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TPCDaqDefs.cc
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TPCDaqDefs.cc
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#include "TPCDaqDefs.h"
#include <TCanvas.h>
#include <TF1.h>
#include <TGraph.h>
#include <TPaveText.h>
#include <TStyle.h>
#include <TVirtualFitter.h>
#include <cassert>
#include <cmath>
#include <iostream>
#include <limits>
#include <string>
using namespace std;
namespace TPCDaqDefs
{
//! TPC v1 FEE test stand decoder
namespace FEEv1
{
SampleFit_PowerLawDoubleExp_PDFMaker::SampleFit_PowerLawDoubleExp_PDFMaker()
{
gStyle->SetOptFit(1111);
m_canvas = new TCanvas("SampleFit_PowerLawDoubleExp_PDFMaker", "SampleFit_PowerLawDoubleExp_PDFMaker");
m_pavedtext = new TPaveText(.05, .1, .95, .8);
m_pavedtext->AddText("SampleFit_PowerLawDoubleExp Fit output");
m_pavedtext->AddText("A double-component power-law exponential fit of time-dependent ADC pulses.");
m_pavedtext->AddText("Magenta curve is the sum of the two component, the red and blue curves.");
m_pavedtext->AddText("Red dot denote the max points");
m_pavedtext->Draw();
m_canvas->Print("SampleFit_PowerLawDoubleExp.pdf("); //open multiplage PDF
}
SampleFit_PowerLawDoubleExp_PDFMaker::~SampleFit_PowerLawDoubleExp_PDFMaker()
{
if (m_pavedtext) delete m_pavedtext;
if (m_canvas) delete m_canvas;
m_canvas = new TCanvas("SampleFit_PowerLawDoubleExp_PDFMaker", "SampleFit_PowerLawDoubleExp_PDFMaker");
m_pavedtext = new TPaveText(.05, .1, .95, .8);
m_pavedtext->AddText("SampleFit_PowerLawDoubleExp Fit output");
m_pavedtext->AddText("End of pages");
m_pavedtext->Draw();
m_canvas->Print("SampleFit_PowerLawDoubleExp.pdf)"); //close multiplage PDF
}
void SampleFit_PowerLawDoubleExp_PDFMaker::MakeSectionPage(const string &title)
{
if (m_pavedtext) delete m_pavedtext;
if (m_canvas) delete m_canvas;
m_canvas = new TCanvas("SampleFit_PowerLawDoubleExp_PDFMaker", "SampleFit_PowerLawDoubleExp_PDFMaker");
m_pavedtext = new TPaveText(.05, .1, .95, .8);
m_pavedtext->AddText(title.c_str());
m_pavedtext->Draw();
m_canvas->Print("SampleFit_PowerLawDoubleExp.pdf");
}
bool SampleFit_PowerLawDoubleExp( //
const std::vector<double> &samples, //
double &peak, //
double &peak_sample, //
double &pedestal, //
std::map<int, double> ¶meters_io,
const int verbosity)
{
static const int n_parameter = 7;
// inital guesses
int peakPos = 0.;
// assert(samples.size() == n_samples);
const int n_samples = samples.size();
TGraph gpulse(n_samples);
for (int i = 0; i < n_samples; i++)
{
(gpulse.GetX())[i] = i;
(gpulse.GetY())[i] = samples[i];
}
//Saturation correction - Abhisek
// for (int ipoint = 0; ipoint < gpulse.GetN(); ipoint++)
// if ((gpulse.GetY())[ipoint] >= ((1 << 10) - 10) // drop point if touching max or low limit on ADCs
// or (not isnormal((gpulse.GetY())[ipoint])))
// {
// gpulse.RemovePoint(ipoint);
// ipoint--;
// }
pedestal = gpulse.GetY()[0]; //(double) PEDESTAL;
double peakval = pedestal;
const double risetime = 1.5;
for (int iSample = 0; iSample < n_samples - risetime * 3; iSample++)
{
if (abs(gpulse.GetY()[iSample] - pedestal) > abs(peakval - pedestal))
{
peakval = gpulse.GetY()[iSample];
peakPos = iSample;
}
}
peakval -= pedestal;
if (verbosity)
{
cout << "SampleFit_PowerLawDoubleExp - "
<< "pedestal = " << pedestal << ", "
<< "peakval = " << peakval << ", "
<< "peakPos = " << peakPos << endl;
}
// build default value
struct default_values_t
{
default_values_t(double default_value, double min_value, double max_value)
: def(default_value)
, min(min_value)
, max(max_value)
{
}
double def;
double min;
double max;
};
vector<default_values_t> default_values(n_parameter, default_values_t(numeric_limits<double>::signaling_NaN(), numeric_limits<double>::signaling_NaN(), numeric_limits<double>::signaling_NaN()));
default_values[0] = default_values_t(peakval * .7, peakval * -1.5, peakval * 1.5);
default_values[1] = default_values_t(peakPos - risetime, peakPos - 3 * risetime, peakPos + risetime);
default_values[2] = default_values_t(5., 1, 10.);
default_values[3] = default_values_t(risetime, risetime * .2, risetime * 10);
default_values[4] = default_values_t(pedestal, pedestal - abs(peakval), pedestal + abs(peakval));
// default_values[5] = default_values_t(0.3, 0, 1);
// default_values[6] = default_values_t(5, risetime * .2, risetime * 10);
default_values[5] = default_values_t(0, 0, 0); // disable 2nd component
default_values[6] = default_values_t(risetime, risetime, risetime);
// fit function
TF1 fits("f_SignalShape_PowerLawDoubleExp", SignalShape_PowerLawDoubleExp, 0., n_samples, n_parameter);
fits.SetParNames("Amplitude", "Sample Start", "Power", "Peak Time 1", "Pedestal", "Amplitude ratio", "Peak Time 2");
for (int i = 0; i < n_parameter; ++i)
{
if (parameters_io.find(i) == parameters_io.end())
{
fits.SetParameter(i, default_values[i].def);
if (default_values[i].min < default_values[i].max)
{
fits.SetParLimits(i, default_values[i].min, default_values[i].max);
}
else
{
fits.FixParameter(i, default_values[i].def);
}
if (verbosity)
{
cout << "SampleFit_PowerLawDoubleExp - parameter [" << i << "]: "
<< "default value = " << default_values[i].def
<< ", min value = " << default_values[i].min
<< ", max value = " << default_values[i].max << endl;
}
}
else
{
// fits.SetParLimits(i, parameters_io[i], parameters_io[i]);
fits.SetParameter(i, parameters_io[i]);
fits.FixParameter(i, parameters_io[i]);
if (verbosity)
{
cout << "SampleFit_PowerLawDoubleExp - parameter [" << i << "]: fixed to " << parameters_io[i] << endl;
}
}
}
if (verbosity <= 1)
gpulse.Fit(&fits, "QRN0W", "goff", 0., (double) n_samples);
else
gpulse.Fit(&fits, "RN0VW+", "goff", 0., (double) n_samples);
// store results
pedestal = fits.GetParameter(4);
const double peakpos1 = fits.GetParameter(3);
const double peakpos2 = fits.GetParameter(6);
double max_peakpos = fits.GetParameter(1) + (peakpos1 > peakpos2 ? peakpos1 : peakpos2);
if (max_peakpos > n_samples - 1) max_peakpos = n_samples - 1;
if (fits.GetParameter(0) > 0)
peak_sample = fits.GetMaximumX(fits.GetParameter(1), max_peakpos);
else
peak_sample = fits.GetMinimumX(fits.GetParameter(1), max_peakpos);
peak = fits.Eval(peak_sample) - pedestal;
if (verbosity)
{
static int id = 0;
++id;
string c_name(string("SampleFit_PowerLawDoubleExp_") + to_string(id));
TCanvas *canvas = new TCanvas(
c_name.c_str(), c_name.c_str());
canvas->Update();
TGraph *g_plot = static_cast<TGraph *>(gpulse.DrawClone("ap*l"));
g_plot->SetTitle((string("ADC data and fit #") + to_string(id) + string(";Sample number;ADC value")).c_str());
fits.SetLineColor(kMagenta);
fits.DrawClone("same");
fits.Print();
TF1 f1("f_SignalShape_PowerLawExp1", SignalShape_PowerLawExp, 0., n_samples, 5);
f1.SetParameters(
fits.GetParameter(0) * (1 - fits.GetParameter(5)) / pow(fits.GetParameter(3), fits.GetParameter(2)) * exp(fits.GetParameter(2)),
fits.GetParameter(1),
fits.GetParameter(2),
fits.GetParameter(2) / fits.GetParameter(3),
fits.GetParameter(4));
f1.SetLineColor(kBlue);
f1.DrawClone("same");
TF1 f2("f_SignalShape_PowerLawExp2", SignalShape_PowerLawExp, 0., n_samples, 5);
f2.SetParameters(
fits.GetParameter(0) * fits.GetParameter(5) / pow(fits.GetParameter(6), fits.GetParameter(2)) * exp(fits.GetParameter(2)),
fits.GetParameter(1),
fits.GetParameter(2),
fits.GetParameter(2) / fits.GetParameter(6),
fits.GetParameter(4));
f2.SetLineColor(kRed);
f2.DrawClone("same");
TGraph g_max(1);
g_max.GetX()[0] = peak_sample;
g_max.GetY()[0] = peak + pedestal;
g_max.SetMarkerStyle(kFullCircle);
g_max.SetMarkerSize(2);
g_max.SetMarkerColor(kRed);
static_cast<TGraph *>(g_max.DrawClone("p"));
canvas->Update();
// if (id == 1)
// {
// canvas->Print("SampleFit_PowerLawDoubleExp.pdf(");
// }
canvas->Print("SampleFit_PowerLawDoubleExp.pdf");
}
for (int i = 0; i < n_parameter; ++i)
{
parameters_io[i] = fits.GetParameter(i);
}
if (verbosity)
{
cout << "SampleFit_PowerLawDoubleExp - "
<< "peak_sample = " << peak_sample << ", "
<< "max_peakpos = " << max_peakpos << ", "
<< "fits.GetParameter(1) = " << fits.GetParameter(1) << ", "
<< "peak = " << peak << ", "
<< "pedestal = " << pedestal << endl;
}
return true;
}
double
SignalShape_PowerLawExp(double *x, double *par)
{
double pedestal = par[4];
// + ((x[0] - 1.5 * par[1]) > 0) * par[5]; // quick fix on exting tails on the signal function
if (x[0] < par[1])
return pedestal;
//double signal = (-1)*par[0]*pow((x[0]-par[1]),par[2])*exp(-(x[0]-par[1])*par[3]);
double signal = par[0] * pow((x[0] - par[1]), par[2]) * exp(-(x[0] - par[1]) * par[3]);
return pedestal + signal;
}
double
SignalShape_PowerLawDoubleExp(double *x, double *par)
{
double pedestal = par[4];
// + ((x[0] - 1.5 * par[1]) > 0) * par[5]; // quick fix on exting tails on the signal function
if (x[0] < par[1])
return pedestal;
//double signal = (-1)*par[0]*pow((x[0]-par[1]),par[2])*exp(-(x[0]-par[1])*par[3]);
// peak / pow(fits.GetParameter(2) / fits.GetParameter(3), fits.GetParameter(2)) * exp(fits.GetParameter(2)) = fits.GetParameter(0); // exact peak height is (p0*Power(p2/p3,p2))/Power(E,p2)
// fits.GetParameter(2) / peak_shift = fits.GetParameter(3); // signal peak time
double signal = //
par[0] //
* pow((x[0] - par[1]), par[2]) //
* (((1. - par[5]) / pow(par[3], par[2]) * exp(par[2])) * exp(-(x[0] - par[1]) * (par[2] / par[3])) //
+ (par[5] / pow(par[6], par[2]) * exp(par[2])) * exp(-(x[0] - par[1]) * (par[2] / par[6])) //
);
return pedestal + signal;
}
pair<int, int> SAMPAChan2PadXY(uint32_t fee_channel)
{
static const int pad_map_to_xy[512][2] = {
{-1, 0}, //0
{-1, 1}, //1
{-1, 2}, //2
{1, 2}, //3
{1, 1}, //4
{1, 4}, //5
{1, 3}, //6
{2, 1}, //7
{1, 5}, //8
{2, 3}, //9
{2, 2}, //10
{2, 5}, //11
{2, 4}, //12
{3, 2}, //13
{3, 1}, //14
{3, 4}, //15
{3, 3}, //16
{4, 1}, //17
{3, 5}, //18
{4, 3}, //19
{4, 2}, //20
{4, 5}, //21
{4, 4}, //22
{5, 2}, //23
{5, 1}, //24
{5, 4}, //25
{5, 3}, //26
{6, 1}, //27
{5, 5}, //28
{6, 3}, //29
{6, 2}, //30
{6, 5}, //31
{6, 4}, //32
{7, 2}, //33
{7, 1}, //34
{7, 4}, //35
{7, 3}, //36
{8, 1}, //37
{7, 5}, //38
{8, 3}, //39
{8, 2}, //40
{8, 5}, //41
{8, 4}, //42
{9, 2}, //43
{9, 1}, //44
{9, 4}, //45
{9, 3}, //46
{10, 1}, //47
{9, 5}, //48
{10, 3}, //49
{10, 2}, //50
{10, 5}, //51
{10, 4}, //52
{11, 2}, //53
{11, 1}, //54
{11, 4}, //55
{11, 3}, //56
{12, 1}, //57
{11, 5}, //58
{12, 3}, //59
{12, 2}, //60
{12, 5}, //61
{12, 4}, //62
{13, 2}, //63
{13, 1}, //64
{13, 4}, //65
{13, 3}, //66
{14, 1}, //67
{13, 5}, //68
{14, 3}, //69
{14, 2}, //70
{14, 5}, //71
{14, 4}, //72
{15, 2}, //73
{15, 1}, //74
{15, 4}, //75
{15, 3}, //76
{16, 1}, //77
{15, 5}, //78
{16, 3}, //79
{16, 2}, //80
{16, 5}, //81
{16, 4}, //82
{17, 2}, //83
{17, 1}, //84
{17, 4}, //85
{17, 3}, //86
{18, 1}, //87
{17, 5}, //88
{18, 3}, //89
{18, 2}, //90
{18, 5}, //91
{18, 4}, //92
{19, 2}, //93
{19, 1}, //94
{19, 4}, //95
{19, 3}, //96
{20, 1}, //97
{19, 5}, //98
{20, 3}, //99
{20, 2}, //100
{20, 5}, //101
{20, 4}, //102
{21, 2}, //103
{21, 1}, //104
{21, 4}, //105
{21, 3}, //106
{22, 1}, //107
{21, 5}, //108
{22, 3}, //109
{22, 2}, //110
{22, 5}, //111
{22, 4}, //112
{23, 2}, //113
{23, 1}, //114
{23, 4}, //115
{23, 3}, //116
{24, 1}, //117
{23, 5}, //118
{24, 3}, //119
{24, 2}, //120
{24, 5}, //121
{24, 4}, //122
{-1, 3}, //123
{-1, 4}, //124
{-1, 5}, //125
{-1, 6}, //126
{-1, 7}, //127
{-9, 2}, //128
{-3, 1}, //129
{-3, 2}, //130
{25, 2}, //131
{25, 1}, //132
{25, 4}, //133
{25, 3}, //134
{26, 1}, //135
{25, 5}, //136
{26, 3}, //137
{26, 2}, //138
{26, 5}, //139
{26, 4}, //140
{27, 2}, //141
{27, 1}, //142
{27, 4}, //143
{27, 3}, //144
{28, 1}, //145
{27, 5}, //146
{28, 3}, //147
{28, 2}, //148
{28, 5}, //149
{28, 4}, //150
{29, 2}, //151
{29, 1}, //152
{29, 4}, //153
{29, 3}, //154
{30, 1}, //155
{29, 5}, //156
{30, 3}, //157
{30, 2}, //158
{30, 5}, //159
{30, 4}, //160
{31, 2}, //161
{31, 1}, //162
{31, 4}, //163
{31, 3}, //164
{32, 1}, //165
{31, 5}, //166
{32, 3}, //167
{32, 2}, //168
{32, 5}, //169
{32, 4}, //170
{33, 2}, //171
{33, 1}, //172
{33, 4}, //173
{33, 3}, //174
{34, 1}, //175
{33, 5}, //176
{34, 3}, //177
{34, 2}, //178
{34, 5}, //179
{34, 4}, //180
{35, 2}, //181
{35, 1}, //182
{35, 4}, //183
{35, 3}, //184
{36, 1}, //185
{35, 5}, //186
{36, 3}, //187
{36, 2}, //188
{36, 5}, //189
{36, 4}, //190
{37, 2}, //191
{37, 1}, //192
{37, 4}, //193
{37, 3}, //194
{38, 1}, //195
{37, 5}, //196
{38, 3}, //197
{38, 2}, //198
{38, 5}, //199
{38, 4}, //200
{39, 2}, //201
{39, 1}, //202
{39, 4}, //203
{39, 3}, //204
{40, 1}, //205
{39, 5}, //206
{40, 3}, //207
{40, 2}, //208
{40, 5}, //209
{40, 4}, //210
{41, 2}, //211
{41, 1}, //212
{41, 4}, //213
{41, 3}, //214
{42, 1}, //215
{41, 5}, //216
{42, 3}, //217
{42, 2}, //218
{42, 5}, //219
{42, 4}, //220
{43, 2}, //221
{43, 1}, //222
{43, 4}, //223
{43, 3}, //224
{44, 1}, //225
{43, 5}, //226
{44, 3}, //227
{44, 2}, //228
{44, 5}, //229
{44, 4}, //230
{45, 2}, //231
{45, 1}, //232
{45, 4}, //233
{45, 3}, //234
{46, 1}, //235
{45, 5}, //236
{46, 3}, //237
{46, 2}, //238
{46, 5}, //239
{46, 4}, //240
{47, 2}, //241
{47, 1}, //242
{47, 4}, //243
{47, 3}, //244
{48, 1}, //245
{47, 5}, //246
{48, 3}, //247
{48, 2}, //248
{48, 5}, //249
{48, 4}, //250
{-3, 3}, //251
{-3, 4}, //252
{-3, 5}, //253
{-3, 6}, //254
{-3, 7}, //255
{-5, 0}, //256
{-5, 1}, //257
{-5, 2}, //258
{48, 6}, //259
{-5, 3}, //260
{48, 8}, //261
{48, 7}, //262
{48, 10}, //263
{48, 9}, //264
{47, 7}, //265
{47, 6}, //266
{47, 9}, //267
{47, 8}, //268
{46, 6}, //269
{47, 10}, //270
{46, 8}, //271
{46, 7}, //272
{46, 10}, //273
{46, 9}, //274
{45, 7}, //275
{45, 6}, //276
{45, 9}, //277
{45, 8}, //278
{44, 6}, //279
{45, 10}, //280
{44, 8}, //281
{44, 7}, //282
{44, 10}, //283
{44, 9}, //284
{43, 7}, //285
{43, 6}, //286
{43, 9}, //287
{43, 8}, //288
{42, 6}, //289
{43, 10}, //290
{42, 8}, //291
{42, 7}, //292
{42, 10}, //293
{42, 9}, //294
{41, 7}, //295
{41, 6}, //296
{41, 9}, //297
{41, 8}, //298
{40, 6}, //299
{41, 10}, //300
{40, 8}, //301
{40, 7}, //302
{40, 10}, //303
{40, 9}, //304
{39, 7}, //305
{39, 6}, //306
{39, 9}, //307
{39, 8}, //308
{38, 6}, //309
{39, 10}, //310
{38, 8}, //311
{38, 7}, //312
{38, 10}, //313
{38, 9}, //314
{37, 7}, //315
{37, 6}, //316
{37, 9}, //317
{37, 8}, //318
{36, 6}, //319
{37, 10}, //320
{36, 8}, //321
{36, 7}, //322
{36, 10}, //323
{36, 9}, //324
{35, 7}, //325
{35, 6}, //326
{35, 9}, //327
{35, 8}, //328
{34, 6}, //329
{35, 10}, //330
{34, 8}, //331
{34, 7}, //332
{34, 10}, //333
{34, 9}, //334
{33, 7}, //335
{33, 6}, //336
{33, 9}, //337
{33, 8}, //338
{32, 6}, //339
{33, 10}, //340
{32, 8}, //341
{32, 7}, //342
{32, 10}, //343
{32, 9}, //344
{31, 7}, //345
{31, 6}, //346
{31, 9}, //347
{31, 8}, //348
{30, 6}, //349
{31, 10}, //350
{30, 8}, //351
{30, 7}, //352
{30, 10}, //353
{30, 9}, //354
{29, 7}, //355
{29, 6}, //356
{29, 9}, //357
{29, 8}, //358
{28, 6}, //359
{29, 10}, //360
{28, 8}, //361
{28, 7}, //362
{28, 10}, //363
{28, 9}, //364
{27, 7}, //365
{27, 6}, //366
{27, 9}, //367
{27, 8}, //368
{26, 6}, //369
{27, 10}, //370
{26, 8}, //371
{26, 7}, //372
{26, 10}, //373
{26, 9}, //374
{25, 7}, //375
{25, 6}, //376
{25, 9}, //377
{25, 8}, //378
{-9, 0}, //379
{25, 10}, //380
{-5, 5}, //381
{-5, 6}, //382
{-5, 7}, //383
{-7, 0}, //384
{-7, 1}, //385
{-7, 2}, //386
{24, 6}, //387
{-7, 3}, //388
{24, 8}, //389
{24, 7}, //390
{24, 10}, //391
{24, 9}, //392
{23, 7}, //393
{23, 6}, //394
{23, 9}, //395
{23, 8}, //396
{22, 6}, //397
{23, 10}, //398
{22, 8}, //399
{22, 7}, //400
{22, 10}, //401
{22, 9}, //402
{21, 7}, //403
{21, 6}, //404
{21, 9}, //405
{21, 8}, //406
{20, 6}, //407
{21, 10}, //408
{20, 8}, //409
{20, 7}, //410
{20, 10}, //411
{20, 9}, //412
{19, 7}, //413
{19, 6}, //414
{19, 9}, //415
{19, 8}, //416
{18, 6}, //417
{19, 10}, //418
{18, 8}, //419
{18, 7}, //420
{18, 10}, //421
{18, 9}, //422
{17, 7}, //423
{17, 6}, //424
{17, 9}, //425
{17, 8}, //426
{16, 6}, //427
{17, 10}, //428
{16, 8}, //429
{16, 7}, //430
{16, 10}, //431
{16, 9}, //432
{15, 7}, //433
{15, 6}, //434
{15, 9}, //435
{15, 8}, //436
{14, 6}, //437
{15, 10}, //438
{14, 8}, //439
{14, 7}, //440
{14, 10}, //441
{14, 9}, //442
{13, 7}, //443
{13, 6}, //444
{13, 9}, //445
{13, 8}, //446
{12, 6}, //447
{13, 10}, //448
{12, 8}, //449
{12, 7}, //450
{12, 10}, //451
{12, 9}, //452
{11, 7}, //453
{11, 6}, //454
{11, 9}, //455
{11, 8}, //456
{10, 6}, //457
{11, 10}, //458
{10, 8}, //459
{10, 7}, //460
{10, 10}, //461
{10, 9}, //462
{9, 7}, //463
{9, 6}, //464
{9, 9}, //465
{9, 8}, //466
{8, 6}, //467
{9, 10}, //468
{8, 8}, //469
{8, 7}, //470
{8, 10}, //471
{8, 9}, //472
{7, 7}, //473
{7, 6}, //474
{7, 9}, //475
{7, 8}, //476
{6, 6}, //477
{7, 10}, //478
{6, 8}, //479
{6, 7}, //480
{6, 10}, //481
{6, 9}, //482
{5, 7}, //483
{5, 6}, //484
{5, 9}, //485
{5, 8}, //486
{4, 6}, //487
{5, 10}, //488
{4, 8}, //489
{4, 7}, //490
{4, 10}, //491
{4, 9}, //492
{3, 7}, //493
{3, 6}, //494
{3, 9}, //495
{3, 8}, //496
{2, 6}, //497
{3, 10}, //498
{2, 8}, //499
{2, 7}, //500
{2, 10}, //501
{2, 9}, //502
{1, 7}, //503
{1, 6}, //504
{1, 9}, //505
{1, 8}, //506
{0, 6}, //507
{1, 10}, //508
{-7, 5}, //509
{-7, 6}, //510
{-7, 7}};
static const int sampa_chan_to_pad[] = {
287, //0
286, //1
285, //2
284, //3
283, //4
282, //5
281, //6
280, //7
279, //8
278, //9
277, //10
276, //11
275, //12
274, //13
273, //14
272, //15
271, //16
270, //17
269, //18
268, //19
267, //20
266, //21
265, //22
264, //23
263, //24
262, //25
261, //26
260, //27
259, //28
258, //29
257, //30
256, //31
319, //32
318, //33
317, //34
316, //35
315, //36
314, //37
313, //38
312, //39
311, //40
310, //41
309, //42
308, //43
307, //44
306, //45
305, //46
304, //47
303, //48
302, //49
301, //50
300, //51
299, //52
298, //53
297, //54
296, //55
295, //56
294, //57
293, //58
292, //59
291, //60
290, //61
289, //62
288, //63
351, //64
350, //65
349, //66
348, //67
347, //68
346, //69
345, //70
344, //71
343, //72
342, //73
341, //74
340, //75
339, //76
338, //77
337, //78
336, //79
335, //80
334, //81
333, //82
332, //83
331, //84
330, //85
329, //86
328, //87
327, //88
326, //89
325, //90
324, //91
323, //92
322, //93
321, //94
320, //95
383, //96
382, //97
381, //98
380, //99
379, //100
378, //101
377, //102
376, //103
375, //104
374, //105
373, //106
372, //107
371, //108
370, //109
369, //110
368, //111
367, //112
366, //113
365, //114
364, //115
363, //116
362, //117
361, //118
360, //119
359, //120
358, //121
357, //122
356, //123
355, //124
354, //125
353, //126
352, //127
415, //128
414, //129
413, //130
412, //131
411, //132
410, //133
409, //134
408, //135
407, //136
406, //137
405, //138
404, //139
403, //140
402, //141
401, //142
400, //143
399, //144
398, //145
397, //146
396, //147
395, //148
394, //149
393, //150
392, //151
391, //152
390, //153
389, //154
388, //155
387, //156
386, //157
385, //158
384, //159
447, //160
446, //161
445, //162
444, //163
443, //164
442, //165
441, //166