he3_mm_canvas.C

Macro to draw the presented distributions - Ivan Muzalevsky, 05/28/2020 02:18 PM

Download (138 KB)

 
1
void he3_mm_canvas()
2
{
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//=========Macro generated from canvas: c_he3_angles/
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//=========  (Thu May 28 14:17:54 2020) by ROOT version6.10/08
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   TCanvas *c_he3_angles = new TCanvas("c_he3_angles", "",67,55,1800,1000);
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   gStyle->SetOptStat(0);
7
   c_he3_angles->Range(0,0,1,1);
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   c_he3_angles->SetFillColor(0);
9
   c_he3_angles->SetBorderMode(0);
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   c_he3_angles->SetBorderSize(2);
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   c_he3_angles->SetFrameBorderMode(0);
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// ------------>Primitives in pad: c_he3_angles_1
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   TPad *c_he3_angles_1 = new TPad("c_he3_angles_1", "c_he3_angles_1",0.01,0.01,0.49,0.99);
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   c_he3_angles_1->Draw();
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   c_he3_angles_1->cd();
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   c_he3_angles_1->Range(-1.5625,-41.86875,34.0625,376.8188);
18
   c_he3_angles_1->SetFillColor(0);
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   c_he3_angles_1->SetBorderMode(0);
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   c_he3_angles_1->SetBorderSize(2);
21
   c_he3_angles_1->SetFrameBorderMode(0);
22
   c_he3_angles_1->SetFrameBorderMode(0);
23
   
24
   TH1F *htemp__1 = new TH1F("htemp__1","Angle of the 3He emision with respect to the beam",100,2,30.5);
25
   htemp__1->SetBinContent(9,1);
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   htemp__1->SetBinContent(10,3);
27
   htemp__1->SetBinContent(11,3);
28
   htemp__1->SetBinContent(12,6);
29
   htemp__1->SetBinContent(13,11);
30
   htemp__1->SetBinContent(14,18);
31
   htemp__1->SetBinContent(15,28);
32
   htemp__1->SetBinContent(16,28);
33
   htemp__1->SetBinContent(17,39);
34
   htemp__1->SetBinContent(18,40);
35
   htemp__1->SetBinContent(19,61);
36
   htemp__1->SetBinContent(20,65);
37
   htemp__1->SetBinContent(21,70);
38
   htemp__1->SetBinContent(22,100);
39
   htemp__1->SetBinContent(23,95);
40
   htemp__1->SetBinContent(24,109);
41
   htemp__1->SetBinContent(25,126);
42
   htemp__1->SetBinContent(26,131);
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   htemp__1->SetBinContent(27,135);
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   htemp__1->SetBinContent(28,154);
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   htemp__1->SetBinContent(29,131);
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   htemp__1->SetBinContent(30,164);
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   htemp__1->SetBinContent(31,166);
48
   htemp__1->SetBinContent(32,158);
49
   htemp__1->SetBinContent(33,180);
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   htemp__1->SetBinContent(34,174);
51
   htemp__1->SetBinContent(35,196);
52
   htemp__1->SetBinContent(36,196);
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   htemp__1->SetBinContent(37,198);
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   htemp__1->SetBinContent(38,227);
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   htemp__1->SetBinContent(39,234);
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   htemp__1->SetBinContent(40,213);
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   htemp__1->SetBinContent(41,248);
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   htemp__1->SetBinContent(42,236);
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   htemp__1->SetBinContent(43,253);
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   htemp__1->SetBinContent(44,252);
61
   htemp__1->SetBinContent(45,251);
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   htemp__1->SetBinContent(46,253);
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   htemp__1->SetBinContent(47,300);
64
   htemp__1->SetBinContent(48,260);
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   htemp__1->SetBinContent(49,264);
66
   htemp__1->SetBinContent(50,319);
67
   htemp__1->SetBinContent(51,286);
68
   htemp__1->SetBinContent(52,301);
69
   htemp__1->SetBinContent(53,295);
70
   htemp__1->SetBinContent(54,251);
71
   htemp__1->SetBinContent(55,291);
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   htemp__1->SetBinContent(56,268);
73
   htemp__1->SetBinContent(57,282);
74
   htemp__1->SetBinContent(58,278);
75
   htemp__1->SetBinContent(59,294);
76
   htemp__1->SetBinContent(60,245);
77
   htemp__1->SetBinContent(61,215);
78
   htemp__1->SetBinContent(62,218);
79
   htemp__1->SetBinContent(63,262);
80
   htemp__1->SetBinContent(64,209);
81
   htemp__1->SetBinContent(65,214);
82
   htemp__1->SetBinContent(66,245);
83
   htemp__1->SetBinContent(67,223);
84
   htemp__1->SetBinContent(68,190);
85
   htemp__1->SetBinContent(69,195);
86
   htemp__1->SetBinContent(70,204);
87
   htemp__1->SetBinContent(71,191);
88
   htemp__1->SetBinContent(72,181);
89
   htemp__1->SetBinContent(73,151);
90
   htemp__1->SetBinContent(74,149);
91
   htemp__1->SetBinContent(75,152);
92
   htemp__1->SetBinContent(76,114);
93
   htemp__1->SetBinContent(77,110);
94
   htemp__1->SetBinContent(78,81);
95
   htemp__1->SetBinContent(79,56);
96
   htemp__1->SetBinContent(80,48);
97
   htemp__1->SetBinContent(81,53);
98
   htemp__1->SetBinContent(82,27);
99
   htemp__1->SetBinContent(83,26);
100
   htemp__1->SetBinContent(84,21);
101
   htemp__1->SetBinContent(85,17);
102
   htemp__1->SetBinContent(86,15);
103
   htemp__1->SetBinContent(87,7);
104
   htemp__1->SetBinContent(88,4);
105
   htemp__1->SetBinContent(89,4);
106
   htemp__1->SetBinContent(91,1);
107
   htemp__1->SetBinContent(92,1);
108
   htemp__1->SetEntries(12471);
109
   htemp__1->SetDirectory(0);
110
   htemp__1->SetStats(0);
111
   htemp__1->SetLineWidth(2);
112
   htemp__1->GetXaxis()->SetTitle("Angle, deg");
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   htemp__1->GetXaxis()->SetRange(1,100);
114
   htemp__1->GetXaxis()->CenterTitle(true);
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   htemp__1->GetXaxis()->SetLabelFont(42);
116
   htemp__1->GetXaxis()->SetLabelSize(0.035);
117
   htemp__1->GetXaxis()->SetTitleSize(0.035);
118
   htemp__1->GetXaxis()->SetTitleFont(42);
119
   htemp__1->GetYaxis()->SetTitle("Events/0.3deg");
120
   htemp__1->GetYaxis()->CenterTitle(true);
121
   htemp__1->GetYaxis()->SetLabelFont(42);
122
   htemp__1->GetYaxis()->SetLabelSize(0.035);
123
   htemp__1->GetYaxis()->SetTitleSize(0.035);
124
   htemp__1->GetYaxis()->SetTitleOffset(1.4);
125
   htemp__1->GetYaxis()->SetTitleFont(42);
126
   htemp__1->GetZaxis()->SetLabelFont(42);
127
   htemp__1->GetZaxis()->SetLabelSize(0.035);
128
   htemp__1->GetZaxis()->SetTitleSize(0.035);
129
   htemp__1->GetZaxis()->SetTitleFont(42);
130
   htemp__1->Draw("");
131
   
132
   TPaveText *pt = new TPaveText(0.15,0.94,0.85,0.995,"blNDC");
133
   pt->SetName("title");
134
   pt->SetBorderSize(0);
135
   pt->SetFillColor(0);
136
   pt->SetFillStyle(0);
137
   pt->SetTextFont(42);
138
   TText *pt_LaTex = pt->AddText("Angle of the 3He emision with respect to the beam");
139
   pt->Draw();
140
   
141
   TH1F *htemp__2 = new TH1F("htemp__2","angle_he3_he8 {( flagCent && flag1 && nhe3_1 && cutg1_mm) || (flagCent && flag2 && nhe3_2 && cutg2_mm) || (flagCent && flag3 && nhe3_3 && cutg3_mm) || (flagCent && flag4 && nhe3_4 && cutg4_mm) }",100,2,30.5);
142
   htemp__2->SetBinContent(13,1);
143
   htemp__2->SetBinContent(15,3);
144
   htemp__2->SetBinContent(16,1);
145
   htemp__2->SetBinContent(17,1);
146
   htemp__2->SetBinContent(18,4);
147
   htemp__2->SetBinContent(19,3);
148
   htemp__2->SetBinContent(20,3);
149
   htemp__2->SetBinContent(21,4);
150
   htemp__2->SetBinContent(22,5);
151
   htemp__2->SetBinContent(23,5);
152
   htemp__2->SetBinContent(24,11);
153
   htemp__2->SetBinContent(25,8);
154
   htemp__2->SetBinContent(26,10);
155
   htemp__2->SetBinContent(27,8);
156
   htemp__2->SetBinContent(28,15);
157
   htemp__2->SetBinContent(29,13);
158
   htemp__2->SetBinContent(30,19);
159
   htemp__2->SetBinContent(31,21);
160
   htemp__2->SetBinContent(32,19);
161
   htemp__2->SetBinContent(33,11);
162
   htemp__2->SetBinContent(34,12);
163
   htemp__2->SetBinContent(35,23);
164
   htemp__2->SetBinContent(36,20);
165
   htemp__2->SetBinContent(37,20);
166
   htemp__2->SetBinContent(38,18);
167
   htemp__2->SetBinContent(39,26);
168
   htemp__2->SetBinContent(40,15);
169
   htemp__2->SetBinContent(41,28);
170
   htemp__2->SetBinContent(42,24);
171
   htemp__2->SetBinContent(43,19);
172
   htemp__2->SetBinContent(44,29);
173
   htemp__2->SetBinContent(45,33);
174
   htemp__2->SetBinContent(46,32);
175
   htemp__2->SetBinContent(47,38);
176
   htemp__2->SetBinContent(48,27);
177
   htemp__2->SetBinContent(49,44);
178
   htemp__2->SetBinContent(50,30);
179
   htemp__2->SetBinContent(51,31);
180
   htemp__2->SetBinContent(52,33);
181
   htemp__2->SetBinContent(53,40);
182
   htemp__2->SetBinContent(54,37);
183
   htemp__2->SetBinContent(55,29);
184
   htemp__2->SetBinContent(56,29);
185
   htemp__2->SetBinContent(57,31);
186
   htemp__2->SetBinContent(58,34);
187
   htemp__2->SetBinContent(59,41);
188
   htemp__2->SetBinContent(60,29);
189
   htemp__2->SetBinContent(61,31);
190
   htemp__2->SetBinContent(62,18);
191
   htemp__2->SetBinContent(63,32);
192
   htemp__2->SetBinContent(64,27);
193
   htemp__2->SetBinContent(65,28);
194
   htemp__2->SetBinContent(66,24);
195
   htemp__2->SetBinContent(67,34);
196
   htemp__2->SetBinContent(68,20);
197
   htemp__2->SetBinContent(69,26);
198
   htemp__2->SetBinContent(70,21);
199
   htemp__2->SetBinContent(71,25);
200
   htemp__2->SetBinContent(72,25);
201
   htemp__2->SetBinContent(73,15);
202
   htemp__2->SetBinContent(74,14);
203
   htemp__2->SetBinContent(75,21);
204
   htemp__2->SetBinContent(76,13);
205
   htemp__2->SetBinContent(77,7);
206
   htemp__2->SetBinContent(78,3);
207
   htemp__2->SetBinContent(79,7);
208
   htemp__2->SetBinContent(80,7);
209
   htemp__2->SetBinContent(81,6);
210
   htemp__2->SetBinContent(82,1);
211
   htemp__2->SetBinContent(83,3);
212
   htemp__2->SetBinContent(84,4);
213
   htemp__2->SetBinContent(85,1);
214
   htemp__2->SetBinContent(86,3);
215
   htemp__2->SetEntries(1353);
216
   htemp__2->SetDirectory(0);
217
   htemp__2->SetStats(0);
218

    
219
   Int_t ci;      // for color index setting
220
   TColor *color; // for color definition with alpha
221
   ci = TColor::GetColor("#ff0000");
222
   htemp__2->SetLineColor(ci);
223
   htemp__2->SetLineWidth(2);
224
   htemp__2->GetXaxis()->SetTitle("angle_he3_he8");
225
   htemp__2->GetXaxis()->SetLabelFont(42);
226
   htemp__2->GetXaxis()->SetLabelSize(0.035);
227
   htemp__2->GetXaxis()->SetTitleSize(0.035);
228
   htemp__2->GetXaxis()->SetTitleFont(42);
229
   htemp__2->GetYaxis()->SetLabelFont(42);
230
   htemp__2->GetYaxis()->SetLabelSize(0.035);
231
   htemp__2->GetYaxis()->SetTitleSize(0.035);
232
   htemp__2->GetYaxis()->SetTitleOffset(0);
233
   htemp__2->GetYaxis()->SetTitleFont(42);
234
   htemp__2->GetZaxis()->SetLabelFont(42);
235
   htemp__2->GetZaxis()->SetLabelSize(0.035);
236
   htemp__2->GetZaxis()->SetTitleSize(0.035);
237
   htemp__2->GetZaxis()->SetTitleFont(42);
238
   htemp__2->Draw("same");
239
   c_he3_angles_1->Modified();
240
   c_he3_angles->cd();
241
  
242
// ------------>Primitives in pad: c_he3_angles_2
243
   TPad *c_he3_angles_2 = new TPad("c_he3_angles_2", "c_he3_angles_2",0.51,0.01,0.99,0.99);
244
   c_he3_angles_2->Draw();
245
   c_he3_angles_2->cd();
246
   c_he3_angles_2->Range(-17.75,0.8749998,39.75,32.125);
247
   c_he3_angles_2->SetFillColor(0);
248
   c_he3_angles_2->SetBorderMode(0);
249
   c_he3_angles_2->SetBorderSize(2);
250
   c_he3_angles_2->SetFrameBorderMode(0);
251
   c_he3_angles_2->SetFrameBorderMode(0);
252
   
253
   TH2F *htemp__3 = new TH2F("htemp__3","angle_he3_he8:1000*(mh7-8.406868788) {( flagCent && flag1 && nhe3_1 ) || (flagCent && flag2 && nhe3_2 ) || (flagCent && flag3 && nhe3_3 ) || (flagCent && flag4 && nhe3_4 ) }",40,-12,34,40,4,29);
254
   htemp__3->SetDirectory(0);
255
   htemp__3->SetStats(0);
256

    
257
   ci = TColor::GetColor("#ff0000");
258
   htemp__3->SetLineColor(ci);
259
   htemp__3->SetLineWidth(2);
260
   htemp__3->SetMarkerStyle(7);
261
   htemp__3->GetXaxis()->SetTitle("1000*(mh7-8.406868788)");
262
   htemp__3->GetXaxis()->SetRange(1,40);
263
   htemp__3->GetXaxis()->SetLabelFont(42);
264
   htemp__3->GetXaxis()->SetLabelSize(0.035);
265
   htemp__3->GetXaxis()->SetTitleSize(0.035);
266
   htemp__3->GetXaxis()->SetTitleFont(42);
267
   htemp__3->GetYaxis()->SetTitle("angle_he3_he8");
268
   htemp__3->GetYaxis()->SetRange(1,40);
269
   htemp__3->GetYaxis()->SetLabelFont(42);
270
   htemp__3->GetYaxis()->SetLabelSize(0.035);
271
   htemp__3->GetYaxis()->SetTitleSize(0.035);
272
   htemp__3->GetYaxis()->SetTitleOffset(0);
273
   htemp__3->GetYaxis()->SetTitleFont(42);
274
   htemp__3->GetZaxis()->SetLabelFont(42);
275
   htemp__3->GetZaxis()->SetLabelSize(0.035);
276
   htemp__3->GetZaxis()->SetTitleSize(0.035);
277
   htemp__3->GetZaxis()->SetTitleFont(42);
278
   htemp__3->Draw("");
279
   
280
   pt = new TPaveText(0.15,0.94,0.85,0.995,"blNDC");
281
   pt->SetName("title");
282
   pt->SetBorderSize(0);
283
   pt->SetFillColor(0);
284
   pt->SetFillStyle(0);
285
   pt->SetTextFont(42);
286
   pt_LaTex = pt->AddText("angle_he3_he8:1000*(mh7-8.406868788) {( flagCent && flag1 && nhe3_1 ) || (flagCent && flag2 && nhe3_2 ) || (flagCent && flag3 && nhe3_3 ) || (flagCent && flag4 && nhe3_4 ) }");
287
   pt->Draw();
288
   
289
   Double_t Graph0_fx1[3437] = {
290
   -3.426405,
291
   13.82842,
292
   9.992746,
293
   -0.2258742,
294
   9.535936,
295
   21.17839,
296
   1.072077,
297
   15.72338,
298
   19.35211,
299
   0.07644058,
300
   -0.8772337,
301
   29.42005,
302
   14.79354,
303
   1.163629,
304
   1.329569,
305
   12.50759,
306
   18.89816,
307
   22.78819,
308
   0.877527,
309
   2.867845,
310
   8.7091,
311
   0.166086,
312
   21.23943,
313
   16.88686,
314
   -0.7999861,
315
   0.5389726,
316
   1.156954,
317
   17.73658,
318
   0.7087266,
319
   1.642374,
320
   17.82241,
321
   0.9614503,
322
   0.6801164,
323
   0.7192171,
324
   10.25119,
325
   13.32965,
326
   -0.3136122,
327
   -0.04276871,
328
   10.73852,
329
   22.74814,
330
   21.61518,
331
   -1.176687,
332
   13.07311,
333
   0.06118179,
334
   21.25278,
335
   0.9643114,
336
   0.5351579,
337
   4.934458,
338
   1.095918,
339
   -0.2373183,
340
   17.32936,
341
   -0.04181504,
342
   13.35349,
343
   -2.128454,
344
   27.57278,
345
   -1.014563,
346
   0.01635909,
347
   19.72499,
348
   11.30977,
349
   28.45493,
350
   18.65688,
351
   1.065401,
352
   -0.6111586,
353
   1.40777,
354
   0.3453767,
355
   28.54076,
356
   1.772074,
357
   23.48247,
358
   0.8899248,
359
   18.64639,
360
   -0.5358183,
361
   4.385141,
362
   3.967432,
363
   22.84541,
364
   9.434847,
365
   0.2433336,
366
   0.7030046,
367
   20.96477,
368
   -1.581999,
369
   -0.07519364,
370
   -0.9706938,
371
   -2.255293,
372
   15.78441,
373
   -0.4242384,
374
   1.282839,
375
   0.376848,
376
   1.372484,
377
   17.12718,
378
   -0.7370436,
379
   2.672342,
380
   9.412912,
381
   -0.6149733,
382
   16.05716,
383
   26.99676,
384
   24.58206,
385
   23.86299,
386
   0.2776659,
387
   -0.2621138,
388
   -2.160879,
389
   28.3958,
390
   23.01898,
391
   -1.399847,
392
   19.87186,
393
   -3.433081,
394
   23.73615,
395
   28.10874,
396
   17.30361,
397
   25.53382,
398
   -0.08568406,
399
   28.16024,
400
   18.24966,
401
   -0.4461729,
402
   3.459123,
403
   7.261423,
404
   23.01994,
405
   0.3978288,
406
   3.658441,
407
   0.1975572,
408
   23.49201,
409
   5.379823,
410
   0.1708543,
411
   12.00786,
412
   9.6952,
413
   3.543047,
414
   -0.6884062,
415
   17.481,
416
   0.218538,
417
   20.24093,
418
   18.39843,
419
   -0.2020323,
420
   21.4664,
421
   -0.1371825,
422
   1.012949,
423
   27.19989,
424
   3.164438,
425
   -1.499983,
426
   -2.292486,
427
   -0.5548918,
428
   2.762941,
429
   -0.6369078,
430
   15.94367,
431
   13.77406,
432
   8.61564,
433
   -3.27191,
434
   4.812387,
435
   28.53313,
436
   10.92925,
437
   18.84857,
438
   1.700548,
439
   0.6515062,
440
   22.08534,
441
   -0.5787337,
442
   22.92838,
443
   -0.8161986,
444
   16.91451,
445
   26.77837,
446
   1.241831,
447
   13.98864,
448
   0.5799806,
449
   2.81444,
450
   26.07551,
451
   -0.3746474,
452
   0.5780733,
453
   -0.700804,
454
   23.84296,
455
   18.72459,
456
   0.291971,
457
   7.730631,
458
   11.59015,
459
   8.904604,
460
   24.93682,
461
   -0.5958998,
462
   20.77499,
463
   0.9252107,
464
   9.328035,
465
   3.623155,
466
   19.63249,
467
   0.4035509,
468
   20.75019,
469
   20.78834,
470
   -0.1982176,
471
   -0.4671538,
472
   -0.1934493,
473
   2.710489,
474
   17.64408,
475
   7.59807,
476
   19.62867,
477
   0.7525957,
478
   0.1994646,
479
   2.931741,
480
   0.3568208,
481
   0.2690828,
482
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1807
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1808
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1809
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1810
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1811
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1812
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1813
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1814
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1815
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1816
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1817
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1818
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1819
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1820
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1821
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1822
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1824
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1825
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1826
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1827
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1832
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1833
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1836
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1838
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1839
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1840
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1841
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1842
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1843
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1844
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1845
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1846
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1847
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1848
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1849
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1850
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1851
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1852
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1853
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1854
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1855
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1856
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1857
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1858
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1859
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1860
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1861
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1862
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1863
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1864
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1865
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1866
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1867
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1868
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1869
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1870
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1871
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1872
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1873
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1874
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1875
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1876
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1877
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1878
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1879
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1880
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1881
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1882
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1883
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1884
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1885
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1886
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1887
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1888
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1889
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1890
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1891
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1892
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1893
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1894
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1895
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1896
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1897
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1898
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1899
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1900
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1901
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1902
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1903
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1904
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1905
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1906
   1.066355,
1907
   -0.6111586,
1908
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1909
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1910
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1911
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1912
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1913
   15.65471,
1914
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1915
   4.298357,
1916
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1917
   -1.290175,
1918
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1919
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1920
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1921
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1922
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1923
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1924
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1925
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1926
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1927
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1928
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1929
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1930
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1931
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1932
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1933
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1934
   19.32826,
1935
   22.78343,
1936
   -0.1791441,
1937
   -0.01797318,
1938
   18.34026,
1939
   17.5077,
1940
   2.216486,
1941
   -0.2048933,
1942
   -0.6197417,
1943
   12.34165,
1944
   -0.2811873,
1945
   18.70647,
1946
   0.1966035,
1947
   7.93281,
1948
   24.76325,
1949
   20.59856,
1950
   0.9309328,
1951
   12.33878,
1952
   26.34921,
1953
   23.98696,
1954
   -0.9869063,
1955
   -0.4824126,
1956
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1957
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1958
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1959
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1960
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1961
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1962
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1963
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1964
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1965
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1966
   12.33878,
1967
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1968
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1969
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1970
   20.32962,
1971
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1972
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1973
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1974
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1975
   -1.277777,
1976
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1977
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1978
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1979
   -0.3441298,
1980
   -1.238676,
1981
   1.776842,
1982
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1983
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1984
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1985
   -5.354735,
1986
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1987
   -0.3241026,
1988
   27.77496,
1989
   2.848772,
1990
   -0.03418564,
1991
   20.39733,
1992
   2.622751,
1993
   6.454614,
1994
   20.34965,
1995
   -1.189085,
1996
   18.59012,
1997
   13.343,
1998
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1999
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2000
   -0.665518,
2001
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2002
   24.76421,
2003
   0.7888353,
2004
   27.34676,
2005
   18.13808,
2006
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2007
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2008
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2009
   -0.6168807,
2010
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2011
   20.97431,
2012
   17.25402,
2013
   25.47183,
2014
   0.3510988,
2015
   22.38288,
2016
   15.81111,
2017
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2018
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2019
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2020
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2021
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2022
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2023
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2024
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2025
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2026
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2027
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2028
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2029
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2030
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2031
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2032
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2033
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2034
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2035
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2036
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2037
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2038
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2039
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2040
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2041
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2042
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2043
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2044
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2045
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2046
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2047
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2048
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2049
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2050
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2051
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2052
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2053
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2054
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2055
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2056
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2057
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2058
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2059
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2060
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2061
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2062
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2063
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2064
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2065
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2066
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2067
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2068
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2069
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2070
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2071
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2072
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2073
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2074
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2075
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2076
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2077
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2078
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2079
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2080
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2081
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2082
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2083
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2084
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2085
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2086
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2087
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2088
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2089
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2090
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2091
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2092
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2093
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2094
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2095
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2096
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2097
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2098
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2099
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2100
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2101
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2102
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2103
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2104
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2105
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2106
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2107
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2108
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2109
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2110
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2111
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2112
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2113
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2114
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2115
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2116
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2117
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2118
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2119
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2120
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2121
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2122
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2123
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2124
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2125
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2126
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2127
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2128
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2129
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2130
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2131
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2132
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2133
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2134
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2135
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2136
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2137
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2138
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2139
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2140
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2141
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2142
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2143
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2144
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2145
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2146
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2147
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2148
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2149
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2150
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2151
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2152
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2153
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2154
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2155
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2156
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2157
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2158
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2159
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2160
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2161
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2162
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2163
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2164
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2165
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2166
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2167
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2168
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2169
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2170
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2171
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2172
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2173
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2174
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2175
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2176
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2177
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2178
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2179
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2180
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2181
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2182
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2183
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2184
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2185
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2186
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2187
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2188
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2189
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2190
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2191
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2192
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2193
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2194
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2195
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2196
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2197
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2198
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2199
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2200
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2201
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2202
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2203
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2204
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2205
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2206
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2209
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2210
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2211
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2212
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2213
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2214
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2215
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2216
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2217
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2218
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2219
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2220
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2221
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2222
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2223
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2224
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2227
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2228
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2230
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2231
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2232
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2233
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2234
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2235
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2236
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2237
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2238
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2239
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2240
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2241
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2242
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2243
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2244
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2245
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2246
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2247
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2248
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2249
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2250
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2251
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2252
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2253
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2254
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2255
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2256
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2257
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2258
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2260
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2300
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2302
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2309
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3727
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7118
   16.99332,
7119
   21.0596,
7120
   21.86497,
7121
   22.89254,
7122
   18.24098,
7123
   21.36211,
7124
   14.59901,
7125
   14.95856,
7126
   12.43035,
7127
   16.58202,
7128
   12.68975,
7129
   14.97566,
7130
   20.68848,
7131
   21.67822,
7132
   8.11975,
7133
   12.30857,
7134
   8.659797,
7135
   16.18141,
7136
   12.97223,
7137
   22.98507,
7138
   11.8508,
7139
   14.69045,
7140
   15.44137,
7141
   17.6428,
7142
   21.78173,
7143
   19.5169,
7144
   19.74319,
7145
   15.89023,
7146
   18.55733,
7147
   12.89844,
7148
   22.51651,
7149
   10.51464,
7150
   15.15017,
7151
   15.06091,
7152
   7.307224,
7153
   11.48268,
7154
   18.56371,
7155
   12.69283,
7156
   14.74512,
7157
   19.29044,
7158
   15.30486,
7159
   15.74516,
7160
   17.02738,
7161
   14.5952,
7162
   12.71542,
7163
   15.22035,
7164
   12.46785};
7165
   TGraph *graph = new TGraph(3437,Graph0_fx1,Graph0_fy1);
7166
   graph->SetName("Graph0");
7167
   graph->SetTitle("3He angle correlation with MM");
7168

    
7169
   ci = TColor::GetColor("#ff0000");
7170
   graph->SetLineColor(ci);
7171
   graph->SetLineWidth(2);
7172
   graph->SetMarkerStyle(7);
7173
   
7174
   TH1F *Graph_Graph1 = new TH1F("Graph_Graph1","3He angle correlation with MM",3437,-12.53123,35.22611);
7175
   Graph_Graph1->SetMinimum(3.14062);
7176
   Graph_Graph1->SetMaximum(29.43146);
7177
   Graph_Graph1->SetDirectory(0);
7178
   Graph_Graph1->SetStats(0);
7179

    
7180
   ci = TColor::GetColor("#000099");
7181
   Graph_Graph1->SetLineColor(ci);
7182
   Graph_Graph1->GetXaxis()->SetTitle("Angle, deg");
7183
   Graph_Graph1->GetXaxis()->CenterTitle(true);
7184
   Graph_Graph1->GetXaxis()->SetLabelFont(42);
7185
   Graph_Graph1->GetXaxis()->SetLabelSize(0.035);
7186
   Graph_Graph1->GetXaxis()->SetTitleSize(0.035);
7187
   Graph_Graph1->GetXaxis()->SetTitleFont(42);
7188
   Graph_Graph1->GetYaxis()->SetTitle("9Li mm, MeV");
7189
   Graph_Graph1->GetYaxis()->CenterTitle(true);
7190
   Graph_Graph1->GetYaxis()->SetLabelFont(42);
7191
   Graph_Graph1->GetYaxis()->SetLabelSize(0.035);
7192
   Graph_Graph1->GetYaxis()->SetTitleSize(0.035);
7193
   Graph_Graph1->GetYaxis()->SetTitleOffset(1.4);
7194
   Graph_Graph1->GetYaxis()->SetTitleFont(42);
7195
   Graph_Graph1->GetZaxis()->SetLabelFont(42);
7196
   Graph_Graph1->GetZaxis()->SetLabelSize(0.035);
7197
   Graph_Graph1->GetZaxis()->SetTitleSize(0.035);
7198
   Graph_Graph1->GetZaxis()->SetTitleFont(42);
7199
   graph->SetHistogram(Graph_Graph1);
7200
   
7201
   graph->Draw("p");
7202
   
7203
   Double_t Graph1_fx2[1353] = {
7204
   -0.2258742,
7205
   1.072077,
7206
   0.07644058,
7207
   -0.8772337,
7208
   1.163629,
7209
   1.329569,
7210
   0.877527,
7211
   0.166086,
7212
   -0.7999861,
7213
   0.5389726,
7214
   1.156954,
7215
   0.7087266,
7216
   1.642374,
7217
   0.9614503,
7218
   0.6801164,
7219
   0.7192171,
7220
   -0.3136122,
7221
   -0.04276871,
7222
   -1.176687,
7223
   0.06118179,
7224
   0.9643114,
7225
   0.5351579,
7226
   1.095918,
7227
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7228
   -0.04181504,
7229
   -1.014563,
7230
   0.01635909,
7231
   1.065401,
7232
   -0.6111586,
7233
   1.40777,
7234
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7235
   1.772074,
7236
   0.8899248,
7237
   -0.5358183,
7238
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7239
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7240
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7241
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7242
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7243
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7244
   1.282839,
7245
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7246
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7247
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7248
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7249
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7250
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7251
   -0.08568406,
7252
   -0.4461729,
7253
   0.3978288,
7254
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7255
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7256
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7257
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7258
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7259
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7260
   1.012949,
7261
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7262
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7263
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7264
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7265
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7266
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7267
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7268
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7269
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7270
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7271
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7272
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7273
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7274
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7275
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7276
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7277
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7278
   -0.1934493,
7279
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7280
   0.1994646,
7281
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7282
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7283
   1.542238,
7284
   0.7745302,
7285
   0.0793016,
7286
   -0.5300963,
7287
   0.5284822,
7288
   0.9252107,
7289
   0.3034151,
7290
   -1.252981,
7291
   0.6610429,
7292
   -0.375601,
7293
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7294
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7295
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7296
   -1.502844,
7297
   -1.788946,
7298
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7299
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7300
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7301
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7302
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7303
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7304
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7305
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7306
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7307
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7308
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7309
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7310
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7311
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7312
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7313
   -0.2201521,
7314
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7315
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7316
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7317
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7318
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7319
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7320
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7321
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7322
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7323
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7324
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7325
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7326
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7327
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7328
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7329
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7330
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7331
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7332
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7333
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7334
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7335
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7336
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7337
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7338
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7339
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7340
   -0.2373183,
7341
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7342
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7343
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7344
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7345
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7346
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7347
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7348
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7349
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7350
   1.007227,
7351
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7352
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7353
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7354
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7355
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7356
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7357
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7358
   -1.354071,
7359
   0.07834793,
7360
   0.716356,
7361
   -0.3603423,
7362
   -0.05135178,
7363
   1.066355,
7364
   0.9681261,
7365
   -0.5091155,
7366
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7367
   -0.9840453,
7368
   -0.5825484,
7369
   -0.3336394,
7370
   0.03733993,
7371
   -0.2048933,
7372
   -0.9296858,
7373
   -0.4013503,
7374
   -0.7780516,
7375
   0.4188097,
7376
   -0.6664717,
7377
   0.253824,
7378
   1.263765,
7379
   -0.5949461,
7380
   0.5065477,
7381
   -0.03895402,
7382
   -0.2621138,
7383
   0.4216707,
7384
   -0.7675612,
7385
   -0.3250563,
7386
   1.116899,
7387
   0.04783035,
7388
   0.004915003,
7389
   -1.055571,
7390
   0.06690383,
7391
   0.2242601,
7392
   -1.012655,
7393
   0.8040941,
7394
   0.3959215,
7395
   0.1527345,
7396
   0.6190813,
7397
   0.9728944,
7398
   -0.9201491,
7399
   -0.07233262,
7400
   1.299051,
7401
   -0.4471266,
7402
   -1.474234,
7403
   1.575617,
7404
   0.7525957,
7405
   0.8212602,
7406
   -1.089903,
7407
   0.9404695,
7408
   -0.4614317,
7409
   -1.451346,
7410
   1.548914,
7411
   -0.4299605,
7412
   -1.302572,
7413
   0.02780319,
7414
   -1.561018,
7415
   0.2337968,
7416
   0.1784837,
7417
   1.269487,
7418
   -0.9869063,
7419
   0.6915605,
7420
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7421
   0.4226244,
7422
   1.073984,
7423
   0.5332506,
7424
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7425
   0.9328401,
7426
   -1.325461,
7427
   -0.3498518,
7428
   -0.4118407,
7429
   -0.003668066,
7430
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7431
   0.2290285,
7432
   0.7592714,
7433
   1.009134,
7434
   -0.4013503,
7435
   0.2795732,
7436
   -0.4118407,
7437
   -0.6826842,
7438
   -0.4242384,
7439
   -1.207205,
7440
   -0.6073439,
7441
   1.881746,
7442
   1.086382,
7443
   0.2738512,
7444
   -0.2535307,
7445
   -0.5196059,
7446
   0.1861131,
7447
   -0.539633,
7448
   0.01063705,
7449
   -0.6960356,
7450
   1.564173,
7451
   -1.191946,
7452
   1.049188,
7453
   0.6915605,
7454
   1.439241,
7455
   -0.4032576,
7456
   -0.1057112,
7457
   1.382974,
7458
   1.230386,
7459
   1.348642,
7460
   0.9042299,
7461
   0.09074569,
7462
   -0.1982176,
7463
   0.248102,
7464
   -0.5949461,
7465
   0.4159486,
7466
   0.4302537,
7467
   -0.3031218,
7468
   -0.7894957,
7469
   -1.695486,
7470
   -1.09181,
7471
   -0.1905882,
7472
   -0.331732,
7473
   -0.4909956,
7474
   0.4626787,
7475
   0.8822954,
7476
   -1.22151,
7477
   1.187471,
7478
   -1.094671,
7479
   -0.03800034,
7480
   -0.7313216,
7481
   -0.9125197,
7482
   -0.3107512,
7483
   0.6143129,
7484
   1.573709,
7485
   0.5275285,
7486
   0.1327074,
7487
   -1.062247,
7488
   1.820711,
7489
   -0.405165,
7490
   0.5780733,
7491
   -0.01797318,
7492
   0.4931963,
7493
   1.283792,
7494
   -1.039358,
7495
   -0.4213774,
7496
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7497
   0.8136308,
7498
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7499
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7500
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7501
   0.2996004,
7502
   -0.6741011,
7503
   0.003007654,
7504
   -0.6006682,
7505
   -0.2268279,
7506
   1.135973,
7507
   0.03543258,
7508
   0.379709,
7509
   -1.839491,
7510
   1.55845,
7511
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7512
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7513
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7514
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7515
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7516
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7517
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7518
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7519
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7520
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7521
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7522
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7523
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7524
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7525
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7526
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7527
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7528
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7529
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7530
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7531
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7532
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7533
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7534
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7535
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7536
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7537
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7538
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7539
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7540
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7541
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7542
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7543
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7544
   -1.086088,
7545
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7546
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7547
   1.339105,
7548
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7549
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7550
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7551
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7552
   0.8765733,
7553
   -0.4204237,
7554
   -1.504751,
7555
   -0.3994429,
7556
   0.716356,
7557
   1.073984,
7558
   -0.08663773,
7559
   0.423578,
7560
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7561
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7562
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7563
   -0.003668066,
7564
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7565
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7566
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7567
   -0.1171553,
7568
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7569
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7570
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7571
   -0.4175627,
7572
   -0.9315932,
7573
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7574
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7575
   -0.5958998,
7576
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7577
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7578
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7579
   -0.3612959,
7580
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7581
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7582
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7583
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7584
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7585
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7586
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7587
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7588
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7589
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7590
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7591
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7592
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7593
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7594
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7595
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7596
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7597
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7598
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7599
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7600
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7601
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7602
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7603
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7604
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7605
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7606
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7607
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7608
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7609
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7610
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7611
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7612
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7613
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7614
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7615
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7616
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7617
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7618
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7619
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7620
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7621
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7622
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7623
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7624
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7625
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7626
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7627
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7628
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7629
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7630
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7631
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7632
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7633
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7634
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7635
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7636
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7637
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7638
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7639
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7640
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7641
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7642
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7643
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7644
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7645
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7646
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7647
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7648
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7649
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7650
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7651
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7652
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7653
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7654
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7655
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7656
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7657
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7658
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7659
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7660
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7661
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7662
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7663
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7664
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7665
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7666
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7667
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7668
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7669
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7670
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7671
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7672
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7673
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7674
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7675
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7676
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7677
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7678
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7679
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7680
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7681
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7682
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7683
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7684
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7685
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7686
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7687
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7688
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7689
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7690
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7691
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7692
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7693
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7694
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7695
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7696
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7697
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7698
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7699
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7700
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7701
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7702
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7703
   -1.340719,
7704
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7705
   -1.097533,
7706
   -1.396986,
7707
   -0.01320481,
7708
   1.090196,
7709
   0.259546,
7710
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7711
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7712
   0.5065477,
7713
   0.6896532,
7714
   -0.495764,
7715
   0.2252138,
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8327
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8328
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8329
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8330
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8331
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8332
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8333
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8334
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8335
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8336
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8337
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8338
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8339
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8340
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8341
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8342
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8343
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8344
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8345
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8346
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8347
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8348
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8349
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8350
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8351
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8352
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8353
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8354
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8355
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8356
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8357
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8358
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8359
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8360
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8361
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8362
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8363
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8364
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8365
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8366
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8367
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8368
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8369
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8370
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8371
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8372
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8373
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8374
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8375
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8376
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8377
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8378
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8379
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8380
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8381
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8382
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8383
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8384
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8385
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8386
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8387
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8388
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8389
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8390
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8391
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8392
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8393
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8394
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8395
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8396
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8397
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8398
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8399
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8400
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8401
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8402
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8403
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8404
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8405
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8406
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8407
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8408
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8409
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8410
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8411
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8412
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8413
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8414
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8415
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8416
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8417
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8418
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8419
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8420
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8421
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8422
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8423
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8424
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8425
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8426
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8427
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8428
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8429
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8430
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8431
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8432
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8433
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8434
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8435
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8436
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8437
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8438
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8439
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8440
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8441
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8442
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8443
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8444
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8445
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8446
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8447
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8448
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8449
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8450
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8451
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8452
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8453
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8454
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8455
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8456
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8457
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8458
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8459
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8460
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8461
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8462
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8463
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8464
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8465
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8466
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8467
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8468
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8469
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8470
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8471
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8472
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8473
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8474
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8475
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8476
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8477
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8478
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8479
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8480
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8481
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8482
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8483
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8484
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8485
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8486
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8487
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8488
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8489
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8490
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8491
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8492
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8493
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8494
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8495
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8496
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8497
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8498
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8499
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8500
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8501
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8502
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8503
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8504
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8505
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8506
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8507
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8508
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8509
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8510
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8511
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8512
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8513
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8514
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8515
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8516
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8517
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8518
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8519
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8520
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8521
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8522
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8523
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8524
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8525
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8526
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8527
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8528
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8529
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8530
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8531
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8532
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8533
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8534
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8535
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8536
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8537
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8538
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8539
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8540
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8541
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8542
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8543
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8544
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8545
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8546
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8547
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8548
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8549
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8550
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8551
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8552
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8553
   0.2080476,
8554
   0.4302537,
8555
   0.7821596,
8556
   0.748781};
8557
   Double_t Graph1_fy2[1353] = {
8558
   22.14282,
8559
   10.76686,
8560
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8561
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8562
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8563
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8564
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8565
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8566
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8567
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8568
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8569
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8570
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8571
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8572
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8573
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8574
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8575
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8576
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8577
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8578
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8579
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8580
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8581
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8582
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8583
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8584
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8585
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8586
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8587
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8588
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8589
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8590
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8591
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8592
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8593
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8594
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8595
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8596
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8597
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8598
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8599
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8600
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8601
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8602
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8603
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8604
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8605
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8606
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8607
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8608
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8609
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8610
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8611
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8612
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8613
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8614
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8615
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8616
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8617
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8618
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8619
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8620
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8621
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8622
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8623
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8624
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8625
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8626
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8627
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8628
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8629
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8630
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8631
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8632
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8633
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8634
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8635
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8636
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8637
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8638
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8639
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8640
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8641
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8642
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8643
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8644
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8645
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8646
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8647
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8648
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8649
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8650
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8651
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8652
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8653
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8654
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8655
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8656
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8657
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8658
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8659
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8660
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8661
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8662
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8663
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8664
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8665
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8666
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8667
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8668
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8669
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8670
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8671
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8672
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8673
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8674
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8675
   19.34406,
8676
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8677
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8678
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8679
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8680
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8681
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8682
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8683
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8684
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8685
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8686
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8687
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8688
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8689
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8690
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8691
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8692
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8693
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8694
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8695
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8696
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8697
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8698
   19.45744,
8699
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8700
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8701
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8702
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8703
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8704
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8705
   15.91284,
8706
   21.56907,
8707
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8708
   11.58572,
8709
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8710
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8711
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8712
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8713
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8714
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8715
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8716
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8717
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8718
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8719
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8720
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8721
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8722
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8723
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8724
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8725
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8726
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8727
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8728
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8729
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8730
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8731
   20.94442,
8732
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8733
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8734
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8735
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8736
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8737
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8738
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8739
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8740
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8741
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8742
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8743
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8744
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8745
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8746
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8747
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8748
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8749
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8750
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8751
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8752
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8753
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8754
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8755
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8756
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8757
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8758
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8759
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8760
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8761
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8762
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8763
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8764
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8765
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8766
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8767
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8768
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8769
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8770
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8771
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8772
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8773
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8774
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8775
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8776
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8777
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8778
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8779
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8780
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8781
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8782
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8783
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8784
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8785
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8786
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8787
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8788
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8789
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8790
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8791
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8792
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8793
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8794
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8795
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8796
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8797
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8798
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8799
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8800
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8801
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8802
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8803
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8804
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8805
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8806
   12.90429,
8807
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8808
   21.24907,
8809
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8810
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8811
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8812
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8813
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8814
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8815
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8816
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8817
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8818
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8819
   9.851686,
8820
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8821
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8822
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8823
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8824
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8825
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8826
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8827
   9.108417,
8828
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8829
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8830
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8831
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8832
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8833
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8834
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8835
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8836
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8837
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8838
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8839
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8840
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8841
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8842
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8843
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8844
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8845
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8846
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8847
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8848
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8849
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8850
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8851
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8852
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8853
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8854
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8855
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8856
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8857
   17.38899,
8858
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8859
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8860
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8861
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8862
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8863
   17.6588,
8864
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8865
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8866
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8867
   19.95835,
8868
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8869
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8870
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8871
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8872
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8873
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8874
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8875
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8876
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8877
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8878
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8879
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8880
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8881
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8882
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8883
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8884
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8885
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8886
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8887
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8888
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8889
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8890
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8891
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8892
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8893
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8894
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8895
   13.91385,
8896
   10.31644,
8897
   21.60194,
8898
   12.89867,
8899
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8900
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8901
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8902
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8903
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8904
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8905
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8906
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8907
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8908
   15.29749,
8909
   13.95586,
8910
   10.04945,
8911
   11.72703,
8912
   17.87627,
8913
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8914
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8915
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8916
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8917
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8918
   20.60987,
8919
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8920
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8921
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8922
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8923
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8924
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8925
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8926
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8927
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8928
   8.791069,
8929
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8930
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8931
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8932
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8933
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8934
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8935
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8936
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8937
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8938
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8939
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8940
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8941
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8942
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8943
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8944
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8945
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8946
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8947
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8948
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8949
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8950
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8951
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8952
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8953
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8954
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8955
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8956
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8957
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8958
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8959
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8960
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8961
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8962
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8963
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8964
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8965
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8966
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8967
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8968
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8969
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8970
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8971
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8972
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8973
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8974
   13.65904,
8975
   17.47011,
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   13.61592,
9654
   16.48298,
9655
   10.66949,
9656
   16.78741,
9657
   16.10409,
9658
   14.46248,
9659
   16.47353,
9660
   16.6752,
9661
   20.9259,
9662
   17.18148,
9663
   15.29986,
9664
   11.75741,
9665
   17.46369,
9666
   20.46607,
9667
   16.13237,
9668
   16.33983,
9669
   20.75494,
9670
   18.16554,
9671
   16.05371,
9672
   15.87018,
9673
   16.65244,
9674
   10.40402,
9675
   17.01081,
9676
   11.22618,
9677
   12.73347,
9678
   20.14987,
9679
   14.69365,
9680
   22.5535,
9681
   12.36638,
9682
   16.80578,
9683
   20.3539,
9684
   18.43483,
9685
   15.32582,
9686
   16.8037,
9687
   17.16885,
9688
   16.26007,
9689
   22.55052,
9690
   23.91131,
9691
   19.03065,
9692
   14.20082,
9693
   18.88742,
9694
   17.88329,
9695
   18.1609,
9696
   9.916786,
9697
   13.3113,
9698
   19.16794,
9699
   13.91683,
9700
   22.52229,
9701
   18.52745,
9702
   14.27856,
9703
   20.32963,
9704
   17.32333,
9705
   16.02481,
9706
   16.63423,
9707
   11.92826,
9708
   12.51573,
9709
   16.60427,
9710
   22.48969,
9711
   12.97495,
9712
   22.24093,
9713
   12.03483,
9714
   24.33379,
9715
   18.34599,
9716
   10.59451,
9717
   16.09993,
9718
   21.55658,
9719
   22.14107,
9720
   14.8691,
9721
   23.21253,
9722
   19.22218,
9723
   15.07374,
9724
   21.93983,
9725
   9.701276,
9726
   18.42978,
9727
   23.46019,
9728
   17.59179,
9729
   23.28162,
9730
   16.39148,
9731
   19.11115,
9732
   20.86532,
9733
   18.22127,
9734
   15.69221,
9735
   10.96503,
9736
   20.901,
9737
   21.98122,
9738
   14.73853,
9739
   9.827661,
9740
   8.204271,
9741
   19.31536,
9742
   15.15645,
9743
   11.18814,
9744
   21.68305,
9745
   15.61304,
9746
   18.59595,
9747
   21.40483,
9748
   14.49976,
9749
   15.24663,
9750
   14.25034,
9751
   14.77999,
9752
   18.10127,
9753
   23.03974,
9754
   19.8938,
9755
   18.83649,
9756
   17.88243,
9757
   19.18257,
9758
   12.50562,
9759
   22.43987,
9760
   9.010659,
9761
   14.48016,
9762
   20.86982,
9763
   17.44092,
9764
   12.47694,
9765
   12.08924,
9766
   23.41527,
9767
   16.10473,
9768
   10.96965,
9769
   16.54142,
9770
   16.83064,
9771
   15.10143,
9772
   15.39544,
9773
   13.40514,
9774
   9.790463,
9775
   20.49826,
9776
   17.25382,
9777
   21.52059,
9778
   21.00106,
9779
   10.71425,
9780
   20.74694,
9781
   15.32415,
9782
   13.3172,
9783
   19.49485,
9784
   11.15483,
9785
   10.17542,
9786
   14.69935,
9787
   18.64003,
9788
   14.5153,
9789
   19.45351,
9790
   23.31411,
9791
   10.06997,
9792
   15.96136,
9793
   8.820893,
9794
   16.46018,
9795
   19.74032,
9796
   19.42047,
9797
   20.88735,
9798
   11.38919,
9799
   12.64337,
9800
   20.72959,
9801
   13.93665,
9802
   20.47968,
9803
   15.75029,
9804
   17.47831,
9805
   11.95598,
9806
   15.99246,
9807
   22.08715,
9808
   12.68706,
9809
   18.98477,
9810
   7.435444,
9811
   15.03709,
9812
   20.8538,
9813
   15.84721,
9814
   14.82111,
9815
   18.86482,
9816
   6.246622,
9817
   20.25206,
9818
   15.81537,
9819
   15.69711,
9820
   14.70753,
9821
   16.81493,
9822
   15.96635,
9823
   8.296165,
9824
   17.64404,
9825
   22.75227,
9826
   20.87921,
9827
   21.54082,
9828
   19.19342,
9829
   14.22926,
9830
   18.13422,
9831
   7.673382,
9832
   17.46492,
9833
   16.37208,
9834
   9.208724,
9835
   10.55534,
9836
   18.57322,
9837
   18.83141,
9838
   17.5127,
9839
   23.22326,
9840
   20.83152,
9841
   15.33625,
9842
   16.34659,
9843
   21.31868,
9844
   9.83427,
9845
   6.985106,
9846
   16.09239,
9847
   20.15309,
9848
   9.758637,
9849
   17.06905,
9850
   17.07767,
9851
   9.737123,
9852
   18.27068,
9853
   18.44987,
9854
   14.979,
9855
   16.8166,
9856
   14.08194,
9857
   22.24192,
9858
   16.89998,
9859
   13.65005,
9860
   17.27957,
9861
   18.41649,
9862
   21.19858,
9863
   15.96057,
9864
   15.70812,
9865
   15.42847,
9866
   17.31014,
9867
   13.70262,
9868
   13.52092,
9869
   15.91675,
9870
   10.09698,
9871
   18.42304,
9872
   16.85643,
9873
   16.92814,
9874
   11.11878,
9875
   22.00844,
9876
   17.83103,
9877
   15.71461,
9878
   15.73436,
9879
   11.08284,
9880
   13.67108,
9881
   17.28446,
9882
   21.52783,
9883
   22.51732,
9884
   9.528616,
9885
   17.09543,
9886
   16.89435,
9887
   17.07343,
9888
   19.13538,
9889
   14.18115,
9890
   14.24538,
9891
   11.72312,
9892
   16.99332,
9893
   21.0596,
9894
   14.59901,
9895
   16.58202,
9896
   12.68975,
9897
   21.67822,
9898
   16.18141,
9899
   22.98507,
9900
   11.8508,
9901
   15.44137,
9902
   19.5169,
9903
   19.74319,
9904
   18.55733,
9905
   12.89844,
9906
   22.51651,
9907
   10.51464,
9908
   15.15017,
9909
   15.30486,
9910
   12.46785};
9911
   graph = new TGraph(1353,Graph1_fx2,Graph1_fy2);
9912
   graph->SetName("Graph1");
9913
   graph->SetTitle("Graph");
9914

    
9915
   ci = TColor::GetColor("#ff0000");
9916
   graph->SetLineColor(ci);
9917
   graph->SetLineWidth(2);
9918

    
9919
   ci = TColor::GetColor("#ff0000");
9920
   graph->SetMarkerColor(ci);
9921
   graph->SetMarkerStyle(7);
9922
   
9923
   TH1F *Graph_Graph2 = new TH1F("Graph_Graph2","Graph",1353,-2.218863,2.333597);
9924
   Graph_Graph2->SetMinimum(3.435543);
9925
   Graph_Graph2->SetMaximum(28.34956);
9926
   Graph_Graph2->SetDirectory(0);
9927
   Graph_Graph2->SetStats(0);
9928

    
9929
   ci = TColor::GetColor("#000099");
9930
   Graph_Graph2->SetLineColor(ci);
9931
   Graph_Graph2->GetXaxis()->SetLabelFont(42);
9932
   Graph_Graph2->GetXaxis()->SetLabelSize(0.035);
9933
   Graph_Graph2->GetXaxis()->SetTitleSize(0.035);
9934
   Graph_Graph2->GetXaxis()->SetTitleFont(42);
9935
   Graph_Graph2->GetYaxis()->SetLabelFont(42);
9936
   Graph_Graph2->GetYaxis()->SetLabelSize(0.035);
9937
   Graph_Graph2->GetYaxis()->SetTitleSize(0.035);
9938
   Graph_Graph2->GetYaxis()->SetTitleOffset(0);
9939
   Graph_Graph2->GetYaxis()->SetTitleFont(42);
9940
   Graph_Graph2->GetZaxis()->SetLabelFont(42);
9941
   Graph_Graph2->GetZaxis()->SetLabelSize(0.035);
9942
   Graph_Graph2->GetZaxis()->SetTitleSize(0.035);
9943
   Graph_Graph2->GetZaxis()->SetTitleFont(42);
9944
   graph->SetHistogram(Graph_Graph2);
9945
   
9946
   graph->Draw("p");
9947
   c_he3_angles_2->Modified();
9948
   c_he3_angles->cd();
9949
   c_he3_angles->Modified();
9950
   c_he3_angles->cd();
9951
   c_he3_angles->SetSelected(c_he3_angles);
9952
}