32-Ge-76 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 0 0 0 32076.0000 75.2692000 2 0 0 13243 1451 1 0.0 0.0 0 0 0 63243 1451 2 1.00000000 20000000.0 1 0 10 73243 1451 3 0.0 0.0 1 0 244 2193243 1451 4 32-Ge- 76 BNL,JAERI EVAL-AUG04 Iwamoto,Herman,Mughabghab+ 3243 1451 5 DIST-DEC06 20111222 3243 1451 6 ----ENDF/B-VII.1 MATERIAL 3243 3243 1451 7 -----INCIDENT NEUTRON DATA 3243 1451 8 ------ENDF-6 FORMAT 3243 1451 9 ***************************************************************** 3243 1451 10 3243 1451 11 ENDF/B-VII Evaluation, August 2004, O. Iwamoto(BNL,JAERI), 3243 1451 12 M. Herman(BNL), S.F. Mughabghab (BNL), 3243 1451 13 P. Oblozinsky(BNL) and A.Trkov(IAEA) 3243 1451 14 3243 1451 15 This evaluation is combined result of 2 evaluations. 3243 1451 16 a) 2004 evaluation in the thermal, resolved resonance and 3243 1451 17 unresolved resonance regions by Mughabghab. The 3243 1451 18 URR upper energy range is 570.4 keV, given as neutron 3243 1451 19 scattering threshold to the 1-st excited level of Ge-76 3243 1451 20 (562.93 keV). 3243 1451 21 b) 2004 evaluation in the fast energy region by Iwamoto, 3243 1451 22 Herman, Oblozinsky and Trkov 3243 1451 23 3243 1451 24 Merging of these 2 evaluations was performed as follows: 3243 1451 25 - Capture cross sections were adopted from evaluation a) up to 3243 1451 26 the URR upper energy, from evaluation b) at higher energies. 3243 1451 27 - Total cross sections were adopted from evaluation a) up to 3243 1451 28 the URR upper energy, from evaluation b) at higher energies. 3243 1451 29 3243 1451 30 ***************************************************************** 3243 1451 31 3243 1451 32 RESONANCE ENERGY REGION, S.F. Mughabghab (BNL) 3243 1451 33 and O. Iwamoto(BNL,JAERI) 3243 1451 34 3243 1451 35 MF= 2 RESONANCE PARAMETERS 3243 1451 36 3243 1451 37 RESOLVED RESONANCES REGION (1e-5 eV - 30 keV) 3243 1451 38 3243 1451 39 Resonance parameters were from ref. [Ma68] applying multilevel 3243 1451 40 Breit-Wigner formalism. 3243 1451 41 Bound level were introduce to describe the recommended thermal 3243 1451 42 capture and scattering cross sections [Mu05]. 3243 1451 43 Resonance energies and widths were modified to reproduce 3243 1451 44 measured total cross section of natural Ge [Ha80]. 3243 1451 45 3243 1451 46 Calculated 2200 m/s cross sections and resonance integral 3243 1451 47 Cross Section (b) Res. Integral (b) 3243 1451 48 Capture 0.15 1.33 3243 1451 49 Elastic 8.36 3243 1451 50 3243 1451 51 UNRESOLVED RESONANCE REGION (30 keV - 570.4 keV) 3243 1451 52 3243 1451 53 Average resonance parameters were obtained from the resolved 3243 1451 54 energy region as well as systematics [Mu05]. They were adjusted 3243 1451 55 to fit the capture given in the fast enargy region 3243 1451 56 Average parameters: 3243 1451 57 S (10**4) (eV)* (meV) 3243 1451 58 s-wave 1.5 100 3243 1451 59 p-wave 2.0 120 3243 1451 60 d-wave 1.0 100 3243 1451 61 * Level spacing at the neutron separation energy of target+n 3243 1451 62 Scattering radius was adjust to fit total cross section in the 3243 1451 63 fast region 3243 1451 64 --------------------------------------------------------------- 3243 1451 65 3243 1451 66 REFERENCES 3243 1451 67 [Ma68] Maletskii et al., Soviet Atomic Energy, 24, 207 (1968) 3243 1451 68 [Mu05] S.F. Mughabghab, "Atlas of Neutron Resonances", 3243 1451 69 to be published 2005 3243 1451 70 [Ha80] J.A. Harvey, M. Hockaday, EXFOR 13770.004 3243 1451 71 3243 1451 72 ***************************************************************** 3243 1451 73 3243 1451 74 FAST ENERGY REGION, O. Iwamoto(BNL,JAERI), M. Herman(BNL), 3243 1451 75 P. Oblozinsky(BNL) and A.Trkov(IAEA) 3243 1451 76 3243 1451 77 This is entirely new evaluation for Ge-76 in the region up to 3243 1451 78 20 MeV. 3243 1451 79 3243 1451 80 EVALUATION PROCEDURES 3243 1451 81 3243 1451 82 Adopted procedures are based on careful theoretical analysis 3243 1451 83 utilizing available experimental data, including optical model 3243 1451 84 parameter search and nuclear reaction model calculations. 3243 1451 85 3243 1451 86 OM parameter search was performed to reporduce measured total 3243 1451 87 cross section for natural Ge with the code CCOM by O. Iwamoto. 3243 1451 88 3243 1451 89 Nuclear reaction model calculations were performed with the 3243 1451 90 code EMPIRE-II by M. Herman [He01, He02]. This is modularized 3243 1451 91 statistical model code that integrates into a single system a 3243 1451 92 number of important modules and features: 3243 1451 93 3243 1451 94 - Spherical OM (code SCAT2 by O. Bersillone), and deformed OM 3243 1451 95 including coupled-channels model (code ECIS03 by J. Raynal). 3243 1451 96 - Hauser-Feshbach statistical model including HRTW width 3243 1451 97 fluctuation correction. 3243 1451 98 - Qauntum-mechanical MSD TUL model (codes ORION & TRISTAN by 3243 1451 99 H.Lenske), and MSC NVWY model. 3243 1451 100 - Exciton model (code DEGAS by E. Betak). This code represents 3243 1451 101 good approximation to DSD capture model. 3243 1451 102 - Iwamoto-Harada cluster emission model (code PCROSS). 3243 1451 103 - Complete gamma-ray cascade after emission of each particle, 3243 1451 104 including realistic treatment of discrete transitions. 3243 1451 105 - Access to OM segment of the RIPL-2 library [Ri03]. 3243 1451 106 - Built-in input parameter files, such as masses, level density, 3243 1451 107 discrete levels, OM parameters and gamma strength functions. 3243 1451 108 - ENDF-6 formatting (utility code EMPEND by A. Trkov), coupled 3243 1451 109 to grahpical presentation (utility code ZVView by V.Zerkin). 3243 1451 110 3243 1451 111 3243 1451 112 PARAMETERIZATION 3243 1451 113 3243 1451 114 Optical model 3243 1451 115 - SCAT2 code used for spherical OM parameterization. 3243 1451 116 - For neutrons OM by Wilmore-Hodgson was modified to reproduce 3243 1451 117 total cross section for natural Ge. 3243 1451 118 ---------- 3243 1451 119 U=47.76-0.228*E-0.00118*E**2 3243 1451 120 W=9.17-0.053*E 3243 1451 121 V_so=7.0 3243 1451 122 r_u=1.297-0.00076*A+4e-6*A**2-8e-9*A**3 3243 1451 123 r_w=1.269-0.00037*A+2e-6*A**2-4e-9*A**3 3243 1451 124 r_so=r_u 3243 1451 125 a_u=0.66 3243 1451 126 a_w=0.48 3243 1451 127 a_so=a_u 3243 1451 128 ---------- 3243 1451 129 - For protons, OM by Koning-Delaroche (RIPL-2:OMP-2405) 3243 1451 130 - For alpha particles, OM by V.Avrigeanu et al.(RIPL-2:OMP-9600) 3243 1451 131 3243 1451 132 Level densities and discrete levels 3243 1451 133 - Gilbert-Cameron level densities were used with energy dependent3243 1451 134 a-parameter proposed by Ignatyk. 3243 1451 135 The asymptoticvalue of the a-parameter is calculated by the 3243 1451 136 systematics of Iljinov et al. 3243 1451 137 - Discrete levels were taken from RIPL-2 level file that is 3243 1451 138 based on the 1998 version of the ENSDF database. 3243 1451 139 3243 1451 140 Other parameters and tuning 3243 1451 141 - ECIS03 with DWBA option was used to account for direct 3243 1451 142 contribution to low lying 2+ and 3- discrete levels in (n,n'). 3243 1451 143 Deformation parameters were taken from work of (p,p') analysis 3243 1451 144 [Ke92]. 3243 1451 145 - Preequilibrium components were calculated using the following 3243 1451 146 options: Multistep direct and multistep compound models with 3243 1451 147 default parameters for neutron channel, exciton model with 3243 1451 148 angular momentum coupling (DEGAS) for proton and gamma 3243 1451 149 channels, cluster emissin model by Iwamoto and Harada (PCROSS) 3243 1451 150 for alpha channel 3243 1451 151 - Gamma-ray strength function of modified Lorentzian version 1 3243 1451 152 (MLO1) by Plujko in RIPL-2 was used. 3243 1451 153 3243 1451 154 3243 1451 155 RESULTS 3243 1451 156 3243 1451 157 MF=3 Neutron cross sections 3243 1451 158 - EMPIRE calculations were adopted (statistical model, including 3243 1451 159 multistep/preequilibrium decay and direct processes). 3243 1451 160 3243 1451 161 MT=1 Total 3243 1451 162 - Spherical optical model was adopted. 3243 1451 163 3243 1451 164 MT=2 Elastic scattering 3243 1451 165 - Calculated as (total - sum of partial cross sections). 3243 1451 166 3243 1451 167 MT=4, 51-91 Inelastic scattering 3243 1451 168 - EMPIRE calculations were adopted (statistical model with 3243 1451 169 multistep direct & multistep compound component, and DWBA 3243 1451 170 component for low-lying levels). 3243 1451 171 3243 1451 172 MT=102 Capture 3243 1451 173 - EMPIRE calculations were adopted (statistical model with 3243 1451 174 exciton preequilibrium component as approximation to 3243 1451 175 direct-semidirect capture with fast neutrons). 3243 1451 176 3243 1451 177 MT=16 (n,2n) taken from EMPIRE calculations 3243 1451 178 MT=17 (n,3n) taken from EMPIRE calculations 3243 1451 179 MT=22 (n,n'a) taken from EMPIRE calculations 3243 1451 180 MT=24 (n,2n'a) taken from EMPIRE calculations 3243 1451 181 MT=28 (n,n'p) taken from EMPIRE calculations 3243 1451 182 MT=45 (n,n'pa) taken from EMPIRE calculations 3243 1451 183 MT=103, 3243 1451 184 600-649 (n,p) taken from EMPIRE calculations 3243 1451 185 MT=107, 3243 1451 186 800-849 (n,a) taken from EMPIRE calculations 3243 1451 187 MT=112 (n,pa) taken from EMPIRE calculations 3243 1451 188 3243 1451 189 MF=4 Angular distributions of secondary neutrons 3243 1451 190 - EMPIRE calculations (including SCAT2 results for elastic 3243 1451 191 scattering) were adopted. 3243 1451 192 3243 1451 193 MF=6 Energy-angle distributions of reaction products 3243 1451 194 - EMPIRE calculations were adopted. 3243 1451 195 3243 1451 196 MF=12 Transition probablility arrays for photon production 3243 1451 197 - RIPL-2 level data 3243 1451 198 3243 1451 199 MF=14 Photon angular distributions 3243 1451 200 - Isotropic distributions were assumed. 3243 1451 201 3243 1451 202 --------------------------------------------------------------- 3243 1451 203 3243 1451 204 REFERENCES 3243 1451 205 3243 1451 206 [He01] M. Herman "EMPIRE-II Statistical Model Code for Nuclear 3243 1451 207 Reaction Calculations", in Nuclear Reaction Data and Nuclear 3243 1451 208 Reactors, eds. N.Paver, M. Herman and A.Gandini, ICTP 3243 1451 209 Lecture Notes 5 (ICTP Trieste, 2001) pp.137-230. 3243 1451 210 [He02] M.Herman, R.Capote, P.Oblozinsky, A.Trkov and V.Zerkin, 3243 1451 211 "Recent Development and Validation of the Nuclear Reaction 3243 1451 212 Code EMPIRE", in Proc. Inter. Conf. on Nuclear Data for 3243 1451 213 Science and Technology, October 7-12, 2001, Tsukuba, Japan, 3243 1451 214 to be published in J.Nucl.Sci.Tech. (2002). 3243 1451 215 [Ke92] M.A.Kennedy, P.D.Cottle, K.W.Kemper, Phys. Rev. C46 1811 3243 1451 216 (1992). 3243 1451 217 [Ri03] "RIPL-2: Reference Input Parameter Library", 3243 1451 218 to be published, see also "http://www-nds.iaea.org/RIPL-2/". 3243 1451 219 3243 1451 220 ***************************************************************** 3243 1451 221 ***************** Program LINEAR (VERSION 2012-1) ***************3243 1451 222 For All Data Greater than 1.0000E-10 barns in Absolute Value 3243 1451 223 Data Linearized to Within an Accuracy of .010000000 per-cent 3243 1451 224 ***************** Program RECENT (VERSION 2012-1) ***************3243 1451 225 For All Data Greater than 1.0000E-10 barns in Absolute Value 3243 1451 226 Data Linearized Using Energy Dependent Uncertainty 3243 1451 227 Energy Accuracy 3243 1451 228 (eV) (per-cent) 3243 1451 229 ----------- ----------- 3243 1451 230 1.00000000 .010000000 3243 1451 231 2.00000000 .100000000 3243 1451 232 ***************** Program FIXUP (Version 2012-1) ****************3243 1451 233 Corrected ZA/AWR in All Sections-----------------------------Yes 3243 1451 234 Corrected Thresholds-----------------------------------------No 3243 1451 235 Extended Cross Sections to 20 MeV----------------------------No 3243 1451 236 Allow Cross Section Deletion---------------------------------No 3243 1451 237 Allow Cross Section Reconstruction---------------------------Yes 3243 1451 238 Make All Cross Sections Non-Negative-------------------------Yes 3243 1451 239 Delete Energies Not in Ascending Order-----------------------Yes 3243 1451 240 Deleted Duplicate Points-------------------------------------Yes 3243 1451 241 Check for Ascending MAT/MF/MT Order--------------------------Yes 3243 1451 242 Check for Legal MF/MT Numbers--------------------------------Yes 3243 1451 243 Allow Creation of Missing Sections---------------------------Yes 3243 1451 244 Allow Insertion of Energy Points-----------------------------No 3243 1451 245 Uniform Energy Grid for ALL MT-------------------------------No 3243 1451 246 Delete Section if Cross Section =0 at All Energies-----------Yes 3243 1451 247 **************** Program DICTIN (VERSION 2012-1) ****************3243 1451 248 1 451 467 13243 1451 249 2 151 75 13243 1451 250 3 1 1586 13243 1451 251 3 2 979 13243 1451 252 3 4 28 13243 1451 253 3 16 7 13243 1451 254 3 17 5 13243 1451 255 3 22 8 13243 1451 256 3 24 5 13243 1451 257 3 28 6 13243 1451 258 3 51 14 13243 1451 259 3 52 14 13243 1451 260 3 53 13 13243 1451 261 3 54 13 13243 1451 262 3 55 13 13243 1451 263 3 56 12 13243 1451 264 3 57 12 13243 1451 265 3 58 12 13243 1451 266 3 59 12 13243 1451 267 3 60 12 13243 1451 268 3 61 12 13243 1451 269 3 62 12 13243 1451 270 3 63 11 13243 1451 271 3 64 11 13243 1451 272 3 65 11 13243 1451 273 3 66 10 13243 1451 274 3 67 11 13243 1451 275 3 68 11 13243 1451 276 3 69 11 13243 1451 277 3 70 11 13243 1451 278 3 71 11 13243 1451 279 3 72 11 13243 1451 280 3 73 11 13243 1451 281 3 74 11 13243 1451 282 3 75 11 13243 1451 283 3 76 11 13243 1451 284 3 77 10 13243 1451 285 3 78 11 13243 1451 286 3 79 11 13243 1451 287 3 80 11 13243 1451 288 3 81 11 13243 1451 289 3 82 11 13243 1451 290 3 83 10 13243 1451 291 3 84 10 13243 1451 292 3 85 10 13243 1451 293 3 86 10 13243 1451 294 3 87 10 13243 1451 295 3 88 10 13243 1451 296 3 89 10 13243 1451 297 3 91 10 13243 1451 298 3 102 1107 13243 1451 299 3 103 11 13243 1451 300 3 107 12 13243 1451 301 3 112 5 13243 1451 302 3 600 8 13243 1451 303 3 601 8 13243 1451 304 3 602 8 13243 1451 305 3 603 8 13243 1451 306 3 604 8 13243 1451 307 3 605 8 13243 1451 308 3 606 8 13243 1451 309 3 607 8 13243 1451 310 3 608 8 13243 1451 311 3 649 8 13243 1451 312 3 800 12 13243 1451 313 3 849 12 13243 1451 314 4 2 135 13243 1451 315 4 51 100 13243 1451 316 4 52 68 13243 1451 317 4 53 64 13243 1451 318 4 54 64 13243 1451 319 4 55 60 13243 1451 320 4 56 58 13243 1451 321 4 57 56 13243 1451 322 4 58 56 13243 1451 323 4 59 54 13243 1451 324 4 60 54 13243 1451 325 4 61 54 13243 1451 326 4 62 54 13243 1451 327 4 63 52 13243 1451 328 4 64 52 13243 1451 329 4 65 52 13243 1451 330 4 66 72 13243 1451 331 4 67 52 13243 1451 332 4 68 52 13243 1451 333 4 69 50 13243 1451 334 4 70 50 13243 1451 335 4 71 50 13243 1451 336 4 72 50 13243 1451 337 4 73 50 13243 1451 338 4 74 48 13243 1451 339 4 75 48 13243 1451 340 4 76 48 13243 1451 341 4 77 48 13243 1451 342 4 78 48 13243 1451 343 4 79 48 13243 1451 344 4 80 48 13243 1451 345 4 81 48 13243 1451 346 4 82 48 13243 1451 347 4 83 46 13243 1451 348 4 84 46 13243 1451 349 4 85 46 13243 1451 350 4 86 46 13243 1451 351 4 87 46 13243 1451 352 4 88 46 13243 1451 353 4 89 46 13243 1451 354 4 600 34 13243 1451 355 4 601 34 13243 1451 356 4 602 34 13243 1451 357 4 603 34 13243 1451 358 4 604 34 13243 1451 359 4 605 34 13243 1451 360 4 606 34 13243 1451 361 4 607 32 13243 1451 362 4 608 32 13243 1451 363 4 800 38 13243 1451 364 6 16 725 13243 1451 365 6 17 132 13243 1451 366 6 22 828 13243 1451 367 6 24 61 13243 1451 368 6 28 381 13243 1451 369 6 91 2789 13243 1451 370 6 102 1478 13243 1451 371 6 649 486 13243 1451 372 6 849 569 13243 1451 373 12 51 3 13243 1451 374 12 52 3 13243 1451 375 12 53 3 13243 1451 376 12 54 3 13243 1451 377 12 55 3 13243 1451 378 12 56 3 13243 1451 379 12 57 3 13243 1451 380 12 58 3 13243 1451 381 12 59 3 13243 1451 382 12 60 3 13243 1451 383 12 61 3 13243 1451 384 12 62 3 13243 1451 385 12 63 3 13243 1451 386 12 64 3 13243 1451 387 12 65 3 13243 1451 388 12 66 3 13243 1451 389 12 67 3 13243 1451 390 12 68 3 13243 1451 391 12 69 3 13243 1451 392 12 70 3 13243 1451 393 12 71 3 13243 1451 394 12 72 3 13243 1451 395 12 73 3 13243 1451 396 12 74 3 13243 1451 397 12 75 3 13243 1451 398 12 76 3 13243 1451 399 12 77 3 13243 1451 400 12 78 3 13243 1451 401 12 79 3 13243 1451 402 12 80 3 13243 1451 403 12 81 3 13243 1451 404 12 82 3 13243 1451 405 12 83 3 13243 1451 406 12 84 3 13243 1451 407 12 85 3 13243 1451 408 12 86 3 13243 1451 409 12 87 3 13243 1451 410 12 88 3 13243 1451 411 12 89 3 13243 1451 412 12 601 3 13243 1451 413 12 602 3 13243 1451 414 12 603 3 13243 1451 415 12 604 3 13243 1451 416 12 605 3 13243 1451 417 12 606 4 13243 1451 418 12 607 4 13243 1451 419 12 608 3 13243 1451 420 14 51 1 13243 1451 421 14 52 1 13243 1451 422 14 53 1 13243 1451 423 14 54 1 13243 1451 424 14 55 1 13243 1451 425 14 56 1 13243 1451 426 14 57 1 13243 1451 427 14 58 1 13243 1451 428 14 59 1 13243 1451 429 14 60 1 13243 1451 430 14 61 1 13243 1451 431 14 62 1 13243 1451 432 14 63 1 13243 1451 433 14 64 1 13243 1451 434 14 65 1 13243 1451 435 14 66 1 13243 1451 436 14 67 1 13243 1451 437 14 68 1 13243 1451 438 14 69 1 13243 1451 439 14 70 1 13243 1451 440 14 71 1 13243 1451 441 14 72 1 13243 1451 442 14 73 1 13243 1451 443 14 74 1 13243 1451 444 14 75 1 13243 1451 445 14 76 1 13243 1451 446 14 77 1 13243 1451 447 14 78 1 13243 1451 448 14 79 1 13243 1451 449 14 80 1 13243 1451 450 14 81 1 13243 1451 451 14 82 1 13243 1451 452 14 83 1 13243 1451 453 14 84 1 13243 1451 454 14 85 1 13243 1451 455 14 86 1 13243 1451 456 14 87 1 13243 1451 457 14 88 1 13243 1451 458 14 89 1 13243 1451 459 14 601 1 13243 1451 460 14 602 1 13243 1451 461 14 603 1 13243 1451 462 14 604 1 13243 1451 463 14 605 1 13243 1451 464 14 606 1 13243 1451 465 14 607 1 13243 1451 466 14 608 1 13243 1451 467 3243 1 0 468 3243 0 0 469 32076.0000 75.2692000 0 0 1 03243 2151 470 32076.0000 1.00000000 0 0 2 03243 2151 471 1.00000E-5 30000.0000 1 2 0 03243 2151 472 0.0 .650000000 0 0 1 03243 2151 473 75.3471300 0.0 0 0 60 103243 2151 474 -4160.00000 .500000000 284.015000 283.900000 .115000000 0.0 3243 2151 475 551.000000 .500000000 .465000000 .350000000 .115000000 0.0 3243 2151 476 4786.00000 .500000000 4.12000000 4.00000000 .120000000 0.0 3243 2151 477 6177.00000 .500000000 2.62000000 2.50000000 .120000000 0.0 3243 2151 478 14180.0000 .500000000 25.1200000 25.0000000 .120000000 0.0 3243 2151 479 15130.0000 .500000000 84.1200000 84.0000000 .120000000 0.0 3243 2151 480 21070.0000 .500000000 41.1200000 41.0000000 .120000000 0.0 3243 2151 481 22710.0000 .500000000 175.120000 175.000000 .120000000 0.0 3243 2151 482 29600.0000 .500000000 760.120000 760.000000 .120000000 0.0 3243 2151 483 48300.0000 .500000000 230.120000 230.000000 .120000000 0.0 3243 2151 484 30000.0000 570400.000 2 2 0 03243 2151 485 0.0 .620000000 1 0 3 03243 2151 486 75.3471300 0.0 0 0 1 03243 2151 487 .500000000 0.0 2 0 60 93243 2151 488 0.0 0.0 0.0 1.00000000 0.0 0.0 3243 2151 489 30000.0000 2825.02800 0.0 .423754100 .100000000 0.0 3243 2151 490 40000.0000 2825.02800 0.0 .423754100 .100000000 0.0 3243 2151 491 50000.0000 2821.57200 0.0 .423235700 .100000000 0.0 3243 2151 492 150000.000 2497.80200 0.0 .374670300 .100000000 0.0 3243 2151 493 250000.000 2213.36500 0.0 .332004700 .100000000 0.0 3243 2151 494 350000.000 1963.19700 0.0 .294479600 .100000000 0.0 3243 2151 495 450000.000 1742.93800 0.0 .261440600 .100000000 0.0 3243 2151 496 550000.000 1548.80400 0.0 .232320600 .100000000 0.0 3243 2151 497 570400.000 1512.10500 0.0 .226815700 .100000000 0.0 3243 2151 498 75.3471300 0.0 1 0 2 03243 2151 499 .500000000 0.0 2 0 60 93243 2151 500 0.0 0.0 0.0 1.00000000 0.0 0.0 3243 2151 501 30000.0000 2825.02800 0.0 .565005500 .120000000 0.0 3243 2151 502 40000.0000 2825.02800 0.0 .565005500 .120000000 0.0 3243 2151 503 50000.0000 2821.57100 0.0 .564314200 .120000000 0.0 3243 2151 504 150000.000 2497.80200 0.0 .499560400 .120000000 0.0 3243 2151 505 250000.000 2213.36500 0.0 .442672900 .120000000 0.0 3243 2151 506 350000.000 1963.19700 0.0 .392639500 .120000000 0.0 3243 2151 507 450000.000 1742.93800 0.0 .348587500 .120000000 0.0 3243 2151 508 550000.000 1548.80400 0.0 .309760800 .120000000 0.0 3243 2151 509 570400.000 1512.10500 0.0 .302421000 .120000000 0.0 3243 2151 510 1.50000000 0.0 2 0 60 93243 2151 511 0.0 0.0 0.0 1.00000000 0.0 0.0 3243 2151 512 30000.0000 1925.69800 0.0 .385139500 .120000000 0.0 3243 2151 513 40000.0000 1925.69800 0.0 .385139500 .120000000 0.0 3243 2151 514 50000.0000 1923.34200 0.0 .384668300 .120000000 0.0 3243 2151 515 150000.000 1702.64200 0.0 .340528400 .120000000 0.0 3243 2151 516 250000.000 1508.75400 0.0 .301750700 .120000000 0.0 3243 2151 517 350000.000 1338.22600 0.0 .267645100 .120000000 0.0 3243 2151 518 450000.000 1188.08400 0.0 .237616800 .120000000 0.0 3243 2151 519 550000.000 1055.75200 0.0 .211150400 .120000000 0.0 3243 2151 520 570400.000 1030.73600 0.0 .206147100 .120000000 0.0 3243 2151 521 75.3471300 0.0 2 0 2 03243 2151 522 1.50000000 0.0 2 0 60 93243 2151 523 0.0 0.0 0.0 1.00000000 0.0 0.0 3243 2151 524 30000.0000 1925.69800 0.0 .192569700 .100000000 0.0 3243 2151 525 40000.0000 1925.69800 0.0 .192569700 .100000000 0.0 3243 2151 526 50000.0000 1923.34200 0.0 .192334100 .100000000 0.0 3243 2151 527 150000.000 1702.64200 0.0 .170264200 .100000000 0.0 3243 2151 528 250000.000 1508.75400 0.0 .150875300 .100000000 0.0 3243 2151 529 350000.000 1338.22600 0.0 .133822600 .100000000 0.0 3243 2151 530 450000.000 1188.08400 0.0 .118808400 .100000000 0.0 3243 2151 531 550000.000 1055.75200 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22405.2912 .733744036 22408.7936 .7929587553243 3 1 1942 22412.2960 .855786093 22415.7984 .922415693 22419.3008 .9930620923243 3 1 1943 22422.8032 1.06792410 22426.3056 1.14722694 22429.8080 1.231224913243 3 1 1944 22433.3104 1.32015544 22436.8128 1.41428696 22440.3152 1.513921963243 3 1 1945 22443.8176 1.61934499 22447.3200 1.73087702 22450.8224 1.848879273243 3 1 1946 22454.3248 1.97369385 22457.8272 2.10570601 22461.3296 2.245348633243 3 1 1947 22464.8320 2.39303449 22468.3344 2.54922762 22471.8368 2.714448703243 3 1 1948 22475.3392 2.88919748 22478.8416 3.07403488 22482.3440 3.269583913243 3 1 1949 22485.8464 3.47645719 22489.3488 3.69535744 22492.8512 3.926988293243 3 1 1950 22496.3536 4.17214957 22499.8560 4.43164434 22503.3584 4.706384183243 3 1 1951 22506.8608 4.99728675 22510.3632 5.30539223 22513.8656 5.631750343243 3 1 1952 22517.3680 5.97754928 22520.8704 6.34399078 22524.3728 6.732433133243 3 1 1953 22527.8752 7.14425293 22531.3776 7.58100365 22534.8800 8.044262413243 3 1 1954 22538.3824 8.53580606 22541.8848 9.05744098 22545.3872 9.611198503243 3 1 1955 22548.8896 10.1991458 22552.3920 10.8236025 22555.8944 11.48692993243 3 1 1956 22559.3968 12.1917717 22562.8992 12.9408183 22566.4016 13.73707233243 3 1 1957 22569.9040 14.5835865 22573.4064 15.4837558 22576.9088 16.44102373243 3 1 1958 22580.4112 17.4592019 22583.9136 18.5421424 22587.4160 19.69408443243 3 1 1959 22590.9184 20.9192865 22594.4208 22.2223997 22597.9232 23.60805473243 3 1 1960 22601.4256 25.0812569 22604.9280 26.6469240 22608.4304 28.31029423243 3 1 1961 22611.9328 30.0764100 22615.4352 31.9505278 22618.9376 33.93754273243 3 1 1962 22622.4400 36.0423835 22625.9424 38.2693763 22629.4448 40.62260213243 3 1 1963 22632.9472 43.1052043 22636.4496 45.7196798 22639.9520 48.46714653243 3 1 1964 22643.4544 51.3475594 22646.9568 54.3589085 22650.4592 57.49727503243 3 1 1965 22653.9616 60.7564491 22660.9664 67.5979224 22669.7224 76.60084713243 3 1 1966 22676.7272 83.8917639 22683.7320 91.1822835 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39.9447551 22906.1344 38.4264272 22913.1392 37.00899353243 3 1 1980 22920.1440 35.6841460 22927.1488 34.4443075 22934.1536 33.28257793243 3 1 1981 22941.1584 32.1926790 22948.1632 31.1993460 22955.1680 30.20604993243 3 1 1982 22962.1728 29.3253405 22969.1776 28.4446617 22976.1824 27.66011143243 3 1 1983 22983.1872 26.8755867 22990.1920 26.1735246 22997.1968 25.47148413243 3 1 1984 23004.2016 24.8405193 23011.2064 24.2095727 23018.2112 23.64017603243 3 1 1985 23025.2160 23.0707948 23032.2208 22.5549595 23039.2256 22.03913743243 3 1 1986 23046.2304 21.5701059 23053.2352 21.1010858 23061.9912 20.57196773243 3 1 1987 23070.7472 20.0428648 23084.7568 19.2760937 23098.7664 18.57146983243 3 1 1988 23110.1492 18.0565188 23121.5320 17.5415838 23132.4770 17.10390543243 3 1 1989 23143.4220 16.6662391 23154.3670 16.2760285 23165.3120 15.88582783243 3 1 1990 23182.8240 15.3202469 23200.3360 14.8002862 23217.8480 14.32078853243 3 1 1991 23235.3600 13.8773207 23252.8720 13.4660539 23270.3840 13.09665523243 3 1 1992 23287.8960 12.7272671 23305.4080 12.4049380 23322.9200 12.08261733243 3 1 1993 23340.4320 11.7989612 23357.9440 11.5153118 23375.4560 11.26377223243 3 1 1994 23392.9680 11.0122381 23410.4800 10.7876291 23427.9920 10.56302473243 3 1 1995 23445.5040 10.3661738 23463.0160 10.1693266 23480.5280 9.972482763243 3 1 1996 23498.0400 9.80269716 23515.5520 9.63291439 23533.0640 9.463134213243 3 1 1997 23550.5760 9.31504708 23568.0880 9.16696215 23585.6000 9.018879243243 3 1 1998 23603.1120 8.88580480 23620.6240 8.75273209 23655.6480 8.507163023243 3 1 1999 23690.6720 8.28776499 23725.6960 8.06837177 23756.3420 7.900155743243 3 1 2000 23786.9880 7.73194256 23817.6340 7.58176648 23848.2800 7.431592683243 3 1 2001 23886.2414 7.26607602 23924.2027 7.10056256 23962.1640 6.953605773243 3 1 2002 24000.1253 6.80665115 24041.3188 6.66421948 24082.5122 6.521790153243 3 1 2003 24123.7056 6.39690158 24164.8990 6.27201459 24206.0925 6.147128713243 3 1 2004 24247.2859 6.03852490 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2017 26863.5680 1.90201729 26939.5800 1.78565861 27015.5920 1.669301363243 3 1 2018 27091.6040 1.55294569 27167.6160 1.43255206 27243.6280 1.312160403243 3 1 2019 27319.6400 1.19177097 27395.6520 1.06961821 27471.6640 .9474682873243 3 1 2020 27547.6760 .825321596 27623.6880 .705292473 27671.1955 .6302763923243 3 1 2021 27718.7030 .557185915 27766.2105 .485741001 27813.7180 .4164173843243 3 1 2022 27838.4219 .381389590 27863.1258 .347177263 27887.8297 .3138773713243 3 1 2023 27912.5336 .281599447 27942.9384 .243449027 27958.1408 .2250970973243 3 1 2024 27973.3432 .207270041 27988.5456 .190002853 28003.7480 .1733325513243 3 1 2025 28018.9504 .157299769 28034.1528 .141944484 28043.6543 .1327108593243 3 1 2026 28053.1558 .123770178 28062.6573 .115134062 28072.1588 .1068155493243 3 1 2027 28081.6603 .098826125 28091.1618 .091178728 28100.6633 .0838867693243 3 1 2028 28110.1648 .076964153 28117.7660 .071701655 28125.3672 .0666932433243 3 1 2029 28132.9684 .061945901 28140.5696 .057467712 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