JENDL-4.0 Cd113 pointwise at 300K 0 0
4.811300+4 1.119345+2 2 0 6 14846 1451 1
0.000000+0 0.000000+0 0 0 0 64846 1451 2
1.000000+0 2.000000+7 0 0 10 44846 1451 3
3.000000+2 0.000000+0 1 0 311 1024846 1451 4
48-Cd-113 JAEA EVAL-FEB22 S.Kunieda, A.Ichihara, K.Shibata+4846 1451 5
DIST-MAY10 20100316 4846 1451 6
----JENDL-4.0 MATERIAL 4846 4846 1451 7
-----INCIDENT NEUTRON DATA 4846 1451 8
------ENDF-6 FORMAT 4846 1451 9
4846 1451 10
History 4846 1451 11
09-11 Re-evaluation was performed for JENDL-4.0 4846 1451 12
10-03 Compiled by S.Kunieda 4846 1451 13
4846 1451 14
MF= 1 General information 4846 1451 15
4846 1451 16
MT=451 Descriptive data and directory 4846 1451 17
4846 1451 18
4846 1451 19
MF= 2 Resonance parameters 4846 1451 20
4846 1451 21
MT=151 Resolved and unresolved resonance parameters 4846 1451 22
4846 1451 23
- Resolved resonance region (MLBW formula): below 1 keV 4846 1451 24
The resonance parameters were taken from the work of 4846 1451 25
Frankle et al./1/ As for unknown radiation widths, 4846 1451 26
values of 100 meV and 160 meV were assumed for s- and 4846 1451 27
p-wave resonances, respectively. Part of total spin 4846 1451 28
J were based on the work of Corvi et al./2/ The 4846 1451 29
values of unknown J were estimated by a random number 4846 1451 30
method. 4846 1451 31
The parameters for 0.178 eV were changed by considering 4846 1451 32
the latest measurements of Kopecky et al./3/ 4846 1451 33
4846 1451 34
- Unresolved resonance region: 1.8 keV - 200 keV 4846 1451 35
The parameters were obtained by fitting to the total and 4846 1451 36
capture cross sections calculated by the POD code /4/. 4846 1451 37
The ASREP code /5/ was employed in this evaluation. 4846 1451 38
The unresolved parameters should be used only for 4846 1451 39
self-shielding calculation. 4846 1451 40
4846 1451 41
Thermal cross sections & resonance integrals at 300 K 4846 1451 42
---------------------------------------------------------- 4846 1451 43
0.0253 eV res. integ. (*) 4846 1451 44
(barns) (barns) 4846 1451 45
---------------------------------------------------------- 4846 1451 46
Total 2.01942E+04 4846 1451 47
Elastic 2.52554E+01 4846 1451 48
n,gamma 2.01690E+04 3.88087E+02 4846 1451 49
---------------------------------------------------------- 4846 1451 50
(*) Integrated from 0.5 eV to 10 MeV. 4846 1451 51
4846 1451 52
4846 1451 53
MF= 3 Neutron cross sections 4846 1451 54
4846 1451 55
MT= 1 Total cross section 4846 1451 56
Sum of partial cross sections. 4846 1451 57
4846 1451 58
MT= 2 Elastic scattering cross section 4846 1451 59
The OPTMAN /6/ & POD /4/ calculations. 4846 1451 60
4846 1451 61
MT= 3 Non-elastic cross section 4846 1451 62
Sum of partial non-elastic cross sections. 4846 1451 63
4846 1451 64
MT= 4,51-91 (n,n') cross section 4846 1451 65
The OPTMAN /6/ & POD /4/ calculations. 4846 1451 66
4846 1451 67
MT= 16 (n,2n) cross section 4846 1451 68
MT= 17 (n,3n) cross section 4846 1451 69
MT= 22 (n,na) cross section 4846 1451 70
MT= 28 (n,np) cross section 4846 1451 71
MT= 32 (n,nd) cross section 4846 1451 72
Calculated by the POD code /4/. 4846 1451 73
4846 1451 74
MT=102 Capture cross section 4846 1451 75
Calculated by the POD code /4/. The value of gamma-ray 4846 1451 76
strength function was determined to reproduce experimental 4846 1451 77
capture cross sections measured by Wisshak et al /7/. 4846 1451 78
4846 1451 79
MT=103 (n,p) cross section 4846 1451 80
MT=104 (n,d) cross section 4846 1451 81
MT=105 (n,t) cross section 4846 1451 82
MT=106 (n,He3) cross section 4846 1451 83
MT=107 (n,a) cross section 4846 1451 84
Calculated by the POD code /4/. 4846 1451 85
4846 1451 86
MT=203 (n,xp) cross section 4846 1451 87
Sum of (n,np) and (n,p) 4846 1451 88
4846 1451 89
MT=204 (n,xd) cross section 4846 1451 90
Sum of (n,nd) and (n,d) 4846 1451 91
4846 1451 92
MT=205 (n,xt) cross section 4846 1451 93
MT=206 (n,xHe3) cross section 4846 1451 94
Calculated by the POD code /4/. 4846 1451 95
4846 1451 96
MT=207 (n,xa) cross section 4846 1451 97
Sum of (n,na) and (n,a) 4846 1451 98
4846 1451 99
4846 1451 100
MF= 4 Angular distributions of emitted neutrons 4846 1451 101
4846 1451 102
MT= 2 Elastic scattering 4846 1451 103
The OPTMAN /6/ & POD /4/ calculations. 4846 1451 104
4846 1451 105
4846 1451 106
MF= 6 Energy-angle distributions of emitted particles 4846 1451 107
4846 1451 108
MT= 16 (n,2n) reaction 4846 1451 109
MT= 17 (n,3n) reaction 4846 1451 110
MT= 22 (n,na) reaction 4846 1451 111
MT= 28 (n,np) reaction 4846 1451 112
MT= 32 (n,nd) reaction 4846 1451 113
Neutron spectra calculated by the POD code /4/. 4846 1451 114
4846 1451 115
MT= 51-90 (n,n') reaction 4846 1451 116
Neutron angular distributions calculated by 4846 1451 117
OPTMAN /6/ & POD /4/. 4846 1451 118
4846 1451 119
MT= 91 (n,n') reaction 4846 1451 120
Neutron spectra calculated by the POD code /4/. 4846 1451 121
4846 1451 122
MT= 203 (n,xp) reaction 4846 1451 123
MT= 204 (n,xd) reaction 4846 1451 124
MT= 205 (n,xt) reaction 4846 1451 125
MT= 206 (n,xHe3) reaction 4846 1451 126
MT= 207 (n,xa) reaction 4846 1451 127
Light-ion spectra calculated by the POD code /6/. 4846 1451 128
4846 1451 129
4846 1451 130
MF=12 Gamma-ray multiplicities 4846 1451 131
4846 1451 132
MT= 3 Non-elastic gamma emission 4846 1451 133
Calculated by the POD code /4/. 4846 1451 134
4846 1451 135
4846 1451 136
MF=14 Gamma-ray angular distributions 4846 1451 137
4846 1451 138
MT= 3 Non-elastic gamma emission 4846 1451 139
Assumed to be isotropic. 4846 1451 140
4846 1451 141
4846 1451 142
MF=15 Gamma-ray spectra 4846 1451 143
4846 1451 144
MT= 3 Non-elastic gamma emission 4846 1451 145
Calculated by the POD code /4/. 4846 1451 146
4846 1451 147
4846 1451 148
<Appendix> 4846 1451 149
4846 1451 150
*************************************************************** 4846 1451 151
* Nuclear Model Calculations with POD Code /4/ * 4846 1451 152
*************************************************************** 4846 1451 153
1. Theoretical models 4846 1451 154
The POD code is based on the spherical optical model, the 4846 1451 155
distorted-wave Born approximaiton (DWBA), one-component exciton 4846 1451 156
preequilibrium model, and the Hauser-Feshbach-Moldauer statis- 4846 1451 157
tical model. With the preequilibrium model, semi-empirical 4846 1451 158
pickup and knockout process can be taken into account for 4846 1451 159
composite-particle emission. The gamma-ray emission from the 4846 1451 160
compound nucleus can be calculated within the framework of the 4846 1451 161
exciton model. The code is capable of reading in particle 4846 1451 162
transmission coefficients calculated by separate spherical or 4846 1451 163
coupled-channel optical model code. In this evaluation, the OPTMAN4846 1451 164
code /6/ was employed for neutrons, while the ECIS code 4846 1451 165
/8/ was adopted for charged particles. 4846 1451 166
4846 1451 167
2. Optical model & parameters 4846 1451 168
Neutrons: 4846 1451 169
Model: The coupled-channel method based on the rigid-rotor 4846 1451 170
model was adopted. 4846 1451 171
OMP : Coupled-channel optical potential /9/ was applied. 4846 1451 172
The original parameters were slightly modified to give 4846 1451 173
precise reaction cross sections. The optical potential 4846 1451 174
parameters used in evaluation are listed as follows. 4846 1451 175
------------------------------------------------------------ 4846 1451 176
- Real-volume term 4846 1451 177
VR0= -3.80E+1 MeV VR1= 2.70E-2 MeV VR2= 1.20E-4 MeV 4846 1451 178
VR3= 3.50E-7 MeV VRLA= 9.49E+1 MeV ALAVR= 4.32E-3 4846 1451 179
r= 1.21E+0 a= 6.70E-1 4846 1451 180
- Imaginary-surface term 4846 1451 181
WDBW= 1.30E+1 MeV WDWID= 1.30E+1 MeV ALAWD= 1.40E-2 4846 1451 182
r= 1.21E+0 a= 6.50E-1 4846 1451 183
- Imaginary-volume term 4846 1451 184
WCBW= 1.70E+1 MeV WCWID= 1.01E+2 MeV 4846 1451 185
r= 1.21E+0 a= 6.50E-1 4846 1451 186
- Spin-orbit term 4846 1451 187
VS= 6.26E+0 MeV ALASO= 5.00E-3 4846 1451 188
WSBW= -3.10E+0 MeV WSWID= 1.60E+2 MeV 4846 1451 189
r= 1.05E+0 a= 5.90E-1 4846 1451 190
- Isospin coefficients 4846 1451 191
CISO= 2.43E+1 WCISO= 1.80E+1 CCOUL= 9.00E-1 4846 1451 192
- Deformation parameter 4846 1451 193
Beta2= -1.50E-1 4846 1451 194
------------------------------------------------------------ 4846 1451 195
Protons: 4846 1451 196
Model: Spherical 4846 1451 197
OMP : Koning and Delaroche /10/ 4846 1451 198
Deuterons: 4846 1451 199
Model: Spherical 4846 1451 200
OMP : Bojowald et al. /11/ 4846 1451 201
Tritons: 4846 1451 202
Mode: Spherical 4846 1451 203
OMP : Becchetti and Greenlees /12/ 4846 1451 204
He-3: 4846 1451 205
Model: Spherical 4846 1451 206
OMP : Becchetti and Greenlees /12/ 4846 1451 207
Alphas: 4846 1451 208
Model: Spherical 4846 1451 209
OMP : A simplified folding model potential /13/ 4846 1451 210
(The nucleon OMP was taken from Ref./9/.) 4846 1451 211
4846 1451 212
3. Level scheme of Cd-113 4846 1451 213
------------------------------------ 4846 1451 214
No. Ex(MeV) J PI CC 4846 1451 215
------------------------------------ 4846 1451 216
0 0.00000 1/2 + * 4846 1451 217
1 0.26359 11/2 - 4846 1451 218
2 0.29849 3/2 + * 4846 1451 219
3 0.31618 5/2 + 4846 1451 220
4 0.45839 7/2 + 4846 1451 221
5 0.52233 7/2 - 4846 1451 222
6 0.53000 9/2 + 4846 1451 223
7 0.58414 5/2 + 4846 1451 224
8 0.63806 9/2 - 4846 1451 225
9 0.68057 3/2 + 4846 1451 226
10 0.70842 5/2 + 4846 1451 227
11 0.76000 1/2 + 4846 1451 228
12 0.81640 7/2 + 4846 1451 229
13 0.85530 5/2 - 4846 1451 230
14 0.87850 5/2 - 4846 1451 231
15 0.88360 1/2 + 4846 1451 232
16 0.89740 3/2 + 4846 1451 233
17 0.93970 5/2 + 4846 1451 234
18 0.96000 3/2 - 4846 1451 235
19 0.98844 1/2 + 4846 1451 236
20 1.00720 5/2 + 4846 1451 237
21 1.03370 5/2 - 4846 1451 238
22 1.03730 3/2 - 4846 1451 239
23 1.04750 7/2 + 4846 1451 240
24 1.04990 3/2 + 4846 1451 241
25 1.12609 1/2 + 4846 1451 242
26 1.17000 3/2 + 4846 1451 243
27 1.17680 3/2 + 4846 1451 244
28 1.19465 3/2 - 4846 1451 245
29 1.19540 9/2 + 4846 1451 246
30 1.21430 11/2 - 4846 1451 247
31 1.26810 3/2 + 4846 1451 248
32 1.27980 3/2 + 4846 1451 249
33 1.32220 0 + 4846 1451 250
34 1.35160 0 + 4846 1451 251
------------------------------------ 4846 1451 252
Levels above 1.36160 MeV are assumed to be continuous. 4846 1451 253
4846 1451 254
4846 1451 255
4. Level density parameters 4846 1451 256
Energy-dependent parameters of Mengoni-Nakajima /14/ were used 4846 1451 257
---------------------------------------------------------- 4846 1451 258
Nuclei a* Pair Esh T E0 Ematch Elv_max 4846 1451 259
1/MeV MeV MeV MeV MeV MeV MeV 4846 1451 260
---------------------------------------------------------- 4846 1451 261
Cd-114 14.703 2.248 2.747 0.629 0.285 7.448 2.465 4846 1451 262
Cd-113 14.918 1.129 2.940 0.622 -0.905 6.375 1.352 4846 1451 263
Cd-112 14.435 2.268 2.419 0.735 -0.781 9.301 2.649 4846 1451 264
Cd-111 14.779 1.139 2.384 0.681 -1.366 7.239 1.341 4846 1451 265
Ag-113 13.626 1.129 3.744 0.689 -1.414 7.329 0.271 4846 1451 266
Ag-112 14.064 0.000 3.764 0.653 -2.318 5.738 0.018 4846 1451 267
Ag-111 13.420 1.139 3.581 0.725 -1.706 7.873 1.277 4846 1451 268
Pd-111 14.697 1.139 4.157 0.644 -1.471 7.172 0.603 4846 1451 269
Pd-110 13.913 2.288 3.640 0.645 0.154 7.754 2.140 4846 1451 270
Pd-109 14.484 1.149 3.832 0.727 -2.390 8.692 0.327 4846 1451 271
---------------------------------------------------------- 4846 1451 272
4846 1451 273
5. Gamma-ray strength functions 4846 1451 274
M1, E2: Standard Lorentzian (SLO) 4846 1451 275
E1 : Generalized Lorentzian (GLO) /15/ 4846 1451 276
4846 1451 277
6. Preequilibrium process 4846 1451 278
Preequilibrium is on for n, p, d, t, He-3, and alpha. 4846 1451 279
Preequilibrium capture is on. 4846 1451 280
4846 1451 281
4846 1451 282
References 4846 1451 283
1) Frankle, C.M., et al.: Phys. Rev., C50, 2774 (1994); 4846 1451 284
Phys. Rev., C45, 2143 (1992). 4846 1451 285
2) Corvi, F., et al.: 94 Gatlinburg, p.201 (1994). 4846 1451 286
3) Kopecky, S., et al.: Nucl. Instrum. Meth. Phys. Res. B267 4846 1451 287
2345 (2009). 4846 1451 288
4) A.Ichihara et al., JAEA-Data/Code 2007-012 (2007). 4846 1451 289
5) Y.Kikuchi et al., JAERI-Data/Code 99-025 (1999) 4846 1451 290
[in Japanese]. 4846 1451 291
6) E.Soukhovitski et al., JAERI-Data/Code 2005-002 (2005). 4846 1451 292
7) Wisshak et al., Phys. Rev. C66, 025801 (2002). 4846 1451 293
8) J.Raynal, CEA Saclay report, CEA-N-2772 (1994). 4846 1451 294
9) S.Kunieda et al., J. Nucl. Sci. Technol. 44, 838 (2007). 4846 1451 295
10) A.J.Koning, J.P.Delaroche, Nucl. Phys. A713, 231 (2003). 4846 1451 296
11) Bojowald et al., Phys. Rev. C 38, 1153 (1988). 4846 1451 297
12) F.D.Becchetti,Jr., G.W.Greenlees, "Polarization 4846 1451 298
Phenomena in Nuclear Reactions," p.682, The University 4846 1451 299
of Wisconsin Press (1971). 4846 1451 300
13) D.G.Madland, NEANDC-245 (1988), p. 103. 4846 1451 301
14) A.Mengoni, Y.Nakajima, J. Nucl. Sci. Technol. 31, 151 4846 1451 302
(1994). 4846 1451 303
15) M.Brink, Ph.D thesis, Oxford University, 1955. 4846 1451 304
4846 1451 305
***************** Program LINEAR (VERSION 2007-1) ***************4846 1451 306
For All Data Greater than 1.0000E-10 barns in Absolute Value 4846 1451 307
Data Linearized to Within an Accuracy of .100000000 per-cent 4846 1451 308
***************** Program RECENT (VERSION 2007-1) ***************4846 1451 309
for All Data Greater than 1.0000E-10 barns in Absolute Value 4846 1451 310
Data Linearized to within an Accuracy of .100000000 per-cent 4846 1451 311
***************** Program SIGMA1 (VERSION 2007-1) ***************4846 1451 312
Data Doppler Broadened to 300.000000 Kelvin 4846 1451 313
for All Data Greater than 1.0000E-10 barns in Absolute Value 4846 1451 314
Data Linearized to Within an Accuracy of .100000000 per-cent 4846 1451 315
1 451 417 14846 1451 316
2 151 447 14846 1451 317
3 1 2034 14846 1451 318
3 2 1229 14846 1451 319
3 3 4425 14846 1451 320
3 4 32 14846 1451 321
3 16 9 14846 1451 322
3 17 5 14846 1451 323
3 22 12 14846 1451 324
3 28 7 14846 1451 325
3 32 6 14846 1451 326
3 51 21 14846 1451 327
3 52 21 14846 1451 328
3 53 21 14846 1451 329
3 54 20 14846 1451 330
3 55 20 14846 1451 331
3 56 20 14846 1451 332
3 57 19 14846 1451 333
3 58 19 14846 1451 334
3 59 19 14846 1451 335
3 60 18 14846 1451 336
3 61 18 14846 1451 337
3 62 18 14846 1451 338
3 63 17 14846 1451 339
3 64 17 14846 1451 340
3 65 17 14846 1451 341
3 66 17 14846 1451 342
3 67 17 14846 1451 343
3 68 17 14846 1451 344
3 69 17 14846 1451 345
3 70 16 14846 1451 346
3 71 16 14846 1451 347
3 72 16 14846 1451 348
3 73 16 14846 1451 349
3 74 16 14846 1451 350
3 75 16 14846 1451 351
3 76 16 14846 1451 352
3 77 16 14846 1451 353
3 78 16 14846 1451 354
3 79 16 14846 1451 355
3 80 16 14846 1451 356
3 81 16 14846 1451 357
3 82 16 14846 1451 358
3 91 16 14846 1451 359
3 102 4406 14846 1451 360
3 103 16 14846 1451 361
3 104 9 14846 1451 362
3 105 9 14846 1451 363
3 106 7 14846 1451 364
3 107 23 14846 1451 365
3 203 16 14846 1451 366
3 204 9 14846 1451 367
3 205 9 14846 1451 368
3 206 7 14846 1451 369
3 207 23 14846 1451 370
4 2 704 14846 1451 371
6 16 573 14846 1451 372
6 17 69 14846 1451 373
6 22 874 14846 1451 374
6 28 328 14846 1451 375
6 32 132 14846 1451 376
6 51 114 14846 1451 377
6 52 316 14846 1451 378
6 53 127 14846 1451 379
6 54 118 14846 1451 380
6 55 115 14846 1451 381
6 56 118 14846 1451 382
6 57 116 14846 1451 383
6 58 109 14846 1451 384
6 59 115 14846 1451 385
6 60 109 14846 1451 386
6 61 110 14846 1451 387
6 62 102 14846 1451 388
6 63 90 14846 1451 389
6 64 90 14846 1451 390
6 65 106 14846 1451 391
6 66 103 14846 1451 392
6 67 100 14846 1451 393
6 68 96 14846 1451 394
6 69 101 14846 1451 395
6 70 95 14846 1451 396
6 71 84 14846 1451 397
6 72 94 14846 1451 398
6 73 92 14846 1451 399
6 74 98 14846 1451 400
6 75 98 14846 1451 401
6 76 97 14846 1451 402
6 77 97 14846 1451 403
6 78 91 14846 1451 404
6 79 92 14846 1451 405
6 80 82 14846 1451 406
6 81 95 14846 1451 407
6 82 95 14846 1451 408
6 91 1300 14846 1451 409
6 203 1277 14846 1451 410
6 204 471 14846 1451 411
6 205 455 14846 1451 412
6 206 307 14846 1451 413
6 207 3854 14846 1451 414
12 3 33 14846 1451 415
14 3 1 14846 1451 416
15 3 3934 14846 1451 417
4846 1 099999
4846 0 0 0
4.811300+4 1.119345+2 0 0 1 04846 2151 1
4.811300+4 1.000000+0 0 0 2 04846 2151 2
1.000000-5 1.000000+3 1 2 0 04846 2151 3
5.000000-1 6.200000-1 0 0 2 04846 2151 4
1.119340+2 0.000000+0 0 0 750 1254846 2151 5
1.787000-1 1.000000+0 1.141400-1 6.400000-4 1.135000-1 0.000000+04846 2151 6
1.836500+1 1.000000+0 1.001880-1 1.880000-4 1.000000-1 0.000000+04846 2151 7
6.370000+1 1.000000+0 1.034667-1 3.466670-3 1.000000-1 0.000000+04846 2151 8
8.491000+1 1.000000+0 1.298667-1 2.986670-2 1.000000-1 0.000000+04846 2151 9
1.083300+2 1.000000+0 1.113600-1 1.136000-2 1.000000-1 0.000000+04846 2151 10
1.430700+2 0.000000+0 1.093600-1 9.360000-3 1.000000-1 0.000000+04846 2151 11
1.587600+2 1.000000+0 1.086267-1 8.626670-3 1.000000-1 0.000000+04846 2151 12
1.928500+2 0.000000+0 2.832000-1 1.832000-1 1.000000-1 0.000000+04846 2151 13
2.152300+2 0.000000+0 1.808000-1 8.080000-2 1.000000-1 0.000000+04846 2151 14
2.324100+2 0.000000+0 1.042400-1 4.240000-3 1.000000-1 0.000000+04846 2151 15
2.610700+2 1.000000+0 1.350667-1 3.506670-2 1.000000-1 0.000000+04846 2151 16
2.693500+2 0.000000+0 1.700000-1 7.000000-2 1.000000-1 0.000000+04846 2151 17
2.818300+2 0.000000+0 1.019280-1 1.928000-3 1.000000-1 0.000000+04846 2151 18
2.916100+2 1.000000+0 1.058667-1 5.866670-3 1.000000-1 0.000000+04846 2151 19
3.768200+2 0.000000+0 1.033200-1 3.320000-3 1.000000-1 0.000000+04846 2151 20
4.140500+2 1.000000+0 2.260000-1 1.260000-1 1.000000-1 0.000000+04846 2151 21
4.320100+2 1.000000+0 1.244000-1 2.440000-2 1.000000-1 0.000000+04846 2151 22
4.471100+2 0.000000+0 1.084000-1 8.400000-3 1.000000-1 0.000000+04846 2151 23
4.577500+2 0.000000+0 1.064800-1 6.480000-3 1.000000-1 0.000000+04846 2151 24
4.950800+2 1.000000+0 1.012130-1 1.213000-3 1.000000-1 0.000000+04846 2151 25
5.010000+2 1.000000+0 1.492000-1 4.920000-2 1.000000-1 0.000000+04846 2151 26
5.248000+2 1.000000+0 1.348000-1 3.480000-2 1.000000-1 0.000000+04846 2151 27
5.519000+2 1.000000+0 2.057330-1 1.057330-1 1.000000-1 0.000000+04846 2151 28
6.237000+2 1.000000+0 1.205333-1 2.053330-2 1.000000-1 0.000000+04846 2151 29
6.299000+2 0.000000+0 1.048000-1 4.800000-3 1.000000-1 0.000000+04846 2151 30
6.629000+2 1.000000+0 1.019470-1 1.947000-3 1.000000-1 0.000000+04846 2151 31
6.771000+2 1.000000+0 1.198700-1 1.987000-2 1.000000-1 0.000000+04846 2151 32
7.182000+2 1.000000+0 1.154700-1 1.547000-2 1.000000-1 0.000000+04846 2151 33
7.236000+2 1.000000+0 1.196000-1 1.960000-2 1.000000-1 0.000000+04846 2151 34
7.593000+2 0.000000+0 1.144400-1 1.444000-2 1.000000-1 0.000000+04846 2151 35
7.898000+2 0.000000+0 1.576000-1 5.760000-2 1.000000-1 0.000000+04846 2151 36
8.246000+2 1.000000+0 1.035600-1 3.560000-3 1.000000-1 0.000000+04846 2151 37
8.417000+2 1.000000+0 1.766667-1 7.666670-2 1.000000-1 0.000000+04846 2151 38
8.517000+2 1.000000+0 6.346670-1 5.346670-1 1.000000-1 0.000000+04846 2151 39
9.014000+2 1.000000+0 1.194700-1 1.947000-2 1.000000-1 0.000000+04846 2151 40
9.117000+2 1.000000+0 1.266700-1 2.667000-2 1.000000-1 0.000000+04846 2151 41
9.397000+2 0.000000+0 1.204000-1 2.040000-2 1.000000-1 0.000000+04846 2151 42
9.655000+2 0.000000+0 1.536000-1 5.360000-2 1.000000-1 0.000000+04846 2151 43
9.760000+2 0.000000+0 1.364000-1 3.640000-2 1.000000-1 0.000000+04846 2151 44
1.051400+3 0.000000+0 1.552000-1 5.520000-2 1.000000-1 0.000000+04846 2151 45
1.068400+3 0.000000+0 1.540000-1 5.400000-2 1.000000-1 0.000000+04846 2151 46
1.089100+3 0.000000+0 2.932000-1 1.932000-1 1.000000-1 0.000000+04846 2151 47
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360.586449 1.136668-1 360.605994 1.073912-1 360.625540 1.016410-14846 3102 1788
360.645085 9.637186-2 360.664631 9.154149-2 360.684176 8.711178-24846 3102 1789
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361.195617 3.918580-2 361.243228 3.749669-2 361.290839 3.597765-24846 3102 1795
361.362255 3.396398-2 361.433672 3.221168-2 361.505087 3.067280-24846 3102 1796
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361.838363 2.543904-2 361.926067 2.443626-2 362.046347 2.323799-24846 3102 1798
362.166627 2.220912-2 362.286907 2.131927-2 362.367093 2.079138-24846 3102 1799
362.527466 1.986692-2 362.687840 1.908797-2 362.848213 1.842674-24846 3102 1800
363.008586 1.786203-2 363.168959 1.737736-2 363.369426 1.686454-24846 3102 1801
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364.471993 1.522720-2 364.772692 1.500074-2 365.113486 1.481593-24846 3102 1803
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367.308596 1.477569-2 367.894961 1.500648-2 368.481326 1.532731-24846 3102 1805
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370.561893 1.741604-2 370.886580 1.794261-2 371.211267 1.855473-24846 3102 1807
371.535954 1.927240-2 371.860640 2.012357-2 372.170600 2.109653-24846 3102 1808
372.377240 2.185490-2 372.583880 2.272157-2 372.790520 2.371970-24846 3102 1809
372.997160 2.487972-2 373.152140 2.587992-2 373.307120 2.701585-24846 3102 1810
373.462100 2.831532-2 373.578335 2.941816-2 373.707485 3.079718-24846 3102 1811
373.836635 3.236854-2 373.965785 3.417218-2 374.062648 3.570775-24846 3102 1812
374.159510 3.742997-2 374.256373 3.937280-2 374.353235 4.157886-24846 3102 1813
374.450098 4.410279-2 374.514673 4.599639-2 374.579248 4.808947-24846 3102 1814
374.643823 5.041551-2 374.708398 5.301710-2 374.772973 5.594980-24846 3102 1815
374.837548 5.928815-2 374.885979 6.211850-2 374.934410 6.529216-24846 3102 1816
374.982842 6.888554-2 375.031273 7.299952-2 375.076475 7.742708-24846 3102 1817
375.115220 8.178455-2 375.153965 8.678322-2 375.179795 9.054294-24846 3102 1818
375.205625 9.470453-2 375.231455 9.932885-2 375.257285 1.044864-14846 3102 1819
375.283115 1.102587-1 375.308945 1.167396-1 375.334775 1.240372-14846 3102 1820
375.360605 1.322749-1 375.379978 1.391545-1 375.399350 1.467080-14846 3102 1821
375.418723 1.550091-1 375.438095 1.641370-1 375.457468 1.741801-14846 3102 1822
375.476840 1.852326-1 375.494599 1.963402-1 375.512357 2.084687-14846 3102 1823
375.530115 2.217112-1 375.547873 2.361667-1 375.565631 2.519408-14846 3102 1824
375.583389 2.691462-1 375.601147 2.879025-1 375.618905 3.083362-14846 3102 1825
375.636664 3.305824-1 375.654422 3.547789-1 375.672180 3.810746-14846 3102 1826
375.689938 4.096232-1 375.707696 4.405851-1 375.725454 4.741263-14846 3102 1827
375.743212 5.104184-1 375.760970 5.496376-1 375.782765 6.020390-14846 3102 1828
375.804559 6.594584-1 375.826353 7.222426-1 375.848147 7.907370-14846 3102 1829
375.869941 8.652854-1 375.891735 9.462252-1 375.913529 1.033883+04846 3102 1830
375.935323 1.128572+0 375.957118 1.230586+0 375.978911 1.340177+04846 3102 1831
376.003772 1.474757+0 376.024436 1.594568+0 376.045100 1.721734+04846 3102 1832
376.065764 1.856338+0 376.096760 2.072265+0 376.127756 2.304925+04846 3102 1833
376.158752 2.553951+0 376.192331 2.841403+0 376.225910 3.145950+04846 3102 1834
376.259489 3.465793+0 376.305983 3.929532+0 376.396388 4.871957+04846 3102 1835
376.479044 5.726811+0 376.533287 6.250672+0 376.577198 6.636744+04846 3102 1836
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376.928486 7.493118+0 376.962065 7.330730+0 377.000810 7.096203+04846 3102 1840
377.034389 6.856055+0 377.073134 6.541929+0 377.123503 6.085086+04846 3102 1841
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377.418611 3.099448+0 377.452190 2.797862+0 377.480603 2.556125+04846 3102 1843
377.510630 2.314963+0 377.540657 2.089108+0 377.570685 1.878894+04846 3102 1844
377.600712 1.684428+0 377.627188 1.525917+0 377.653018 1.382766+04846 3102 1845
377.672390 1.282677+0 377.691763 1.188649+0 377.711135 1.100516+04846 3102 1846
377.730508 1.018077+0 377.749880 9.411318-1 377.769253 8.694529-14846 3102 1847
377.788625 8.028188-1 377.807998 7.409872-1 377.827370 6.837249-14846 3102 1848
377.843514 6.393181-1 377.859658 5.977749-1 377.875802 5.589564-14846 3102 1849
377.891945 5.227272-1 377.908089 4.889474-1 377.924233 4.574868-14846 3102 1850
377.940377 4.282155-1 377.956520 4.010089-1 377.972664 3.757413-14846 3102 1851
377.988808 3.522961-1 378.004952 3.305594-1 378.021095 3.104227-14846 3102 1852
378.037239 2.917788-1 378.053383 2.745288-1 378.069527 2.585773-14846 3102 1853
378.085670 2.438346-1 378.103832 2.285849-1 378.121994 2.146402-14846 3102 1854
378.140156 2.018925-1 378.158318 1.902413-1 378.176480 1.795927-14846 3102 1855
378.194641 1.698605-1 378.212803 1.609629-1 378.230964 1.528265-14846 3102 1856
378.255180 1.430431-1 378.279395 1.343438-1 378.303611 1.265967-14846 3102 1857
378.327827 1.196855-1 378.352043 1.135072-1 378.376258 1.079712-14846 3102 1858
378.400474 1.029970-1 378.424689 9.851520-2 378.448905 9.446414-24846 3102 1859
378.473120 9.079079-2 378.505408 8.640070-2 378.537695 8.250643-24846 3102 1860
378.569983 7.903030-2 378.602270 7.590856-2 378.650702 7.177730-24846 3102 1861
378.699133 6.818596-2 378.747564 6.502874-2 378.795995 6.222582-24846 3102 1862
378.860570 5.893676-2 378.925145 5.606400-2 378.989720 5.353013-24846 3102 1863
379.076897 5.054733-2 379.164073 4.797489-2 379.251249 4.573711-24846 3102 1864
379.338425 4.377698-2 379.425602 4.205019-2 379.512778 4.052169-24846 3102 1865
379.629013 3.874394-2 379.745248 3.721562-2 379.861483 3.589531-24846 3102 1866
379.997644 3.456963-2 380.153730 3.329336-2 380.309817 3.223173-24846 3102 1867
380.465903 3.134837-2 380.621990 3.061536-2 380.856119 2.975223-24846 3102 1868
381.090248 2.912762-2 381.328363 2.870150-2 381.568470 2.846391-24846 3102 1869
381.768559 2.840714-2 382.018670 2.852200-2 382.228763 2.879564-24846 3102 1870
382.438857 2.926469-2 382.578919 2.971327-2 382.718981 3.030155-24846 3102 1871
382.859043 3.107221-2 382.979097 3.192979-2 383.079141 3.283764-24846 3102 1872
383.154175 3.367705-2 383.229208 3.470177-2 383.304241 3.597973-24846 3102 1873
383.354264 3.702060-2 383.404286 3.825935-2 383.454308 3.974962-24846 3102 1874
383.491825 4.107329-2 383.529341 4.261287-2 383.566859 4.441148-24846 3102 1875
383.604375 4.651986-2 383.641892 4.899808-2 383.666903 5.088968-24846 3102 1876
383.691914 5.299977-2 383.716925 5.535389-2 383.740435 5.781413-24846 3102 1877
383.762445 6.035734-2 383.784455 6.315510-2 383.806465 6.623089-24846 3102 1878
383.828475 6.960959-2 383.850485 7.331745-2 383.872495 7.738200-24846 3102 1879
383.894505 8.183196-2 383.916514 8.669689-2 383.938524 9.200790-24846 3102 1880
383.960534 9.779617-2 383.982544 1.040936-1 384.004553 1.109318-14846 3102 1881
384.026563 1.183435-1 384.048573 1.263598-1 384.070583 1.350113-14846 3102 1882
384.098595 1.469871-1 384.124107 1.588786-1 384.149618 1.717477-14846 3102 1883
384.175130 1.856284-1 384.200641 2.005463-1 384.226152 2.165209-14846 3102 1884
384.251663 2.335626-1 384.285678 2.579442-1 384.319693 2.841926-14846 3102 1885
384.353708 3.122395-1 384.393726 3.473854-1 384.443749 3.941939-14846 3102 1886
384.493771 4.435269-1 384.645838 5.984724-1 384.705865 6.559996-14846 3102 1887
384.759889 7.028896-1 384.805910 7.377825-1 384.833922 7.562764-14846 3102 1888
384.877941 7.805561-1 384.913957 7.956621-1 384.949173 8.059865-14846 3102 1889
384.990791 8.122613-1 385.009840 8.129455-1 385.043615 8.107630-14846 3102 1890
385.084834 8.022809-1 385.120049 7.901238-1 385.158066 7.721937-14846 3102 1891
385.202086 7.456981-1 385.242104 7.168673-1 385.290125 6.772473-14846 3102 1892
385.350152 6.217998-1 385.422183 5.498980-1 385.534233 4.357456-14846 3102 1893
385.584256 3.869283-1 385.624274 3.497542-1 385.664292 3.146377-14846 3102 1894
385.694305 2.898123-1 385.724318 2.663723-1 385.754331 2.443706-14846 3102 1895
385.784345 2.238352-1 385.814358 2.047744-1 385.844371 1.871747-14846 3102 1896
385.874384 1.710065-1 385.895394 1.605171-1 385.916403 1.506895-14846 3102 1897
385.937413 1.415020-1 385.958422 1.329321-1 385.979432 1.249545-14846 3102 1898
386.000441 1.175439-1 386.021450 1.106731-1 386.042459 1.043147-14846 3102 1899
386.063469 9.844075-2 386.084478 9.302407-2 386.105488 8.803662-24846 3102 1900
386.126497 8.345179-2 386.147507 7.924264-2 386.168516 7.538383-24846 3102 1901
386.189525 7.185028-2 386.210534 6.861808-2 386.233044 6.546345-24846 3102 1902
386.255554 6.260190-2 386.278064 6.000828-2 386.311829 5.656901-24846 3102 1903
386.345594 5.360677-2 386.379359 5.105618-2 386.413124 4.885936-24846 3102 1904
386.446889 4.696543-2 386.480654 4.533000-2 386.525674 4.348595-24846 3102 1905
386.570694 4.195731-2 386.615714 4.068214-2 386.660734 3.961067-24846 3102 1906
386.728264 3.830102-2 386.795794 3.726165-2 386.885834 3.617742-24846 3102 1907
386.990881 3.521770-2 387.110935 3.439579-2 387.230988 3.377830-24846 3102 1908
387.411068 3.311791-2 387.591149 3.268159-2 387.771229 3.240377-24846 3102 1909
388.011336 3.221056-2 388.216427 3.216407-2 388.471541 3.221967-24846 3102 1910
388.811692 3.244084-2 389.321919 3.300086-2 389.772119 3.366432-24846 3102 1911
390.332368 3.466447-2 390.892617 3.583013-2 391.452866 3.714657-24846 3102 1912
392.133168 3.894429-2 392.733435 4.071803-2 393.333702 4.267870-24846 3102 1913
393.933969 4.483778-2 394.534236 4.721688-2 395.140389 4.987087-24846 3102 1914
395.758311 5.286035-2 396.376233 5.617067-2 396.994156 5.984284-24846 3102 1915
397.612078 6.395191-2 398.230000 6.855926-2 398.823250 7.351951-24846 3102 1916
399.416500 7.909325-2 399.812000 8.319802-2 400.207500 8.765586-24846 3102 1917
400.603000 9.251333-2 400.998500 9.782059-2 401.394000 1.036324-14846 3102 1918
401.860125 1.112183-1 402.326250 1.197198-1 402.637000 1.259688-14846 3102 1919
402.947750 1.327468-1 403.258500 1.401196-1 403.569250 1.481603-14846 3102 1920
403.880000 1.569504-1 404.261375 1.689036-1 404.515625 1.776818-14846 3102 1921
404.769875 1.871923-1 405.024125 1.975193-1 405.278375 2.087597-14846 3102 1922
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