings_gain[99]
   22    *                const double settings_xoffset[99]
   23    *                double y[99]
   24    * Return Type  : void
   25    */
   26   static void mapminmax_apply(const double x[99], const double settings_gain[99],
   27     const double settings_xoffset[99], double y[99])
   28   {
   29     double bv[99];
   30     double av[99];
   31     int k;
   32   
   33     /*  ===== MODULE FUNCTIONS ======== */
   34     /*  Map Minimum and Maximum Input Processing Function */
   35     bsxfun(x, settings_xoffset, bv);
   36     memcpy(&av[0], &bv[0], 99U * sizeof(double));
   37     for (k = 0; k < 99; k++) {
   38       y[k] = av[k] * settings_gain[k];
   39     }
   40   
   41     for (k = 0; k < 99; k++) {
   42       av[k] = y[k] + -1.0;
   43     }
   44   
   45     memcpy(&y[0], &av[0], 99U * sizeof(double));
   46   }
   47   
   48   /*
   49    * NEURAL_FUNCTION neural network simulation function.
   50    *
   51    *  Generated by Neural Network Toolbox function genFunction, 09-Nov-2018 15:42:06.
   52    *
   53    *  [Y] = neural_function(X,~,~) takes these arguments:
   54    *
   55    *    X = 1xTS cell, 1 inputs over TS timesteps
   56    *    Each X{1,ts} = 99xQ matrix, input #1 at timestep ts.
   57    *
   58    *  and returns:
   59    *    Y = 1xTS cell of 1 outputs over TS timesteps.
   60    *    Each Y{1,ts} = 4xQ matrix, output #1 at timestep ts.
   61    *
   62    *  where Q is number of samples (or series) and TS is the number of timesteps.
   63    * Arguments    : const double X[99]
   64    *                double Y[4]
   65    * Return Type  : void
   66    */
   67   void neural_function(const double X[99], double Y[4])
   68   {
   69     double dv0[99];
   70     static const double dv1[99] = { -4.05762763830024, -2.59873765255088,
   71       -2.05004108913783, -2.21849937824747, -2.96033548643477, -2.01948486828478,
   72       -1.46344830219492, -1.43360882337744, -1.29737488481975, -1.29338790287586,
   73       -1.35448161667006, -1.38039408791183, -1.26638524296108, -1.48872770162161,
   74       -1.86931233521662, -2.02134275050832, -1.79129352831363, -1.01825591349221,
   75       -0.962022567117047, -1.53284647896189, -1.28204063662633, -1.33621794786464,
   76       -1.85360877423654, -2.38662408872736, -2.87515278826538, -2.61068332093961,
   77       -2.65842915756689, -2.73271225868527, -3.35268321191064, -2.90984646029252,
   78       -2.87100769229521, -2.85145763876184, -3.32779971684996, -2.86999729895539,
   79       -2.60958987372278, -2.57927880615327, -3.00412221612259, -2.22796903844958,
   80       -2.19855642213759, -1.60414838367691, -1.31126984519922, -1.51011574031277,
   81       -2.00688712867835, -1.53419720218139, -1.71168770954036, -1.94765240298836,
   82       -1.37332026123437, -1.36542494589466, -1.20217200747394, -1.28252858035176,
   83       -1.51413659370243, -1.27705379163561, -1.46295202156441, -1.48576359799892,
   84       -1.1013912841536, -2.40208725471448, -1.09961574641525, -1.22028253799524,
   85       -1.28627592008587, -1.94490267095187, -1.84970120529274, -1.82734178681765,
   86       -1.46733433506048, -1.61932634395002, -1.90360295654382, -2.4089978078748,
   87       -2.30173753835923, -1.51320053020325, -1.85075997513293, -2.13167088932755,
   88       -2.08005830454076, -2.16442676704049, -2.47799389250769, -3.05229821334568,
   89       -3.51756272612398, -4.04399678570671, -3.04040439877629, -3.01757074548357,
   90       -3.33221873823728, -2.35446775075918, -2.5464633856792, -2.55405516685023,
   91       -2.06208462554968, -2.04608626009123, -1.75081683693681, -2.14746811509514,
   92       -1.55736651684622, -1.19974834005527, -1.62506681037525, -1.18793396901887,
   93       -1.18807789394182, -1.35916380370802, -1.42563569600969, -1.40798479193135,
   94       -1.20215720418392, -1.04232983929475, -1.0368857302353, -2.02899946485581,
   95       -2.00369155277372 };
   96   
   97     static const double dv2[99] = { 0.315228379523259, 0.478478421687297,
   98       0.569244717090991, 0.459839359584961, 0.380176781336267, 0.48095668385514,
   99       0.655945913903732, 0.55701847403085, 0.549294836330586, 0.502204756252937,
  100       0.502937188286531, 0.479276997120008, 0.479807541439576, 0.43404086764084,
  101       0.384509792856587, 0.422520584480681, 0.560583607537962, 0.798391343330976,
  102       0.611998572463669, 0.577554608565274, 0.590336332402432, 0.767658100257633,
  103       0.685056685850682, 0.570466701295874, 0.485523132638142, 0.532385859022497,
  104       0.541836645870238, 0.498725495510925, 0.445235725361795, 0.386467481633134,
  105       0.441123720557146, 0.431830189985876, 0.340778526797519, 0.343006723245091,
  106       0.371919151849208, 0.438239793323273, 0.378527505581991, 0.460971334931622,
  107       0.494737615313696, 0.64582588902945, 0.703400534855073, 0.702919250536096,
  108       0.520213459454594, 0.610320688411449, 0.565288395192015, 0.43806626070043,
  109       0.769530686938119, 0.646481633620675, 0.832887218826285, 0.770496776421463,
  110       0.636310201822468, 0.751254811038766, 0.615251469316852, 0.686500469887211,
  111       0.852096045606584, 0.547906130586718, 0.825027461835067, 0.783601396154139,
  112       0.705400820445775, 0.593526831153467, 0.54546146836116, 0.604554693020162,
  113       0.653178319481831, 0.600308159801322, 0.499408415998418, 0.303865379372347,
  114       0.352666235944224, 0.358900135520045, 0.329496127453782, 0.342511064412,
  115       0.328049336554082, 0.365206491516826, 0.362207858812042, 0.315204355838288,
  116       0.376524911485901, 0.354026603480526, 0.40111817122549, 0.389742076686824,
  117       0.429003805772343, 0.495400607775737, 0.530430548209742, 0.568321619033498,
  118       0.662805614078659, 0.680618996328439, 0.533263644743207, 0.455586818928082,
  119       0.680721063132542, 0.654344185295402, 0.640161805227535, 0.863037962373332,
  120       0.747748802571864, 0.689155054188051, 0.546311260033247, 0.506858108047233,
  121       0.413201375064597, 0.498333482198603, 0.501991625907771, 0.333377124152917,
  122       0.317227470910656 };
  123   
  124     double b[99];
  125     double b_b[99];
  126     double x[99];
  127     int ixstart;
  128     static const double a[99] = { 1.3956266315967585, 1.5687366984825843,
  129       1.3230835114905881, -1.1811399520632071, 1.2951004752562671,
  130       -1.1258438203769177, -1.4601471441564775, -1.3070919758636017,
  131       -1.0423088238986828, 1.0826593493161065, 1.2481860905872788,
  132       -1.0235558116029795, -1.1840224645692117, -1.40473142862862,
  133       0.72407462870723016, 0.92893800766067669, 0.72061982333182761,
  134       0.72096092293776248, 0.64840891621584951, -0.74640595914313512,
  135       -1.0093538779751441, 0.97160225688430335, 0.69288096770830321,
  136       -1.1858979180425098, 0.546593029312252, 0.50877847601994164,
  137       0.73137449393917964, -0.74260497339213383, 0.95561054790974476,
  138       -0.82552519025056648, -0.69156078104566165, -0.61982378410257066,
  139       -0.18477227089728937, 0.094567358581734429, -0.44806529315483357,
  140       0.57276613062786441, 0.0370853103542098, -0.048276608289798968,
  141       0.47304109875903766, 0.52860247535406857, 0.22962389581273668,
  142       0.25889870016879307, 0.62683040818880664, -0.89464986675421476,
  143       0.1169581808099511, -0.15875084219484814, -0.12596419187077523,
  144       0.12228557943378345, -0.4245494426406729, -0.13529401513472888,
  145       0.65347545542738583, -0.34765770089765757, 0.21579393353971354,
  146       0.10691578527947987, -0.37802589417401422, -0.00076431952726013774,
  147       -0.029433113247768497, -0.35942379853936, -0.52896525918070714,
  148       0.045239029567861112, -0.26568701740910883, 0.37787308529713004,
  149       0.42120616180518683, -0.58812850223993773, -0.56444322321559737,
  150       -0.91755955246022936, -0.84203166756744263, -0.27762587482362672,
  151       0.96353592094218521, -0.75575552771243681, -0.40607490930242357,
  152       -0.6373838174566413, 0.88214792147738186, -0.814421329704247,
  153       -0.7985804569302456, -0.98533239814303175, 1.2013946040199452,
  154       -0.66839179202198729, -1.2395803267551686, 1.5271238764625998,
  155       1.0677998732527882, -1.2677135738678724, -0.900085303276677,
  156       -1.4098156913084294, -1.1869749661113946, 1.6401824357023138,
  157       1.2747331963630975, -0.95741859184013722, 1.2145593777445198,
  158       -1.1222006574144312, -1.0985667002027781, 0.9948708365782194,
  159       -1.2830281037204907, -1.139620955102302, 1.4383596863578729,
  160       -1.3946334284528192, -1.2307926068819433, -1.08952162462303,
  161       -1.6526935031245602 };
  162   
  163     double mtmp;
  164     int ix;
  165     static const double b_a[9801] = { -0.053326614026635008, -0.97826937383105217,
  166       -0.21974271063951004, -0.18950664916625706, 0.020028288585404438,
  167       0.1184095579663547, 0.18397491740561936, 0.053943594840755428,
  168       0.16915772393783016, 0.06099730784123375, -0.16350705176641928,
  169       0.20481985758987278, 0.076016464227892225, 0.19446128075591496,
  170       -0.39834508913071509, -0.33766931908476133, 0.24006920032185039,
  171       -0.0075934399261859027, -0.29221041315882962, 0.43562793652461712,
  172       0.023978194926575026, -0.26446744105629971, -0.038970810803432794,
  173       -0.10811068404961313, 0.19367807184739896, 0.23904858413754265,
  174       -0.17821405014080904, 0.17668365301406366, -0.53976345839178619,
  175       0.47529941165386924, 0.399590929290447, 0.70297072202372157,
  176       0.065441608133107038, 0.30441343980144914, 0.21047967135756823,
  177       -0.10822576541786957, 0.62090274421319358, 0.46112535903054291,
  178       -0.054715142721131232, 0.13158846342531022, 0.17372110538141364,
  179       0.054603123677069106, -0.37195313398812463, -0.22116024676754253,
  180       -0.15152395474165614, 0.2552654878276408, 0.34220149463207788,
  181       -0.095008067508479677, -0.043021100999690344, 0.5588155791107009,
  182       0.61527479728686818, -0.51646348821856691, -0.33326363401411219,
  183       0.070287122199169147, -0.072452437115227988, -0.031400831885531694,
  184       0.0037694090953872333, 0.11212280169456382, -0.31424376035437379,
  185       0.22840525846453774, -0.21103634317135653, 0.054412732896755585,
  186       0.325643311491097, -0.20460916792217343, -0.038895420655445406,
  187       0.15519132727438897, -0.14733013438424569, -0.084653778771196564,
  188       0.19022479529660649, 0.0072414436248099626, -0.19111965669696016,
  189       -0.33416937061146063, 0.4470470616031203, -0.276426876045309,
  190       -0.29393484470423031, -0.16220843142753844, 0.47627713408028644,
  191       -0.092247569611052543, -0.52343218816439219, 0.32879500525173971,
  192       0.66505752245090988, -0.4734440330566948, -0.14255809500770888,
  193       -0.54616622287979033, 0.12489521493965804, -0.29191887737989819,
  194       -0.042491701279041366, -0.22744357540243632, 0.011241342294847948,
  195       0.2063616841553596, 0.12072816015172616, -0.02846862053272689,
  196       0.14786937140752598, 0.0941970444398732, 0.33174963451778655,
  197       0.1551718452917972, -0.44903866285428229, 0.14757036470013746,
  198       0.28876917739181707, -0.31009875231723977, -0.095948046820232932,
  199       0.13433984206984706, 0.091126125340494052, -0.12355489673473241,
  200       -0.043359823380720912, 0.08685083567145864, -0.084990197978738719,
  201       -0.29706473785005377, 0.26944501090227718, -0.24875882424344126,
  202       -0.052156491124627488, 0.39779213348631842, -0.20108320955482431,
  203       0.70898117340948519, 0.17543854126729902, -0.11336202320178286,
  204       0.61194909993607693, 0.14991499911971462, 0.0498295814402598,
  205       0.19274775868438873, -0.50577367011656715, -0.39476769124690453,
  206       0.0858234998796752, -0.33718158048618446, -0.16532283696027819,
  207       0.16010112933620838, 0.046293032380943323, -0.048721057803756268,
  208       0.28595354273699419, -0.31401990516061595, 0.0034029595338392359,
  209       0.45776790335963857, 0.10666782461616169, 0.13639796209512342,
  210       0.59605833042728218, -0.10612746902446032, 0.10436222876969448,
  211       -0.035213676116170767, 0.19179715587037344, 0.21785184418206302,
  212       -0.063800761029213185, 0.29210107904762039, -0.17864904599062972,
  213       -0.26769168274070149, 0.22861385198535147, -0.067704633341608228,
  214       -0.068615561264964139, -0.33420330467165987, 0.65938909153026759,
  215       0.3089880891478064, -0.46086946899768305, 0.0082197794367874881,
  216       -0.22530670906119787, -0.18700066524346193, -0.026719907967752671,
  217       0.022375565158703287, 0.21645275599595354, -0.65646584146852494,
  218       -0.077551741783973643, -0.15263558152668508, 0.1261111965715144,
  219       0.10497288750897524, -0.068032740048245138, -0.5287734351031943,
  220       0.029987159744312097, 0.040043027102961329, 0.033853554898521411,
  221       -0.2377742673220237, -0.1534710788823283, 0.20170619029626677,
  222       0.35064078802646653, 0.12173450502210262, -0.12651124032789193,
  223       0.42698864250447816, -0.29994426784213207, -0.14963109712478015,
  224       0.091249116276002323, 0.50557995341489659, 0.44238097429031226,
  225       0.16232052204365352, -0.28020754519357138, 0.28466995381192273,
  226       0.49659645658560492, 0.12445736549286052, -0.030863633474116241,
  227       -0.21754495310556984, -0.32249600393885081, -0.31040868989747866,
  228       0.44795065305328741, 0.33677416122203796, 0.369214936295578,
  229       0.14108746301790528, -0.094495060776360551, 0.31833788187776385,
  230       -0.14535566469838365, -0.088101775798464232, 0.40336872421674452,
  231       0.6686859310915072, 0.3679224999720267, 0.42890734540045239,
  232       0.11366611929954074, 0.19590614580876706, 0.099777421821493892,
  233       0.075668173550453743, 0.033481140955658482, 0.35503230581277073,
  234       -0.31250643782782139, 0.23568204084123315, 0.045321017773483456,
  235       0.0354035834787229, -0.050447356980181844, -0.41526580957536657,
  236       0.1543947027479699, 0.18974545775311225, -0.29229533382938727,
  237       0.96180824595641357, 0.081656559500429646, 0.60984439235917887,
  238       0.29700432724610765, -0.011718604623213629, -0.32268622949001241,
  239       0.041298700625651268, 0.1589810598445219, -0.50874188127139586,
  240       0.20983591567373544, 0.068860023092493242, -0.44290172828868007,
  241       0.28195843707108192, -0.34153238683179832, -0.1219038550359041,
  242       0.40849003322416821, -0.10016495904007008, -0.014404159509737842,
  243       0.28815676653553141, 0.3131998303502278, 0.27458961352832717,
  244       -0.080621029182281687, 0.45360719977784109, -0.406073556094218,
  245       0.25807045566952619, -0.21239506037860834, -0.029557571193079963,
  246       -0.084605480978294914, 0.31940111374228319, 0.14794335654692958,
  247       0.036012331273454115, 0.60962368072236428, -0.0762224534078564,
  248       -0.011872803756172773, -0.49505493466022321, 0.37823519573544362,
  249       -0.2855202006296671, -0.24287676746122502, -0.36097915965561972,
  250       0.52622488174793325, 0.14940568449305208, 0.013235769766150419,
  251       -0.0873960631980997, -0.065763670662875112, 0.27724006804028356,
  252       0.095591746409004641, -0.20464999576639634, -0.28186573908806162,
  253       0.50493639846707294, -0.050512119546241255, 0.45625590501112046,
  254       -0.11955851671338141, 0.10864958503157611, 0.046484740187414081,
  255       0.1520925254727741, -0.22189012406103431, 0.27075015402505975,
  256       0.4676195150176396, -0.11109218003279331, -0.30230959918402078,
  257       0.7974648050283456, 0.62919395636249953, 0.19098509244959613,
  258       0.28962143017028458, -0.10050038773919838, -0.070269083042169264,
  259       0.17272540237668257, 0.020250220304524238, -0.16892753114351089,
  260       -0.21422628652886477, -0.14732919513434833, -0.20624078873635249,
  261       0.52341621161918273, 0.098055056515658365, -0.27077646469612671,
  262       0.12741761031537804, 0.29330943259545944, 0.12025533964294838,
  263       -0.54698283052206853, -0.18508391470053268, -0.73857967481063391,
  264       0.34208962590100639, 0.31994287102821245, -0.095262324279273988,
  265       0.21759848257879416, -0.38199567578126165, 0.20595258499699415,
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 1785       0.079342175041976631, -0.057722472023523909, 0.29898076980095817,
 1786       -0.048716079752677985, -0.0195800273434276, 0.43271697472570131,
 1787       -0.34777866026028831, 0.37634332396385456, -0.56936856417141091,
 1788       0.070546346479641933, 0.48625752816091267, -0.18289403496714793,
 1789       0.0840821144646255, -0.0617750338987386, 0.0457904756784274,
 1790       -0.072645150250985308, -0.11855358747756094, -0.45162860891987733,
 1791       -0.22710881252739265, 0.16591730436729007, 0.18111509648485771,
 1792       0.48585893511012085, -0.38896726384159391, -0.34911453195162612,
 1793       0.11736100867759074, 0.28758260484984866, -0.29773151979869578,
 1794       0.42614574344956396, 0.31441215362894592, 0.1988767533898122,
 1795       -0.0040811128510898414, 0.10462145530785581, -0.63198904021717062,
 1796       0.074706536325040249, -0.32569627351749919, -0.051210679195424567,
 1797       -0.027227826704978236, -0.070495231292451138, -0.04005606221928068,
 1798       0.084380139372758539, -0.013347445667383414, 0.53807584619196569,
 1799       -0.086696068106210389, 0.20045380715868116, -0.1617907752646788,
 1800       -0.033656558954604725, -0.42769962821315338, 0.4178133853265879,
 1801       -0.6020494870856542, 0.093420988811215869, 0.16861003832281368,
 1802       0.0301069397751066, 0.002377816554972983, -0.54765124173266144,
 1803       -0.12043501364479446, 0.441035452689757, -0.15334978020401191,
 1804       -0.26956741271259038, 0.32680000129299891, -0.4198972888005813,
 1805       -0.28764268122151926, -0.16147076446184913, -0.34080601177845238,
 1806       0.18559228998617078, 0.030240127822623728, 0.00919571653291804,
 1807       -0.23683923668743395, 0.18795129119586612, 0.22643957888905791,
 1808       0.088882271509894681, -0.10360922802617298, -0.22737679034050709,
 1809       0.21375192719768363, 0.10786117164822544, 0.33950255135082269,
 1810       -0.081750755059954244, -0.01637822697558412, -0.0890610005982678,
 1811       0.511088695456905, 0.2483595543610603, -0.4121306462817898,
 1812       -0.11205190481862846, -0.13351250352763766, -0.26537610560542779,
 1813       0.1737478112714807, 0.0612890383156596, -0.42910356949405526,
 1814       0.21461592282034561, -0.086486693543304308, -0.15285160436564721,
 1815       0.096634653475761625, 0.0061137618086035978, -0.12907365566002049,
 1816       0.26104201153126683, 0.048798335582522855, 0.47759275227220171,
 1817       0.20894683410165601, -0.02132207858687786, 0.44845514332911046,
 1818       0.18165454122014993, 0.42521663779295282, -0.28265890270649818,
 1819       -0.42863992043209787, -0.59296903661789113, 0.42981225252519217,
 1820       0.27814847504356816, -0.26407415312341359, 0.29489538327411552,
 1821       0.038352898120770293, -0.49904189687738715, -0.5377191568648273,
 1822       0.42824022991880967, -0.27955068381227338, -0.23327994923778722,
 1823       -0.073882322120350133, 0.017475451151926863, -0.32447395361290843,
 1824       0.00035682693386515814, 0.32954288736201909, 0.5134649916741254,
 1825       0.2050945100216798, -0.26118692066438326, -0.18507695234605123,
 1826       0.08740532824758461, -0.44319229611761024, 0.15863948414460674,
 1827       0.3288462690521341, -0.036574669351144076, 0.20851866967808549,
 1828       0.53388570515919231, 0.22123034719208653, -0.049700045206681955,
 1829       0.10881401846162794, -0.31711157834571763, -0.16957051925037273,
 1830       -0.054157514883744283, 0.27413625839695493, -0.14723033195183272,
 1831       0.39940038815754381, 0.14609623822092649, -0.17996179593355963,
 1832       -0.09593879675519984, 0.2224786026080455, -0.093801452370859253,
 1833       -0.13337799849193768, 0.41522142359850578, 0.17500397211382354,
 1834       -0.25292384651526473, -0.20483117220275029, 0.10932852497952303,
 1835       0.14668231863763609, 0.04059799818866159, -0.2611021769927277,
 1836       0.23823065883412534, 0.27953930850371578, -0.11965873476218505,
 1837       0.047583447016136517, 0.19321183021344066, -0.076606939436279067,
 1838       -0.011196340904539673, 0.06841910667267137, 0.11788027039023208,
 1839       -0.087444298865801975, 0.0697822405904718, 0.18949093428562802,
 1840       -0.11492383044528397, 0.82760831378036048, -0.19169346718697339,
 1841       0.30728065636950291, 0.34841776179988426, -0.780988888695554,
 1842       0.26972912249413566, -0.099862051638911792, 0.51759105651023329,
 1843       -0.00890324191212937, 0.40103480040501016, -0.2458007547413589,
 1844       -0.12631973416324541, 0.0792989811423255, -0.059923009303852755,
 1845       0.16863528138468292, -0.28928289699212445, -0.43330872027790923,
 1846       0.20233589877843713, 0.22797547593832779, -0.24169321241523065,
 1847       -0.37786909535628149, 0.00137620815700675, 0.073570900018130048,
 1848       -0.13152166556513725, -0.13509184434500307, -0.34948070470025216,
 1849       -0.18086938138021696, -0.12833689376386728, 0.25621872338146506,
 1850       0.11799425191464513, -0.056994003831182881, 0.3995029476078682,
 1851       0.31891269577726006, -0.4467749030795421, -0.2523271309547267,
 1852       -0.06093765201419829, -0.31674511441630926, -0.44221337061322341,
 1853       0.098187939991302417, 0.22499923133594665, -0.83460129243607373,
 1854       -0.32235840902615603, -0.17118119373347959, -0.12182603433904347,
 1855       -0.28462433781655772, -0.012634914466040139, 0.28068637836162053,
 1856       0.62269171146778135, -0.2385776538338297, 0.13096983822493796,
 1857       0.23142499218344598, 0.24510630630525129, -0.080285380444167817,
 1858       -0.11642445211510358, -0.10988664526314021, 0.60950670433515974,
 1859       0.1225811841433863, 0.14167161393917843, -0.16805656275641151,
 1860       0.45037669006269165, 0.44006721465634491, 0.24240366529301949,
 1861       0.48558572038469122, 0.00296858881590349, -0.40525457906826912,
 1862       0.311732778072211, -0.2587216961523145, 0.01798000049986961,
 1863       0.0992990273221063, 0.029035609568638873, 0.015193815703846487,
 1864       -0.23038203098655888, 0.32512963547050949, 0.093470542064066381,
 1865       -0.39294429224087951, -0.10572715555849967, 0.26853774911166323,
 1866       -0.077854099343018235, -0.04525711790395015, 0.51085470903302,
 1867       0.18050416189812607, 0.132723746224676, -0.22223562398505117,
 1868       -0.072240577858707467, 0.059296493372740809, 0.64241343281276353,
 1869       -0.10092127912446094, -0.24542009785402311, -0.096071350829700225,
 1870       0.13055960660195279, -0.081461459313136489, -0.63228723957291466,
 1871       -0.32865580558582341, 0.10768930152856017, 0.35061649755075613,
 1872       -0.18912386524688787, 0.19103134572914804, 0.082652577316183751,
 1873       -0.020772005441354227, 0.35684632626884483, -0.11541681875416217,
 1874       0.12860729286326869, -0.098619154092950564, -0.26934167074916132,
 1875       0.6123843025930642, 0.023476673961541947, 0.53608613087526336,
 1876       -0.015866450074237558, 0.018379715750656864, -0.058104029101273005,
 1877       -0.19548642001761346, -0.19300205057853187, 0.019950171691009662,
 1878       0.27571101105671025, 0.33956413035809252, -0.405188652015053,
 1879       0.0796240262921218, -0.31824584490762226, 0.22565041641892658,
 1880       -0.44842978528586225, 0.0017808250912752961, -0.11441129649497733,
 1881       0.14817037439592795, -0.15489968399081305, -0.22469661934986895,
 1882       0.20593723715759513, 0.018719785096059045, 0.10210138940858729,
 1883       -0.027328582741795168, 0.22701380631354512, -0.18068802223835559,
 1884       0.035708124317265812, -0.019989000643023672, -0.06601937721791068,
 1885       0.46500716376393664, 0.32052651329148274, 0.22163093903868175,
 1886       -0.49812565795180852, -0.12206902568663333, 0.041752534708911937,
 1887       -0.39263013164740662, 0.47828678093301269, 0.21665496812325047,
 1888       -0.40895567818426343, -0.070178102627416916, 0.15429681844661566,
 1889       0.044858595039419719, -0.088278849696687159, -0.18772377894008577,
 1890       -0.12216654627141252, 0.14809781896998281, 0.15530156143297447,
 1891       0.098011858800231458, 0.16568545498798148, 0.086436245853121027,
 1892       0.273588004914446, -0.47764154052178825, -0.55789423691560391,
 1893       0.12072051269425263, -0.50620775548160046, -0.022679667541472361,
 1894       1.066918628251518, -0.28194345662224141, 0.13155309691361486,
 1895       0.779578559484012, -0.48343036671703837, 0.63401637034886948,
 1896       -0.014940746356400619, -0.24113680534968282, 0.12164307540799321,
 1897       -0.40459362516374858, 0.27610537227667054, 0.45909445092425127,
 1898       0.037063038564312138, 0.15023091451220841, -0.2762949396827542,
 1899       0.054935621373712162, 0.14446154412171797, 0.33903886391260957,
 1900       0.1833064525615748, -0.268294344789738, 0.013215938725812325,
 1901       -0.10454704146855943, 0.30255729245837648, 0.37258478396859029,
 1902       0.084435547218502771, -0.68107732906114138, 0.10524824020539739,
 1903       -0.071017527030387689, -0.37737771727616931, -0.180793070773447,
 1904       0.158262197806173, 0.12850571512025749, 0.060396657520524581,
 1905       0.16458636736615487, 0.13106127055553007, -0.1132528629986527,
 1906       0.10616153975036795, -0.20918410839503954, 0.18022500710908895,
 1907       0.13224432233542652, -0.0090183545493490377, 0.12221915440086593,
 1908       0.096870992682740825, 0.13683584324043763, 0.37268610939384789,
 1909       -0.46643447822933187, 0.24737702146058582, -0.1988837831960287,
 1910       0.25647775295332437, -0.0673719962065865, 0.21494798236888032,
 1911       0.18596505362039531, -0.49945856989424953, -0.31905327924460003,
 1912       0.062698010302354945, -0.11341983626278687, 0.2129557315266509,
 1913       0.37315020313463382, 1.0592798270740911, -0.17850510826804181,
 1914       -0.082234787072949372, 0.25224658988052823, 0.097388015339169715,
 1915       0.18572548650848503, -0.17614337618287837, 0.83524078114625144,
 1916       -0.032196422532036022, -0.19648419453565713, 0.056836056937934247,
 1917       0.00894946487978247, 0.17642734857560052, -0.12948637476740185,
 1918       -0.36449504750996747, -0.10360178415946952, 0.00039247015533665393,
 1919       0.49742145332161136, 0.0032187544862987607, -0.19663894199355417,
 1920       -0.052987180089739877, -0.30583110330585522, 0.085814512316435068,
 1921       -0.3899185782688665, -0.17096466323279397, -0.081773510350198808,
 1922       -0.069945736326759059, 0.0074752263358332455, -0.30595147722419974,
 1923       -0.18687342491810072, -0.069514121970780565, 0.072360109757355059,
 1924       -0.29416121390514149, -0.045718572188432782, 0.1036006788074985,
 1925       0.19261307588326748, -0.12897821636707937, -0.8304452412051756,
 1926       0.11087389472679302, -0.44467533161788081, -0.039711714475708627,
 1927       0.1364597552686577, -0.22453761283990115, -0.3898428690764737,
 1928       0.405022269892724, -0.4785596030851807, -0.048232694141589025,
 1929       0.0046823187764328551, -0.25955494471654167, 0.11692571663253445,
 1930       0.50288490051708867, -0.16510842772938686, 0.10903748245755668,
 1931       0.30722604689265604, 0.3320945761776517, -0.15290495160603101,
 1932       0.0070683074761664442, 0.14259800579985268, 0.331777775292362,
 1933       -0.14544070770388381, -0.11353167163294647, -0.37837692832890413,
 1934       -0.45200825639120451, 0.20070818249569705, 0.47930498006290828,
 1935       0.21186898003040469, -0.00020045073040961259, -0.35359571763775527,
 1936       -0.31599752758922062, 0.2763352703934962, -0.075702964791529145,
 1937       -0.34860207184450942, 0.10478265317908182, 0.12445297218494962,
 1938       -0.022781568784472309, 0.22436332827860048, -0.31072818622731585,
 1939       -0.36137539713688632, 0.1926910407156176, -0.30505788661813082,
 1940       0.28467154020783614, 0.4995783106591497, 0.4494724860634195,
 1941       0.67247883043613044, -0.13566641957316083, 0.2142726285834905,
 1942       -0.28424006623538417, 0.36810947565863045, 0.47246835609981913,
 1943       0.64908422365936014, -0.33856282240017949, 0.30951735207562348,
 1944       0.36279383738713294, -0.05909952655114746, 0.22640102796846093,
 1945       0.023495437086730176, 0.11423335283164275, 0.61481824140578245,
 1946       0.023008491112799467, -0.59661556629031365, 0.1830547054421286,
 1947       0.24232243183484162, 0.321022314453387, -0.00943047224547516,
 1948       0.04739790661307363, 0.18892669783830085, -0.17848713670456168,
 1949       0.16576776002717827, -0.58196718483425758, -0.19565548150598533,
 1950       -0.027359754738142235, -0.17718842729950726, 0.29899734122644034,
 1951       0.17370864038877945, 0.020112326102148262, -0.17703027916282468,
 1952       -0.26843653166036557, 0.36424253259995981, -0.12818119888074891,
 1953       -0.10627845789106391, -0.13173514994776842, 0.043766775700542049,
 1954       -0.28437383202773608, -0.5182201207613959, 0.10560643450741203,
 1955       -0.073424716319021519, -0.03338266703002668, 0.21458251727831787,
 1956       -0.25940618834913504, -0.045372756123843845, 0.21587604946512787,
 1957       0.37701907069160789, -0.15190400582860439, 0.16469081173205954,
 1958       -0.19555152713237345, 0.50248586440974585, -0.76648681899968218,
 1959       -0.064158016079257321, 0.022137571913280692, -0.15345334856928533,
 1960       0.70959911269529141, -0.046415257003430223, 0.027124371828620007,
 1961       0.019203124348577644, -0.034634007489172641, 0.38493614563654488,
 1962       -0.027080078621537048, 0.18510623959752026, -0.29705560590691893,
 1963       0.11129497208309781, 0.83159843370905606, -0.21851994185426049,
 1964       0.24781560688948098, 0.31006976453326063, -0.35192312374151813,
 1965       0.1190976362036619, 0.32208142992359379, 0.24000334004763954,
 1966       0.077115196912722436, -0.1480954487230168, 0.10896532160350744,
 1967       0.40738654130680724, 0.20433279908990054, -0.17625548088744683,
 1968       -0.058284803791684069, -0.26927522864417058, 0.28622454369293054,
 1969       -0.076984901769224012, 0.22472217409985634, -0.22579440787063917,
 1970       0.28666948630869316, -0.40135766316768828, 0.37419295404281566,
 1971       0.15413771276949492, -0.44693189602337097, -0.10756611765812971,
 1972       -8.9114444695120735E-5, -0.021084902821829697, -0.29998943189022115,
 1973       0.065454186316689769, 0.2877024079204733, 0.031460059631025154,
 1974       -0.022046836205739384, 0.24229906246063548, 0.19922958713774902,
 1975       -0.2023685754686935, 0.086721033865419031, 0.14699980430623297,
 1976       -0.32159258463874668, 0.10699003299157461, 0.65299656291404029,
 1977       -0.732202115018819, 0.34140745234605496, 0.25425102341790617,
 1978       0.10735889468227956, -0.12785912319543349, -0.27105936125325036,
 1979       0.16858952119061316, 0.63848105878994832, 0.26983029165841593,
 1980       0.065130096898245074, 0.55299242572883134, 0.25369661679363714,
 1981       0.178497249603674, 0.098446461066518567, 0.057942050989695564,
 1982       -0.48589204570623362, 0.04491451680188556, 0.3433240569061683,
 1983       0.19213357298285141, -0.14381951726419617, -0.16131272813898764,
 1984       -0.030593033756813118, -0.3297720646299187, -0.29663335849090677,
 1985       0.37468696365698212, 0.085292025549474154, 0.36375284071561192,
 1986       0.18309694409637184, 0.25017430782895961, -0.14914005540656677,
 1987       0.29640139032515994, -0.46850620048614106, 0.063475733671468235,
 1988       0.090095972729295509, -0.1713709859187062, 0.073598229275043739,
 1989       0.12241825888513388, 0.064518669592723926, -0.3562359344705941,
 1990       0.18141076626818603, -0.00549779387583562, -0.021179677723043959,
 1991       -0.028126161230870611, -0.33657379602671428, -0.36408186395081976,
 1992       0.11564107561735712, 0.19095803956599727, 0.051151746683473956,
 1993       -0.50357020989973456, -0.099589344070045036, 0.32654010986005688,
 1994       -0.057725216063473833, 0.07701674156625106, 0.19866721382090949,
 1995       -0.025507884175931462, 0.02453862732773128, 0.22980902191805233,
 1996       -0.24962591064153827, -0.20203165636293804, -0.14166229819449838,
 1997       -0.16641075092277727, -0.055455716846412616, 0.27846873721991033,
 1998       -0.12670718967903086, 0.13617556825228552, 0.20435411127877073,
 1999       0.44169996097866782, -0.11056090632836649, 0.18673972495220298,
 2000       0.44926907926322573, -0.21809732106920152, -0.0033812780033924223,
 2001       0.056530411812274507, -0.09552571771885307, 0.017745327618929989,
 2002       -0.10336198171159348, -0.29743902147513684, 0.56720212368425893,
 2003       0.40308125956388835, 0.21028932414548837, -0.17981250724767117,
 2004       0.399404281042125, -0.66875943939219318, 0.18046440159731378,
 2005       -0.19245709389267973, 0.52287136616918861, -0.035003493439681829,
 2006       -0.32218911791005866, -0.056305978564769134, -0.28076588890098181,
 2007       0.14570955292282117, 0.045175325427124352, 0.11680170275826476,
 2008       -0.39908143536322621, 0.30464195884525297, 0.35026437607722805,
 2009       -0.31838336924996297, 0.031769649340347726, 0.065919633990796228,
 2010       0.22889929265277767, -0.47813340617342864, 0.29065234347957813,
 2011       -0.076650581951466082, 0.11189573044983517, 0.32593928084691304,
 2012       0.29100799492643808, -0.56096888455089433, 0.051965123391129929,
 2013       -0.26782137636045544, 0.62250311902768929, -0.11784807389967286,
 2014       0.11832964018727685, -0.078278898052495577, 0.16248081293566055,
 2015       -0.45670234109490709, -0.36516973855378876, -0.036103619030834123,
 2016       0.45056351579352522, 0.13127659980722856, 0.15004669625175412,
 2017       -0.23146667157943537, 0.30810041624862006, 0.20828133149005956,
 2018       0.062428408136517961, 0.31005471760690217, -0.30253299053266353,
 2019       -0.2389528225125746, -0.0617046570625573, 0.023796996603285877,
 2020       0.13202242360737404, -0.28585382577038926, 0.59309498931743931,
 2021       0.16593382958836803, -0.17683309737960573, -0.57277542858585273,
 2022       -0.17286108269071151, 0.0060121224901797275, -0.045330640847348606,
 2023       0.19334171601637062, -0.20166866745850467, -0.34359939716890892,
 2024       -0.30107236975278256, -0.064724642147990175, -0.34160554239036561,
 2025       0.15585238047928643, 0.16949524749413028, 0.066364811205025839,
 2026       -0.43520111660306016, -0.3789629528352953, -0.35381006656431424,
 2027       0.53132593358858637, 0.21368108222535562, 0.17648426727323321,
 2028       -0.04611870832323834, -0.077876694815531819, 0.099544330168254563,
 2029       0.1737317485032428, -0.010044300095797076, 0.64032184057761865,
 2030       0.054227016995549771, 0.16101113102435211, 0.20031697441186858,
 2031       0.2046541975051912, 0.30176011235157, -0.056309588262097671,
 2032       0.051024998014397555, 0.22283366975418398, 0.043226759353676411,
 2033       0.2799606092482908, -0.051490763694473578, 0.33159348488122703,
 2034       0.0093271427758820982, 0.23985440277009695, -0.15572783558528908,
 2035       0.10968908316170826, -0.10173876794182024, 0.16601424482945493,
 2036       0.14482817650736574, 0.47725739878077339, 0.01394698935718338,
 2037       0.48584228661803985, -0.44804161787248781, 0.11739320791975405,
 2038       0.057344799434141662, -0.12463101720499756, 0.16617354950654034,
 2039       0.17617148938743907, -0.0094132097199812834, -0.048127563634717964,
 2040       -0.17635003297790947, -0.11021513338027281, 0.51444053217313346,
 2041       -0.044579854380739116, 0.29777042729745806, -0.012805005435023772,
 2042       0.0014759510765751781, -0.18595671161569463, 0.42809334378774022,
 2043       0.048112369435933576, -0.031300982390699963, -0.15394931600060349,
 2044       0.098503456820080215, 0.092295298400595471, -0.12237258922551196,
 2045       0.13365813397429957, -0.16068689781345227, -0.24788711809336783,
 2046       0.0050309407646857282, 0.19252782607582644, 0.18504190484595243,
 2047       0.00037623383126419128, 0.0546419272232621, -0.18854616665341081,
 2048       -0.15597581574706018, -0.0020293804234920716, -0.40054099934418486,
 2049       0.004562526811441185, -0.21286677431251227, 0.15266700800211311,
 2050       -0.24793266286583357, -0.0089088785369737, 0.02713503546719833,
 2051       -0.17769730551268936, -0.098242818559436063, -0.46823234095144139,
 2052       -0.28341041163483871, -0.2695609379045692, 0.2358341076653378,
 2053       -0.17934723722390858, -0.69234185423121053, 0.59078477055375256,
 2054       -0.593845905513528, 0.00021099056969135386, -0.43230078550917872,
 2055       0.18155066048859009, 0.28566431986870033, 0.088357835971408075,
 2056       -0.086537055714802233, 0.19629651451321556, 0.26915301367681138,
 2057       -0.2508013689248399, 0.28381446585483128, -0.501951836923722,
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 2064       -0.14385922450653432, -0.19573722814375549, 0.3451988074748466,
 2065       0.043510199080475452, 0.10160535499411624, -0.20857527730244049,
 2066       0.31696690865584071, -0.054858739268253763, 0.40266323046276342,
 2067       -0.19097558884556848, -0.7409503165547533, -0.41754052691702315,
 2068       0.349780489041934, -0.094046391433621063, -0.061680102740500536,
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 2071       -0.079409579647815934, 0.058593443434643171, 0.23962123234360586,
 2072       0.18989825153312287, 0.031386580542960285, -0.048353044272500846,
 2073       0.1543817061860524, 0.0836730610456651, 0.32802152198709961,
 2074       0.041759433965770712, -0.069316256713936458, -0.17554286893148602,
 2075       -0.14477107020707053, 0.11781300499262712, 0.27608475910819869,
 2076       0.37133681066820112, -0.23921824290665472, -0.60723965495553234,
 2077       0.15502814162384457, 0.26376487232492785, 0.16089876366180927,
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 2080       0.12106789397820394, 0.38774541896489717, 0.04649937354076536,
 2081       -0.463006336935275, 0.0061462526608261087, 0.643810695636726,
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 2084       -0.30047043535404572, -0.23572309393596477, 0.1081565413786184,
 2085       -0.077770278520146979, 0.10679121770014127, 0.78167192763759863,
 2086       0.0555479123489797, -0.11750659912963109, -0.13202665513103762,
 2087       -0.025959113350309156, 0.099528835026437265, -0.26293356431973325,
 2088       -0.16611066694407217, 0.1964695950559662, -0.34204500033084323,
 2089       -0.044081346201429505, 0.18653484885405217, 0.12146068691789395,
 2090       -0.20809963030505332, -0.62709211122915243, -0.09304519404504398,
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 2094       -0.039433128213074181, -0.38119173490964009, -0.036955010980547251,
 2095       0.23772097222021984, 0.082109163446107747, 0.015828902085441868,
 2096       0.026833584063361886, 0.036667256833362562, -0.298206161562564,
 2097       0.0032006736737686991, 0.65230597987022032, 0.834163391725108,
 2098       0.093136741883879909, -0.20136820597601651, 0.21401283652356767,
 2099       0.39145681194399673, 0.03717692457655454, 0.28084997820354679,
 2100       0.20010491661993796, 0.24422769073114928, -0.4931009273124029,
 2101       -0.32414917309265856, -0.21444745863901268, 0.79077751355472825,
 2102       0.249486162799758, 0.43405441685118756, 0.085962490548062015,
 2103       -0.051784852431135842, 0.010993705761184719, 0.05901933783905515,
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 2106       -0.12495391682784339, -0.13829923128482619, -0.034463845319895117,
 2107       0.10740708032086241, 0.19331466440040909, -0.1382164643716276,
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 2110       0.057900069984504136, 0.60052412087924, 0.40659953484263578,
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 2112       -0.1713324661799063, -0.018410648895949819, 0.057287904620474263,
 2113       0.099762183521494158, 0.18377418798609862, -0.38678090333764947,
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 2119       -0.256586490205518, -0.000776505755069561, 0.016703349941484258,
 2120       0.46203922897894317, -0.43530847667135047, 0.19618087657130137,
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 3312       0.25086916898488548, -0.27705995009971457, -0.33629291124814015,
 3313       0.012652441737660711, -0.13435900463374617, 0.070362883928501069,
 3314       0.043729266573104268, 0.80186210630556043, 0.21132649861223962,
 3315       0.063024562218681981, 0.0091748578207321071, -0.73774021530147493,
 3316       0.85577228234230862, -0.24507780240602431, 0.004780938419484254,
 3317       0.16269893672093816, 0.48075008798170377, -0.19785906813907811,
 3318       0.141499900740765, 0.45676610982675431, 0.40786142344579679,
 3319       -0.3699898586669082, -0.069091280551196788, 0.18658231438431527,
 3320       0.1452838446165034, -0.75641410193265757, -0.068349995990980655,
 3321       -0.18873990339660779, -0.31673102366658717, -0.33320894493118558,
 3322       -0.056701781389105074, 0.18574751361530309, 0.23874891118643179,
 3323       -0.219389596050444, -0.4199161922317946, 0.2783813723505279,
 3324       -0.25091578145047461, 0.49153125130910796, -0.039755953150799717,
 3325       0.024708769242718615, -0.048864672507398468, -0.27834300220519309,
 3326       0.28874637611507858, 0.0331822678840859, -0.078158459704507688,
 3327       0.24915900460888191, 0.026815731558194521, -0.39897601866759436,
 3328       -0.020989306648159088, -0.045322644735955132, 0.25562549456145872,
 3329       0.005515846567988327, -0.31461316981365689, 0.022004074886750137,
 3330       -0.1691232843025848, 0.52140713494086355, -0.10784645275365057,
 3331       0.24756325187001593, -0.24530553450364123, -0.28959306186396794,
 3332       -0.178594809715994, -0.037831683355623119, 0.040403267838784292,
 3333       -0.12235547233666924, 0.17003596061425033, -0.17470233864693691,
 3334       0.16384907520495981, -0.33720901338481507, -0.090578818569148886,
 3335       -0.35199964140106504, -0.25091353665474125, -0.026802980092784964,
 3336       -0.04757662260069017, 0.015513656546869961, 0.252922597904977,
 3337       -0.082655547735132451, 0.24448864657223282, -0.1646509900007691,
 3338       0.10526875784140384, 0.78482045743445417, 0.47811561929605972,
 3339       -1.3106348492708926, 0.078003844496015759, -0.29832972962911553,
 3340       0.0679116629335772, -0.54571072225930517, -0.28416726596372688,
 3341       0.11819747878468376, 0.32450442746854141, -0.088456878738644093,
 3342       0.48893437656517386, -0.013598560484014657, 0.11844334990095606,
 3343       -0.62207144929028235, 0.0049093611843671076, -0.51080871599078836,
 3344       1.0412562379505164, 0.33891709961520755, 0.78766722939753908,
 3345       0.31978712347742316, -0.40086029267066048, -0.092014056568691979,
 3346       -0.28305706654670693, 0.616434900815411, -0.16838621060220954,
 3347       0.053597787726302783, -0.0069080737741777261, 0.23365060347989983,
 3348       -0.0075392354311763958, 0.070294231925933884, -0.79271050773054585,
 3349       -0.1431890769022042, -0.48229839421197829, -0.50674846931431006,
 3350       0.2031960223794442, 0.13034713087198416, 0.064036007668691691,
 3351       0.0476955068984676, -0.3237873127213643, 0.53657707003149735,
 3352       -0.8188459899188899, 0.18477920164468917, -0.3395911645035859,
 3353       -0.11409129221300486, -1.29030432957502, 0.057889455196769447,
 3354       -0.68966995300097067, -0.11443435019367926, 0.48819586275411175,
 3355       -0.10479715874668209, -0.017756644652886233, 0.25588166180774952,
 3356       -0.14753325041447635, 0.054069093958221973, -0.26666926738216129,
 3357       -0.360289281674681, 0.62788634428266465, 0.4064920206563653,
 3358       0.031398886026007426, -0.37600216083152393, 0.1759886308005974,
 3359       0.79618324770155757, -0.027767401148342037, 0.011387989619420742,
 3360       0.0028549190495575057, 0.16835392844544383, -0.065922182120931136,
 3361       0.15917729773284328, -0.765501152699784, -0.056903960751668176,
 3362       -0.24714955026327581, -0.12580525644216112, 0.5156521015566311,
 3363       0.22010865406155905, 0.59719888065175075, 0.028020935642117665,
 3364       0.046466421348402911, -0.29486791658142153, -0.1278768206306399,
 3365       -1.0242624436152825, -0.19719470312360785, 0.20354997327251786,
 3366       -0.12446352509363064, -0.20532647969366088, 0.17583036096554072,
 3367       -0.059346546112479387, -0.10578329019172739, -0.3200984361500181,
 3368       -0.4476843920205823, -0.1652810208263932, -0.11873945162321967,
 3369       0.42632207919523019, -0.6060206920835971, 0.33240985781185539,
 3370       -0.41656193914733297, 0.088661977089062025, -0.15415517989899971,
 3371       -0.12802295909153272, 0.61188812305945917, 0.35186205825091643,
 3372       -0.91259393732519456, -0.10665470333974732, -0.1729156106613631,
 3373       0.081931578643462649, 0.44917650868546438, -0.19236182443397876,
 3374       -0.1267837344544368, 0.35726003819157359, 0.033326205012337282,
 3375       0.19879331968991887, -0.10064179462630443, -0.10396725862449105,
 3376       -0.012418715246919801, -0.24965647217730838, -0.39123389610790676,
 3377       0.37137647124922751, 0.42133207219769275, 0.32522757378286149,
 3378       -0.047986421466271988, -0.019755951972614132, -0.052395434753721021,
 3379       -0.088187578139211881, 0.414437194871678, -0.12026446579437371,
 3380       -0.028848374935067561, -0.13373982589184341, -0.5902878852126594,
 3381       -0.20956688669409021, 0.72398666023659264, -0.91991507289343843,
 3382       -0.42697825625931585, 0.48234157788280141, -0.33556551309197091,
 3383       0.11366746630743434, 0.97334753131571383, 0.37883243329827021,
 3384       -0.45566279678857247, -0.59504233001249629, 0.86017289141346276,
 3385       -0.59958731337353166, -0.015233741858843771, 0.66352303217939645,
 3386       0.17439232509746852, -1.1536549738541562, 0.049756818370696183,
 3387       -0.45326047645025064, 0.368715718325238, 0.75920323593088079,
 3388       -0.50725727499069939, -0.1018906774408562, -0.10445281975376637,
 3389       0.46269994676823373, 0.51397218961518221, -0.27909135723344564,
 3390       0.13583491714649076, 0.01216919990818861, -0.02748319838295455,
 3391       -0.17028607619479469, -0.16960621614936916, -0.29920664804400987,
 3392       0.50141727776909417, 0.10121974720789458, -0.090366403815701837,
 3393       0.19288121852999909, 0.23207803156526854, -0.018271057457391663,
 3394       0.16564668208640287, -0.051752556696740795, -0.4899100854126619,
 3395       0.0958777719949217, -0.044091567190083211, 0.80104003358001874,
 3396       0.2462283192319131, 0.05847325716167473, -0.011093966260092212,
 3397       -0.0050637129446134358, -0.55081248227303026, 0.678496727577328,
 3398       0.26245394272373496, 0.056428212473075411, 0.033962499564298324,
 3399       -0.0096556308639359056, 0.1187956762212387, 0.0032821381300300097,
 3400       0.11539794152458624, -1.1967334259945031, -0.061760973222209387,
 3401       0.41062135861473043, -0.62699147392262711, -0.25128548681800794,
 3402       0.95987032890585211, -0.067451736196626783, 0.29683178290555023,
 3403       -0.079888691479242047, -0.044580406618970281, -0.14019334521134968,
 3404       -0.10587599726885864, -0.70200845766145581, -0.10230662851060757,
 3405       0.048502265077181375, 0.15858977772979335, 0.36101099041383905,
 3406       0.14888680761059603, 0.42759840286962381, -0.25647489140148072,
 3407       0.0486112670021342, -0.0040600227487955429, -0.0607541409338391,
 3408       0.3629919935931023, -0.093917552431915186, -0.30324315379946881,
 3409       0.161005087107786, -0.1090202806690164, -0.63434414509992842,
 3410       -0.39609391190965959, 1.082474375755305, -0.762835516223744,
 3411       0.19062656806474174, -0.078629935147693689, 0.061236691121533245,
 3412       0.521405134614001, 0.077024741706994915, -0.63055317927064636,
 3413       0.29795708955120281, -1.6078900065947013, -0.4802168914499666,
 3414       -0.079037953431414593, 0.89256849211809, -0.094335919438029062,
 3415       -0.083220600160106517, 0.11187019346163382, -0.092901519364747082,
 3416       0.033015041436361553, -0.071813866571125679, -0.17812381351650269,
 3417       0.33807534983119381, -0.52930343089561416, 0.040147613628738615,
 3418       -0.80447775672516364, -0.54465489636419717, 0.71492315211032942,
 3419       -0.12598355327656927, -1.6077173345910374, 0.095234211022577051,
 3420       0.012150754483687664, 0.81258225138428541, -0.12411488289523527,
 3421       -0.97421792937602958, 0.42638901916852712, -0.13768033450403586,
 3422       0.39579860971990416, -0.34548326079318348, -0.34222958164161021,
 3423       -0.032178076999591264, -0.51072615999531112, 0.099862059547910539,
 3424       -0.10258591694709532, 0.29797007271670567, -0.31531206323930866,
 3425       -0.41422684742332977, -0.25179855846094795, 0.2651453638557677,
 3426       -0.24802670002206159, 0.528791725238839, -0.069046251286801308,
 3427       0.48821972019248322, 0.38325541769208904, 0.40313764498346794,
 3428       0.16444472237594571, 0.99926945805891931, 0.88130035643596061,
 3429       0.48416044684347248, 0.18844807333830083, 0.24858146680977614,
 3430       0.32283695629764109, -1.1005465495001048, 0.61326307436561811,
 3431       1.234675231638966, -0.35845676921220787 };
 3432   
 3433     double av[4];
 3434     static const double c_a[4] = { -1.1750185542082239, -0.2415827253214046,
 3435       1.1938775689909662, 0.39461169437672855 };
 3436   
 3437     double numer[4];
 3438     static const double d_a[396] = { -0.996977827615187, -0.29450292146158324,
 3439       0.46400722985943366, 0.42066716542299432, -1.9468608867326593,
 3440       1.7029995997366043, -0.7718397211061333, 0.57016517963108526,
 3441       -0.30432130367538052, -0.47500117237592954, 0.4932566062738365,
 3442       -0.53229938349908479, 1.3757107110716005, 0.94086476592292756,
 3443       -0.29885656237675406, -0.60437353638320346, -1.5677849968113342,
 3444       -0.0542394047054917, 1.4678554214170922, 0.82822942108922459,
 3445       -2.0473290972090448, 1.3842797306174448, -0.52891975452217,
 3446       -0.58830836830142041, 1.3745162003012346, -0.50206570195947575,
 3447       -1.1432488735176816, 1.6870937314552106, -1.6417073316480506,
 3448       -0.53258488597344678, -0.42719801988209932, 2.0572685703522642,
 3449       -1.3963345942861989, 1.8325483481125877, 0.0359426845159138,
 3450       -0.22088477031378481, 0.888628999181759, -0.017835528970710238,
 3451       -0.33752445583017976, -1.2032496956777503, 1.6790752535362405,
 3452       -1.5983259763536695, 1.0026031809949787, -0.22394677783853642,
 3453       -0.40904353184572806, 0.6328028666993103, -0.85313492878539432,
 3454       0.84014320688352229, -0.28017577932591975, -1.3805804964384829,
 3455       0.97406372365525329, 0.22603647433782845, 0.77810421514992789,
 3456       -1.4133427198485204, -0.96110750201398043, 1.9041363798330597,
 3457       1.7275893341683073, -1.7591735859676179, 0.67678391778096214,
 3458       0.34790282320111465, -1.7880667590983361, -0.63762370265676183,
 3459       1.556740375807502, 0.77216077163106389, 0.51236726933054655,
 3460       -0.93635111668318538, 0.82402519132397734, -0.13700075992792596,
 3461       1.9592405229013037, -1.4393755658542438, -0.96222580608556085,
 3462       0.89589492234574941, -0.89206303160811062, -0.3510261412575183,
 3463       -1.5619345465408192, 1.3886911111807687, 1.3055320370517189,
 3464       1.1583669963311904, -3.0225800589970522, 1.887068783055555,
 3465       2.2436104136482244, -1.3137482154990956, -0.18042778695995468,
 3466       -0.1939956540426406, 0.58759921250921421, 1.4588484184856845,
 3467       0.28988635113904354, -1.2433718115660692, -1.4182914607321078,
 3468       1.0876785000922295, -0.88203535280819734, 1.0261650296234412,
 3469       2.1501874001368084, -1.5278774466901619, 0.55513929465232215,
 3470       -0.394239870802917, -0.37544005484640131, -1.4090710678819895,
 3471       0.89000133596816411, 1.7546578603369771, 1.2735977852557134,
 3472       0.31232523594112627, -1.4591142406251052, 0.73119744784418139,
 3473       -1.9783896853596989, 1.3017124690526356, -0.42378812131868443,
 3474       1.1000913337101785, 0.63031524429080732, 0.65416684663038993,
 3475       -0.15128636946130342, 0.050701650742233, -0.81927299895905525,
 3476       0.73702897837250148, 1.6875684805052682, -1.46257352321006,
 3477       1.2901879619569909, -0.9404501475929592, -1.0600858058280369,
 3478       -0.96129254737874448, 0.81824009393899488, 0.86837002695963172,
 3479       -0.68675577805343224, 0.79015309379987142, 0.62170493841317021,
 3480       -2.0385466472587344, 2.1753160728056522, -0.4540826316056053,
 3481       1.5205035006930303, 0.91114280171914941, -1.2208778306548849,
 3482       -2.0441423387107558, -0.10358132573818, -0.89883175197471676,
 3483       -0.65139301352203749, 1.3861928754443194, -1.377966093254074,
 3484       0.57319296781688167, 1.8071997112649181, 0.44914004389920281,
 3485       2.1756838249423405, 0.81475375632608549, -1.9935351868179074,
 3486       -1.2078969945937736, 0.6897048578699686, 0.94120570701660133,
 3487       0.93314212601478375, -1.7094189697705704, 1.519570617802646,
 3488       1.4900541096902009, -1.4691865866168747, -1.1698929203754542,
 3489       0.049490723995660381, 0.46559767865722856, -0.39771540742589723,
 3490       -0.52642208616349728, -2.2765556347288936, 2.1647721600573782,
 3491       1.2719701161761789, -1.2618325363079463, 1.4427048557471984,
 3492       0.18012645058140395, -0.38563357841720569, 0.58373493126196752,
 3493       -1.9616651150355164, 1.9173619109432065, 1.1528209778232936,
 3494       -0.14844297695177394, 0.26230261273199612, 1.7061844269138609,
 3495       0.44456275935507089, -2.1449702741470245, -0.84561172049089217,
 3496       -1.0491274895143747, -0.11059802677786419, 2.4301013792475534,
 3497       -1.6052825452343185, 0.48154345799335369, 1.9750632895321505,
 3498       -1.3663657272906777, -0.89097256319888141, -1.0029830206690837,
 3499       0.40006680183257737, 0.97564363019464917, 1.5605973155518771,
 3500       -0.0077928331368165484, -1.9958152513054126, -0.50264275841867057,
 3501       1.0282407632211781, -1.6304439142467242, 0.662195030482758,
 3502       -1.9366099325563388, -0.39037549043839526, -0.643691487998429,
 3503       -1.6273554583294805, 2.2329093010607917, -1.8839282511434803,
 3504       1.6560236007979714, -1.6084641479015387, 1.5443102528216781,
 3505       -1.379483215244121, 1.726543794743395, 1.3722516332983927,
 3506       -1.9696923004982037, -2.0355932283634619, 0.14656196434063651,
 3507       -0.35720727412369385, 2.3008405307049604, -0.34878615136854085,
 3508       0.33703352860865166, -0.56861718040151243, -1.212162817597545,
 3509       -2.52926544878956, 1.3003007832246514, 0.7202672669069291,
 3510       -0.13873977942830779, -0.68016517019074341, -1.4802241752367435,
 3511       0.017147187520789073, -0.16572987137006759, -1.9354796545091588,
 3512       0.9341560739760616, -1.2952469113637997, 2.1096381131581174,
 3513       -0.13010157985623111, 0.12456160060500623, 2.3058264799099604,
 3514       -1.3563228247220787, -1.02197343070767, -0.61822802281494116,
 3515       1.7443025753555292, -0.29423615496295941, -2.2125158733579107,
 3516       1.2719958336527109, -1.068518750255987, 1.2144854153596376,
 3517       0.50960353795981872, -0.71977116927809859, 0.67789848731305591,
 3518       1.2376782607197063, -0.35453921647080322, -1.5726155850753143,
 3519       2.1806229092709515, -0.59944643868743408, 0.88600715863893,
 3520       -0.29857618145090492, 0.037270017318056951, -0.52672526088897864,
 3521       2.0925371338953527, -1.7548288844669937, -2.6936440199677896,
 3522       1.6138017179800146, -0.13617199266557711, -0.28332284281273407,
 3523       -0.9467023968537247, 0.24250623011143951, -1.3384649742418706,
 3524       -0.39940802893950761, 2.1643747662775858, 0.4897460302230216,
 3525       -0.66964643205888774, 1.6399439787156982, -2.6825489301671595,
 3526       2.0264086371828975, -0.41936098414146217, -1.5412090253631567,
 3527       0.613370343596264, 0.52949696936489588, -2.02167949153146,
 3528       2.0270485917576377, -1.2461398638160937, 1.7953527108414242,
 3529       1.3868376336702724, 0.76133895284112763, 1.015274107696287, -2.2590892675821,
 3530       0.96068738910462614, -0.93094886704566882, 0.37873162068508565,
 3531       0.23243709264544607, -1.6343089503854902, 1.7046575634973391,
 3532       -0.96241780365578666, 0.55715282163665758, 0.46274445466555419,
 3533       0.86603089194861749, -0.79181582448552523, -1.7174267434533101,
 3534       0.74469656947785723, -0.8213775760153561, 0.66869535148987158,
 3535       -1.7551874828293654, -0.13300961279710966, -0.19351728555778458,
 3536       -1.4019673278445535, 2.0889151675584308, 0.49187699311485222,
 3537       -1.4772990113267452, 2.0019959670649357, -0.56620448476642848,
 3538       -0.12808590428926378, -1.2595715732396662, -0.0945402089595939,
 3539       0.25948829777618837, -0.42839341708143214, 1.7767630639340848,
 3540       -1.3309797690517633, -1.0732128889291435, -0.75533024697688078,
 3541       1.8089314625510218, 0.4312150372245136, 1.0667049349863971,
 3542       1.5989698411003694, -1.2607211436712948, -1.3265866676209539,
 3543       -0.42125214226091628, 0.89131543915576816, 1.1920348471513085,
 3544       -1.5467254881275097, -1.6998828090612275, -2.5264026123661991,
 3545       1.9342671615253761, -0.3344338055200341, 0.12282383568413183,
 3546       3.4699526469338373, -0.49882525511354797, -0.55341253520037725,
 3547       -0.522185282033994, -0.080089894658588137, 0.56108853273459047,
 3548       -0.35704519198842005, 0.35773347797483523, -1.5213548366180878,
 3549       -1.0055435258879173, -0.40138207511231339, 2.7940225176700721,
 3550       0.86509960821595921, -1.2660604967877562, -0.73912979042139282,
 3551       1.265119389634531, 0.4485103545122594, 1.7501300189163052,
 3552       0.24177929089161332, -1.9338274925659007, 2.2315354070086069,
 3553       -1.4881738968006257, 0.38468471234208351, -2.0746336798194309,
 3554       -0.7030004222336067, 1.6803091572341797, -1.7302187403634928,
 3555       1.2639631438160952, -0.94126396098179188, 0.844477250958174,
 3556       0.059887031983019035, 0.46055876676621887, 0.41413971427618212,
 3557       -0.61307678609164329, 1.8682186707358239, -1.7923135032426121,
 3558       -1.8464920179420574, -0.031067939001248004, 1.3998022748946746,
 3559       1.2327700964756754, 1.1412667686238787, -1.434896276396264,
 3560       0.53212875113697322, 0.69497921404901186, 1.0309509545083493,
 3561       -2.1896071777093864, 0.60605171857063111, -0.20805148807491713,
 3562       1.02772195177543, 0.3065285639476224, 0.43783451806758883,
 3563       -0.24898464433400649, -0.66496211139772132, 1.4923458240455831,
 3564       1.1558991325018491, -0.67940754871468045, -1.9941216767025869,
 3565       1.7441662011411529, 0.65389030784686808, 0.03110188056709361,
 3566       1.1851004906898486, 0.53991469204148235, 0.41781485168141153,
 3567       -1.8493846307185651, -0.89250631173988138, 1.6061050065863711,
 3568       1.4829042949807605, -1.8846318579683339, 1.7831866137443102,
 3569       -0.059581052481141775, -1.7200666095387305, -1.1161389860789011 };
 3570   
 3571     boolean_T exitg1;
 3572     double denom;
 3573   
 3574     /*  ===== NEURAL NETWORK CONSTANTS ===== */
 3575     /*  Input 1 */
 3576     /*  Layer 1 */
 3577     /*  Layer 2 */
 3578     /*  ===== SIMULATION ======== */
 3579     /*  % Format Input Arguments */
 3580     /*  isCellX = iscell(X); */
 3581     /*  if ~isCellX, X = {X}; end; */
 3582     /*  Dimensions */
 3583     /*  timesteps */
 3584     /*  samples/series */
 3585     /*  Allocate Outputs */
 3586     /*  Y = cell(1,TS); */
 3587     /*   */
 3588     /*  % Time loop */
 3589     /*  for ts=1:TS */
 3590     /*  Input 1 */
 3591     /*  Layer 1 */
 3592     /*  Sigmoid Symmetric Transfer Function */
 3593     mapminmax_apply(X, dv2, dv1, dv0);
 3594     for (ixstart = 0; ixstart < 99; ixstart++) {
 3595       b_b[ixstart] = a[ixstart];
 3596       mtmp = 0.0;
 3597       for (ix = 0; ix < 99; ix++) {
 3598         mtmp += b_a[ixstart + 99 * ix] * dv0[ix];
 3599       }
 3600   
 3601       b[ixstart] = b_b[ixstart] + mtmp;
 3602       x[ixstart] = -2.0 * b[ixstart];
 3603       x[ixstart] = exp(x[ixstart]);
 3604     }
 3605   
 3606     /*  Layer 2 */
 3607     for (ixstart = 0; ixstart < 4; ixstart++) {
 3608       av[ixstart] = c_a[ixstart];
 3609     }
 3610   
 3611     for (ix = 0; ix < 99; ix++) {
 3612       dv0[ix] = 2.0 / (1.0 + x[ix]) - 1.0;
 3613     }
 3614   
 3615     for (ix = 0; ix < 4; ix++) {
 3616       mtmp = 0.0;
 3617       for (ixstart = 0; ixstart < 99; ixstart++) {
 3618         mtmp += d_a[ix + (ixstart << 2)] * dv0[ixstart];
 3619       }
 3620   
 3621       numer[ix] = av[ix] + mtmp;
 3622     }
 3623   
 3624     /*  Competitive Soft Transfer Function */
 3625     ixstart = 1;
 3626     mtmp = numer[0];
 3627     if (rtIsNaN(numer[0])) {
 3628       ix = 2;
 3629       exitg1 = false;
 3630       while ((!exitg1) && (ix < 5)) {
 3631         ixstart = ix;
 3632         if (!rtIsNaN(numer[ix - 1])) {
 3633           mtmp = numer[ix - 1];
 3634           exitg1 = true;
 3635         } else {
 3636           ix++;
 3637         }
 3638       }
 3639     }
 3640   
 3641     if (ixstart < 4) {
 3642       while (ixstart + 1 < 5) {
 3643         if (numer[ixstart] > mtmp) {
 3644           mtmp = numer[ixstart];
 3645         }
 3646   
 3647         ixstart++;
 3648       }
 3649     }
 3650   
 3651     for (ixstart = 0; ixstart < 4; ixstart++) {
 3652       numer[ixstart] = exp(numer[ixstart] - mtmp);
 3653     }
 3654   
 3655     denom = numer[0];
 3656     for (ixstart = 0; ixstart < 3; ixstart++) {
 3657       denom += numer[ixstart + 1];
 3658     }
 3659   
 3660     mtmp = denom;
 3661     for (ixstart = 0; ixstart < 1; ixstart++) {
 3662       if (denom == 0.0) {
 3663         mtmp = 1.0;
 3664       }
 3665     }
 3666   
 3667     for (ixstart = 0; ixstart < 4; ixstart++) {
 3668       Y[ixstart] = numer[ixstart] / mtmp;
 3669     }
 3670   
 3671     /*  Output 1 */
 3672     /*  % Final Delay States */
 3673     /*  Xf = cell(1,0); */
 3674     /*  Af = cell(2,0); */
 3675     /*   */
 3676     /*  % Format Output Arguments */
 3677     /*  if ~isCellX, Y = cell2mat(Y); end */
 3678   }
 3679   
 3680   /*
 3681    * File trailer for neural_function.c
 3682    *
 3683    * [EOF]
 3684    */
 3685