64-Gd-158 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2009 1 0 0 0 64158.0000 156.567000 2 0 0 16443 1451 1 0.0 0.0 0 0 0 66443 1451 2 1.00000000 20000000.0 0 0 10 76443 1451 3 1200000.00 0.0 1 0 331 1766443 1451 4 64-Gd-158 BNL,ORNL+ EVAL-APR06 Rochman,Mughabghab,Leal,Kawano+ 6443 1451 5 DIST-DEC06 6443 1451 6 ----ENDF/B-VII MATERIAL 6443 6443 1451 7 -----INCIDENT NEUTRON DATA 6443 1451 8 ------ENDF-6 FORMAT 6443 1451 9 6443 1451 10 ============================================================== 6443 1451 11 ENDF/B-VII evaluation adopted by WPEC Subgroup 23 &&6443 1451 12 - WPEC: NEA Working Party on Evaluation Cooperation 6443 1451 13 - SG23: International library of fission product evaluations 6443 1451 14 6443 1451 15 Evaluation performed at BNL, LANL and ORNL by: 6443 1451 16 -BNL: D. Rochman, M. W. Herman, P. Oblozinsky, S. Mughabghab 6443 1451 17 -LANL: T. Kawano 6443 1451 18 -ORNL: L. Leal 6443 1451 19 6443 1451 20 Summary of evaluation procedure: 6443 1451 21 Part 1: Resonance region including URR by S.Mughabghab (BNL) 6443 1451 22 Part 2: Fast neutron region by D. Rochman, M. Herman and 6443 1451 23 P. Oblozinsky (BNL) 6443 1451 24 Part 3: Covariancies in thermal and RRR by L. Leal (ORNL) 6443 1451 25 As a byproduct, Mughabghab's original MF2 in MLBW 6443 1451 26 representation was converted to Reich-Moore 6443 1451 27 Part 4: Covariancies in URR and fast region by T.Kawano(LANL), 6443 1451 28 and D.Rochman, M.Herman, P.Oblozinsky (BNL) 6443 1451 29 6443 1451 30 ============================================================== 6443 1451 31 6443 1451 32 RESONANCE REGION (MF 2) &&6443 1451 33 Author: S.F. Mughabghab March, 2006 (BNL) &&6443 1451 34 6443 1451 35 The parameters for resonances in MF 2 (resolved and unresolved 6443 1451 36 region) are based on the analyzis presented in Ref.1. The 6443 1451 37 resolved region is first analyzed in multi-level Breit-Wigner 6443 1451 38 by S. Mughabghab and then converted into Reich-Moore 6443 1451 39 formalism by L. Leal. 6443 1451 40 6443 1451 41 - Resolved Resonances <10.0 keV : Ref.1 &&6443 1451 42 - Unresolved Resonances 10 keV - 80 keV: Ref.1 &&6443 1451 43 &&6443 1451 44 Calculated thermal cross sections & resonance integrals: &&6443 1451 45 --------------------------------------------- &&6443 1451 46 Reaction Cross section Res. integral &&6443 1451 47 (barn) (barn) &&6443 1451 48 Total 7.83911E+00 - &&6443 1451 49 Elastic 5.63711E+00 - &&6443 1451 50 Capture 2.20200E+00 6.82493E+01 &&6443 1451 51 --------------------------------------------- &&6443 1451 52 6443 1451 53 Reference: 6443 1451 54 1) S.F.Mughabghab: Atlas of Neutron Resonances, to be 6443 1451 55 published by Academic Press, 2006 (5-th edition of BNL-325) 6443 1451 56 ============================================================== 6443 1451 57 6443 1451 58 *************************************************** 6443 1451 59 FAST ENERGY REGION (MF 3, 4 and 6) &&6443 1451 60 Authors: D.Rochman, M.Herman, P.Oblozinsky, March 2006, (BNL) &&6443 1451 61 6443 1451 62 EVALUATION PROCEDURE 6443 1451 63 6443 1451 64 Adopted procedure is based on careful theoretical 6443 1451 65 analysis utilizing available experimental data and 6443 1451 66 nuclear reaction model calculations. 6443 1451 67 6443 1451 68 Available experimental data were interpreted using 6443 1451 69 nuclear reaction model code EMPIRE-2.19b27 by 6443 1451 70 M. Herman et al [He01, He02]. This code integrates 6443 1451 71 into a single system a number of important modules 6443 1451 72 and features: 6443 1451 73 6443 1451 74 - Spherical and deformed Optical Model including 6443 1451 75 coupled-channels (ECIS03 by J. Raynal) 6443 1451 76 - Hauser-Feshbach statistical model including 6443 1451 77 HRTW width fluctuation correction 6443 1451 78 - Quantum-mechanical MSD TUL model (codes ORION & 6443 1451 79 TRISTAN by H. Lenske), and MSC NVWY model 6443 1451 80 - Exciton model with angular momentum coupling 6443 1451 81 (code DEGAS by E. Betak and P. Oblozinsky) that 6443 1451 82 represents a good approximation to the DSD model 6443 1451 83 - Exciton model with Iwamoto-Harada cluster 6443 1451 84 emission and Kalbach systematic angular distr. 6443 1451 85 (code PCROSS by R.Capote et al) 6443 1451 86 - Complete gamma-ray cascade after emission of 6443 1451 87 each particle, including realistic treatment of 6443 1451 88 discrete transitions 6443 1451 89 - Access to OM segment of the RIPL-2 library [Ri03] 6443 1451 90 - Built-in input parameter files, such as masses, 6443 1451 91 level density, discrete levels, fission barriers 6443 1451 92 and gamma strength functions based on the RIPL-2 6443 1451 93 library [Ri03] 6443 1451 94 - Automatic retrieval of experimental data from the 6443 1451 95 EXFOR/CSISRS library 6443 1451 96 - ENDF-6 formatting (code EMPEND by A. Trkov) 6443 1451 97 coupled to graphical presentation capabilities 6443 1451 98 (code ZVView by V. Zerkin) through the chain of 6443 1451 99 PrePro codes by R. Cullen 6443 1451 100 - Checking codes (CHECKR, FIZCON, PSYCHE) 6443 1451 101 - Support for NJOY 6443 1451 102 6443 1451 103 PARAMETERIZATIONS 6443 1451 104 6443 1451 105 Following models and parameters were used in the 6443 1451 106 current evaluation: 6443 1451 107 6443 1451 108 Discrete levels were taken from the RIPL-2 level 6443 1451 109 file, based on the 1998 version of ENSDF. 6443 1451 110 EMPIRE-specific level densities 6443 1451 111 Heidelberg MSC calculations were used 6443 1451 112 including contribution to discrete levels 6443 1451 113 Exclusive spectra available up to emission loop # 5 6443 1451 114 Exciton model calculations with code PCROSS 6443 1451 115 Cluster emission in terms of the Iwamoto-Harada model 6443 1451 116 Kalbach systematics angular distributions (see RIPL-1) 6443 1451 117 Mean free path parameter in PCROSS set to 1.0 (Default: 1.3) 6443 1451 118 Coupled Channels (ECIS) used for direct inelastic scattering 6443 1451 119 E1 strength function set to GFL 6443 1451 120 GDR parameters from RIPL-2/Exp.data+Plujko systematics 6443 1451 121 6443 1451 122 Use of preequilibrium models 6443 1451 123 ---------------------------- 6443 1451 124 6443 1451 125 Exit channel ECIS MSD MSC DEGAS HMS PCROSS 6443 1451 126 6443 1451 127 n to levels 1 1 0 0 0 0 6443 1451 128 n to continuum 0 1 1 0 0 0 6443 1451 129 p to levels 0 0 0 0 0 0 6443 1451 130 p to continuum 0 0 0 0 0 1 6443 1451 131 g 0 0 0 0 0 1 6443 1451 132 a 0 0 0 0 0 1 6443 1451 133 6443 1451 134 Collective levels used in direct calcualtions 6443 1451 135 64 158 nucleus is treated as deformed 6443 1451 136 6443 1451 137 Ncoll Lmax IDef Kgs (Def(1,j),j=2,IDef,2) 6443 1451 138 13 4 4 0.0 0.310E+00 0.000E+00 6443 1451 139 6443 1451 140 N E[MeV] J pi Nph L K Dyn. Def. 6443 1451 141 1 0.0000 0.0 1. 0 0 0 0.100E-01 6443 1451 142 2 0.0795 2.0 1. 0 0 0 0.200E-01 6443 1451 143 3 0.2614 4.0 1. 0 0 0 0.200E-01 6443 1451 144 4 0.5390 6.0 1. 0 0 0 0.200E-01 6443 1451 145 5 0.9044 8.0 1. 0 0 0 0.200E-01 6443 1451 146 6 0.9771 1.0 -1. 0 0 0 0.844E-01 6443 1451 147 8 1.0416 3.0 -1. 0 0 0 0.844E-01 6443 1451 148 10 1.1764 5.0 -1. 0 0 0 0.844E-01 6443 1451 149 11 1.1871 2.0 1. 0 0 0 0.200E-01 6443 1451 150 12 1.1961 0.0 1. 0 0 0 0.200E-01 6443 1451 151 13 1.2598 2.0 1. 0 0 0 0.200E-01 6443 1451 152 16 1.3505 10.0 1. 0 0 0 0.871E-01 6443 1451 153 29 1.8667 12.0 1. 0 0 0 0.871E-01 cont 6443 1451 154 6443 1451 155 6443 1451 156 Inelastic o. m. parameters: new fit based on RIPL 701 6443 1451 157 Neutron o. m. parameters: RIPL catalog number 701 6443 1451 158 Proton o. m. parameters: RIPL catalog number 5405 6443 1451 159 Alpha o. m. parameters: RIPL catalog number 9600 6443 1451 160 6443 1451 161 B i n d i n g e n e r g i e s 6443 1451 162 6443 1451 163 Nucleus 1n 1p 4He 6443 1451 164 6443 1451 165 64-Gd-159 5.943 8.646 0.796 6443 1451 166 64-Gd-158 7.937 8.518 0.660 6443 1451 167 64-Gd-157 6.360 8.029 0.690 6443 1451 168 64-Gd-156 8.536 8.006 0.197 6443 1451 169 63-Eu-158 5.815 7.767 1.219 6443 1451 170 63-Eu-157 7.448 7.388 1.208 6443 1451 171 63-Eu-156 6.337 7.182 1.251 6443 1451 172 63-Eu-155 8.151 6.652 0.854 6443 1451 173 62-Sm-155 5.807 9.069 1.669 6443 1451 174 62-Sm-154 7.967 9.066 1.196 6443 1451 175 62-Sm-153 5.867 8.590 0.609 6443 1451 176 62-Sm-152 8.258 8.663 -0.220 6443 1451 177 61-Pm-154 5.804 8.358 2.842 6443 1451 178 61-Pm-153 7.491 7.819 2.125 6443 1451 179 61-Pm-152 5.940 7.600 1.207 6443 1451 180 61-Pm-151 7.863 6.994 0.353 6443 1451 181 6443 1451 182 RESULTS 6443 1451 183 6443 1451 184 MF=3 Neutron cross sections 6443 1451 185 EMPIRE calculations were adopted for: 6443 1451 186 MT=1 Total 6443 1451 187 MT=2 Elastic scattering 6443 1451 188 MT=4, 51-91 Inelastic scattering 6443 1451 189 MT=102 Capture 6443 1451 190 MT=16 (n,2n) 6443 1451 191 MT=17 (n,3n) 6443 1451 192 MT=22 (n,na) 6443 1451 193 MT=24 (n,2na) 6443 1451 194 MT=28 (n,np) 6443 1451 195 MT=45 (n,npa) 6443 1451 196 MT=103, 600-649 (n,p) 6443 1451 197 MT=107, 800-849 (n,a) 6443 1451 198 MT=112 (n,pa) 6443 1451 199 6443 1451 200 MF=4 Angular distributions of secondary neutrons 6443 1451 201 EMPIRE calculations were adopted 6443 1451 202 6443 1451 203 MF=6 Energy-angle distributions of reaction 6443 1451 204 products; EMPIRE calculations were adopted 6443 1451 205 6443 1451 206 MF=12 Transition probablility arrays for photon 6443 1451 207 production; taken from the RIPL-2 6443 1451 208 6443 1451 209 MF=14 Photon angular distributions 6443 1451 210 isotropic distributions were assumed 6443 1451 211 6443 1451 212 REFERENCES 6443 1451 213 6443 1451 214 [He01] M. Herman EMPIRE-II Statistical Model 6443 1451 215 Code for Nuclear Reaction Calculations, in 6443 1451 216 Nuclear Reaction Data and Nuclear Reactors, 6443 1451 217 eds. N.Paver, M. Herman and A.Gandini, ICTP 6443 1451 218 Lecture Notes 5 (ICTP Trieste, 2001) pp.137. 6443 1451 219 6443 1451 220 [He02] M. Herman, R. Capote, P. Oblozinsky, 6443 1451 221 M. Sin, A. Trkov, A. Ventura, V. Zerkin 6443 1451 222 Recent Development of the Nuclear 6443 1451 223 Reaction Model Code Empire, International 6443 1451 224 Conference on Nuclear Data for Science & 6443 1451 225 Technology - ND2004 September 26 - October 1, 6443 1451 226 2004, Santa Fe, New Mexico. 6443 1451 227 6443 1451 228 [Ri03] 6443 1451 229 RIPL-2: Reference Input Parameter Library 6443 1451 230 IAEA, Vienna 2005, see 6443 1451 231 http://www-nds.iaea.org/RIPL-2/ 6443 1451 232 6443 1451 233 *************************************************** 6443 1451 234 COVARIANCE FILE: resonance parameters (MF 32) &&6443 1451 235 Author: L. Leal, March, 2006 (ORNL) &&6443 1451 236 6443 1451 237 Resolved resonance covariance data were generate with the SAMMY 6443 1451 238 [ref1] code for Gd isotopes. SAMMY was run with the option of 6443 1451 239 generating resonance-covariance retroactively using the 6443 1451 240 "propagated uncertainty parameter" option to include systematic 6443 1451 241 data uncertainties.[ref2, ref3]. 6443 1451 242 [ref 1] N. M. Larson, "Updated Users' Guide for SAMMY," Oak 6443 1451 243 Ridge National Laboratory report ORNL/TM-9179/R6 6443 1451 244 (2003) 6443 1451 245 [ref 2] L. C. Leal, N. M. Larson, H. Derrien, T. Kawano, and 6443 1451 246 M. B Chadwick, "A New Approach fo Nuclear Data 6443 1451 247 Covariances and Sensitivity Generation," International6443 1451 248 Conference on Nuclear Data for Science and Technology,6443 1451 249 " Santa Fe, New Mexico, September 26 - October 1, 6443 1451 250 2004. 6443 1451 251 [ref 3] L. C. Leal, G. Arbanas, H. Derrien, N. M. Larson, and 6443 1451 252 B. Rearden, "Covariance data for U-233 in the Resolved6443 1451 253 Resonance Region for Criticality Safey Applicatioins,"6443 1451 254 Mathematics and Computation, Supercomputing, Reactor 6443 1451 255 Physics and Nuclear and Biological Applications, 6443 1451 256 Palais des Papes, Avignon, France, September 12-15, 6443 1451 257 2005. 6443 1451 258 6443 1451 259 *************************************************** 6443 1451 260 COVARIANCE FILE: cross sections (MF 33) 6443 1451 261 Author: T. Kawano, D. Rochman, M. W. Herman and P. Oblozinsky 6443 1451 262 6443 1451 263 The covariance matrixes have been determined using the EMPIRE 6443 1451 264 and KALMAN codes [Ka01,Sh01,Ka02] for the unresolved and 6443 1451 265 fast neutron regions. Cross section sensitivity to model 6443 1451 266 parameters were calculated with EMPIRE down to the lower boundary6443 1451 267 of the unresolved region. Then the KALMAN code was used to 6443 1451 268 to calculate uncertainties and correlations. Results were 6443 1451 269 formated in MF=33. The file has been tested with NJOY and ERRORJ.6443 1451 270 6443 1451 271 The file has been tested with NJOY and ERRORJ. 6443 1451 272 [Ka01] Kawano T.: Private communication (2005). 6443 1451 273 [Sh01] Shibata K. et al.: JAERI-Research 97-074 (1997). 6443 1451 274 [Ka02] Kawano T. et al.: JAERI-Research 99-009 (1999). 6443 1451 275 6443 1451 276 ************************************************ 6443 1451 277 ***************** Program LINEAR (VERSION 2009-1) ***************6443 1451 278 For All Data Greater than 1.0000E-10 barns in Absolute Value 6443 1451 279 Data Linearized Using Energy Dependent Uncertainty 6443 1451 280 Energy Accuracy 6443 1451 281 (eV) (per-cent) 6443 1451 282 ----------- ----------- 6443 1451 283 0.0 .010000000 6443 1451 284 1.00000000 .010000000 6443 1451 285 2.00000000 .100000000 6443 1451 286 20000000.0 .100000000 6443 1451 287 ***************** Program RECENT (VERSION 2009-1) ***************6443 1451 288 for All Data Greater than 1.0000E-10 barns in Absolute Value 6443 1451 289 Data Linearized Using Energy Dependent Uncertainty 6443 1451 290 Energy Accuracy 6443 1451 291 (eV) (per-cent) 6443 1451 292 ----------- ----------- 6443 1451 293 0.0 .010000000 6443 1451 294 1.00000000 .010000000 6443 1451 295 2.00000000 .100000000 6443 1451 296 20000000.0 .100000000 6443 1451 297 ***************** Program SIGMA1 (VERSION 2009-1) ***************6443 1451 298 Data Doppler Broadened to 1200.00000 Kelvin 6443 1451 299 for All Data Greater than 1.0000E-10 barns in Absolute Value 6443 1451 300 Data Linearized Using Energy Dependent Uncertainty 6443 1451 301 Energy Accuracy 6443 1451 302 (eV) (per-cent) 6443 1451 303 ----------- ----------- 6443 1451 304 0.0 .010000000 6443 1451 305 1.00000000 .010000000 6443 1451 306 2.00000000 .100000000 6443 1451 307 20000000.0 .100000000 6443 1451 308 ***************** Program SIGMA1 (VERSION 2009-1) ***************6443 1451 309 Data Doppler Broadened to 1200000.00 Kelvin 6443 1451 310 for All Data Greater than 1.0000E-10 barns in Absolute Value 6443 1451 311 Data Linearized Using Energy Dependent Uncertainty 6443 1451 312 Energy Accuracy 6443 1451 313 (eV) (per-cent) 6443 1451 314 ----------- ----------- 6443 1451 315 0.0 .010000000 6443 1451 316 1.00000000 .010000000 6443 1451 317 2.00000000 .100000000 6443 1451 318 20000000.0 .100000000 6443 1451 319 ***************** Program FIXUP (Version 2009-1) ****************6443 1451 320 Corrected ZA/AWR in All Sections-----------------------------Yes 6443 1451 321 Corrected Thresholds-----------------------------------------No 6443 1451 322 Extended Cross Sections to 20 MeV----------------------------No 6443 1451 323 Allow Cross Section Deletion---------------------------------No 6443 1451 324 Allow Cross Section Reconstruction---------------------------Yes 6443 1451 325 Make All Cross Sections Non-Negative-------------------------Yes 6443 1451 326 Delete Energies Not in Ascending Order-----------------------Yes 6443 1451 327 Deleted Duplicate Points-------------------------------------Yes 6443 1451 328 Check for Ascending MAT/MF/MT Order--------------------------Yes 6443 1451 329 Check for Legal MF/MT Numbers--------------------------------Yes 6443 1451 330 Allow Creation of Missing Sections---------------------------No 6443 1451 331 Allow Insertion of Energy Points-----------------------------No 6443 1451 332 Create Uniform Energy Grid-----------------------------------No 6443 1451 333 Delete Section if Cross Section =0 at All Energies-----------Yes 6443 1451 334 **************** Program DICTIN (VERSION 2009-1) ****************6443 1451 335 1 451 511 16443 1451 336 2 151 302 16443 1451 337 3 1 3252 16443 1451 338 3 2 525 16443 1451 339 3 4 1881 16443 1451 340 3 16 79 16443 1451 341 3 17 61 16443 1451 342 3 22 25 16443 1451 343 3 24 30 16443 1451 344 3 28 30 16443 1451 345 3 41 17 16443 1451 346 3 51 99 16443 1451 347 3 52 86 16443 1451 348 3 53 65 16443 1451 349 3 54 43 16443 1451 350 3 55 101 16443 1451 351 3 56 105 16443 1451 352 3 57 97 16443 1451 353 3 58 98 16443 1451 354 3 59 76 16443 1451 355 3 60 96 16443 1451 356 3 61 93 16443 1451 357 3 62 93 16443 1451 358 3 63 101 16443 1451 359 3 64 95 16443 1451 360 3 65 34 16443 1451 361 3 66 84 16443 1451 362 3 67 72 16443 1451 363 3 68 85 16443 1451 364 3 69 55 16443 1451 365 3 70 95 16443 1451 366 3 71 84 16443 1451 367 3 72 92 16443 1451 368 3 73 94 16443 1451 369 3 74 92 16443 1451 370 3 75 78 16443 1451 371 3 76 77 16443 1451 372 3 77 93 16443 1451 373 3 91 96 16443 1451 374 3 102 753 16443 1451 375 3 103 31 16443 1451 376 3 107 37 16443 1451 377 3 600 20 16443 1451 378 3 649 27 16443 1451 379 3 800 22 16443 1451 380 3 801 22 16443 1451 381 3 802 22 16443 1451 382 3 803 22 16443 1451 383 3 804 22 16443 1451 384 3 805 23 16443 1451 385 3 806 23 16443 1451 386 3 807 23 16443 1451 387 3 849 24 16443 1451 388 4 2 218 16443 1451 389 4 51 200 16443 1451 390 4 52 170 16443 1451 391 4 53 155 16443 1451 392 4 54 140 16443 1451 393 4 55 163 16443 1451 394 4 56 94 16443 1451 395 4 57 154 16443 1451 396 4 58 94 16443 1451 397 4 59 141 16443 1451 398 4 60 154 16443 1451 399 4 61 155 16443 1451 400 4 62 152 16443 1451 401 4 63 152 16443 1451 402 4 64 92 16443 1451 403 4 65 111 16443 1451 404 4 66 111 16443 1451 405 4 67 92 16443 1451 406 4 68 92 16443 1451 407 4 69 92 16443 1451 408 4 70 92 16443 1451 409 4 71 92 16443 1451 410 4 72 92 16443 1451 411 4 73 92 16443 1451 412 4 74 92 16443 1451 413 4 75 92 16443 1451 414 4 76 90 16443 1451 415 4 77 90 16443 1451 416 4 600 76 16443 1451 417 4 800 94 16443 1451 418 4 801 94 16443 1451 419 4 802 94 16443 1451 420 4 803 94 16443 1451 421 4 804 94 16443 1451 422 4 805 94 16443 1451 423 4 806 94 16443 1451 424 4 807 94 16443 1451 425 6 16 1814 16443 1451 426 6 17 431 16443 1451 427 6 22 2977 16443 1451 428 6 24 582 16443 1451 429 6 28 1475 16443 1451 430 6 41 197 16443 1451 431 6 91 9593 16443 1451 432 6 102 1984 16443 1451 433 6 649 2156 16443 1451 434 6 849 2881 16443 1451 435 12 51 3 16443 1451 436 12 52 3 16443 1451 437 12 53 3 16443 1451 438 12 54 3 16443 1451 439 12 55 3 16443 1451 440 12 56 3 16443 1451 441 12 57 3 16443 1451 442 12 58 3 16443 1451 443 12 59 3 16443 1451 444 12 60 3 16443 1451 445 12 61 3 16443 1451 446 12 62 4 16443 1451 447 12 63 3 16443 1451 448 12 64 3 16443 1451 449 12 65 3 16443 1451 450 12 66 3 16443 1451 451 12 67 3 16443 1451 452 12 68 3 16443 1451 453 12 69 3 16443 1451 454 12 70 4 16443 1451 455 12 71 5 16443 1451 456 12 72 3 16443 1451 457 12 73 3 16443 1451 458 12 74 3 16443 1451 459 12 75 4 16443 1451 460 12 76 3 16443 1451 461 12 77 6 16443 1451 462 12 801 3 16443 1451 463 12 802 3 16443 1451 464 12 803 3 16443 1451 465 12 804 3 16443 1451 466 12 805 3 16443 1451 467 12 806 3 16443 1451 468 12 807 3 16443 1451 469 14 51 1 16443 1451 470 14 52 1 16443 1451 471 14 53 1 16443 1451 472 14 54 1 16443 1451 473 14 55 1 16443 1451 474 14 56 1 16443 1451 475 14 57 1 16443 1451 476 14 58 1 16443 1451 477 14 59 1 16443 1451 478 14 60 1 16443 1451 479 14 61 1 16443 1451 480 14 62 1 16443 1451 481 14 63 1 16443 1451 482 14 64 1 16443 1451 483 14 65 1 16443 1451 484 14 66 1 16443 1451 485 14 67 1 16443 1451 486 14 68 1 16443 1451 487 14 69 1 16443 1451 488 14 70 1 16443 1451 489 14 71 1 16443 1451 490 14 72 1 16443 1451 491 14 73 1 16443 1451 492 14 74 1 16443 1451 493 14 75 1 16443 1451 494 14 76 1 16443 1451 495 14 77 1 16443 1451 496 14 801 1 16443 1451 497 14 802 1 16443 1451 498 14 803 1 16443 1451 499 14 804 1 16443 1451 500 14 805 1 16443 1451 501 14 806 1 16443 1451 502 14 807 1 16443 1451 503 32 151 7038 16443 1451 504 33 1 429 16443 1451 505 33 2 429 16443 1451 506 33 4 319 16443 1451 507 33 16 81 16443 1451 508 33 102 429 16443 1451 509 33 103 114 16443 1451 510 33 107 168 16443 1451 511 6443 1 0 512 6443 0 0 513 64158.0000 156.567000 0 0 1 06443 2151 514 64158.0000 1.00000000 0 0 2 06443 2151 515 1.00000E-5 9980.00000 1 3 0 16443 2151 516 0.0 .780000000 1 0 2 46443 2151 517 156.567000 .780000000 0 0 468 786443 2151 518 -65.0000000 .500000000 .073901030 .089999660 0.0 0.0 6443 2151 519 22.3000000 .500000000 .006800023 .095999520 0.0 0.0 6443 2151 520 101.100000 .500000000 8.49998E-4 .087998160 0.0 0.0 6443 2151 521 242.700000 .500000000 .057999990 .105000000 0.0 0.0 6443 2151 522 277.200000 .500000000 .012999960 .089999710 0.0 0.0 6443 2151 523 344.800000 .500000000 .156999900 .092999940 0.0 0.0 6443 2151 524 409.100000 .500000000 .271999800 .100000000 0.0 0.0 6443 2151 525 503.300000 .500000000 .269999700 .105000000 0.0 0.0 6443 2151 526 588.500000 .500000000 .057000050 .111999600 0.0 0.0 6443 2151 527 692.900000 .500000000 .754999800 .094999950 0.0 0.0 6443 2151 528 847.300000 .500000000 1.70000000 .106999900 0.0 0.0 6443 2151 529 917.100000 .500000000 .459999700 .082999940 0.0 0.0 6443 2151 530 1068.00000 .500000000 .269999300 .069999930 0.0 0.0 6443 2151 531 1219.90000 .500000000 .919999600 .110000000 0.0 0.0 6443 2151 532 1294.70000 .500000000 .449999600 .112000000 0.0 0.0 6443 2151 533 1351.30000 .500000000 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7889.93761 15.4219514 7893.15435 15.30540066443 3 1 1839 7902.64672 15.0005429 7913.27851 14.6573584 7927.25401 14.20354776443 3 1 1840 7927.72165 14.1882563 7940.72160 13.7967480 7954.58048 13.37624596443 3 1 1841 7964.46281 13.0743457 7967.58796 12.9863224 7982.22760 12.57126926443 3 1 1842 7996.64101 12.1602015 8001.41825 12.0393715 8018.70407 11.60065346443 3 1 1843 8035.43490 11.2343592 8037.22708 11.2015581 8049.87854 10.97134266443 3 1 1844 8050.11777 10.9679238 8063.16405 10.7833762 8064.07471 10.77064076443 3 1 1845 8071.99436 10.6946882 8078.27087 10.6354580 8080.82467 10.62535726443 3 1 1846 8089.65498 10.5919387 8096.01607 10.5690646 8098.90566 10.57374536443 3 1 1847 8106.66319 10.5878485 8107.73562 10.5949020 8116.56558 10.65472876443 3 1 1848 8120.85935 10.6846720 8125.39553 10.7413308 8134.22549 10.85332906443 3 1 1849 8135.05551 10.8640096 8143.05544 11.0106179 8149.25167 11.12531546443 3 1 1850 8153.53608 11.2270644 8163.44784 11.4641931 8164.01671 11.48085676443 3 1 1851 8171.00379 11.6863802 8180.94653 11.9800138 8187.07666 12.19227636443 3 1 1852 8198.44523 12.5867348 8221.05874 13.4711921 8222.25653 13.51786196443 3 1 1853 8236.97420 14.1238574 8249.80690 14.6497023 8262.29665 15.15864586443 3 1 1854 8265.89285 15.3043318 8272.52320 15.5466824 8284.14981 15.96873326443 3 1 1855 8288.15744 16.1133417 8290.53072 16.1861761 8301.36110 16.51625376443 3 1 1856 8302.33525 16.5456781 8312.60050 16.7892599 8319.97769 16.96240086443 3 1 1857 8322.98791 17.0107233 8332.90182 17.1675821 8332.96693 17.16813636443 3 1 1858 8344.06458 17.2601684 8346.81088 17.2823470 8355.86657 17.29560466443 3 1 1859 8356.80173 17.2908415 8369.09852 17.2257446 8371.28609 17.19627946443 3 1 1860 8384.08717 17.0217930 8388.79258 16.9223838 8396.59940 16.75690516443 3 1 1861 8412.01183 16.3268293 8421.06160 16.0202747 8427.42425 15.80530446443 3 1 1862 8432.04088 15.6266264 8440.80063 15.2884282 8448.96850 14.97393136443 3 1 1863 8456.54450 14.6830843 8464.12050 14.3931696 8471.69650 14.10427666443 3 1 1864 8478.66583 13.8394853 8479.44116 13.8101315 8485.02849 13.62234976443 3 1 1865 8491.39115 13.4093549 8494.30313 13.3122709 8497.75381 13.21751616443 3 1 1866 8504.11646 13.0436806 8509.16511 12.9064502 8510.47912 12.87949406443 3 1 1867 8516.84177 12.7498559 8520.02310 12.6853673 8520.31159 12.67955296443 3 1 1868 8527.68788 12.5804982 8531.45806 12.5303601 8532.39019 12.52491376443 3 1 1869 8539.19057 12.4859775 8542.60454 12.4668856 8545.99095 12.46578616443 3 1 1870 8546.32004 12.4657207 8552.79133 12.4994984 8557.31279 12.52363166443 3 1 1871 8559.59170 12.5546313 8566.39208 12.6478737 8568.30554 12.67434066443 3 1 1872 8576.59265 12.8576926 8579.29830 12.9178369 8583.39302 13.04198896443 3 1 1873 8590.29105 13.2517986 8596.47357 13.4871745 8601.28381 13.67081706443 3 1 1874 8612.27656 14.1673212 8623.26932 14.7309040 8641.63530 15.78853426443 3 1 1875 8642.51254 15.8429796 8659.54015 16.8981097 8673.64090 17.76990936443 3 1 1876 8685.20001 18.4828875 8687.48309 18.6233652 8697.12264 19.15910866443 3 1 1877 8702.49691 19.4569579 8707.80241 19.7104962 8717.86321 20.18964346443 3 1 1878 8719.74961 20.2610492 8732.60856 20.7454435 8732.98584 20.75568506443 3 1 1879 8740.44970 20.9571845 8745.74262 21.0993147 8753.53974 21.22541746443 3 1 1880 8758.70769 21.3080894 8766.75239 21.3523287 8770.63327 21.37308476443 3 1 1881 8777.58937 21.3515583 8778.81749 21.3475704 8791.74243 21.19484926443 3 1 1882 8793.16198 21.1641077 8804.66737 20.9131258 8807.89948 20.81410646443 3 1 1883 8817.59231 20.5159160 8820.67197 20.3978421 8830.51725 20.01916006443 3 1 1884 8838.44751 19.6562419 8849.20033 19.1628337 8857.00170 18.75325316443 3 1 1885 8875.19515 17.7962362 8877.58838 17.6649649 8901.16711 16.36993216443 3 1 1886 8922.65560 15.1892710 8936.21103 14.4954977 8941.37775 14.23132796443 3 1 1887 8954.03540 13.6343399 8960.09990 13.3486800 8965.83402 13.10459886443 3 1 1888 8977.63263 12.6031145 8978.82205 12.5526355 8986.48159 12.26415026443 3 1 1889 8995.33055 11.9314023 8997.54419 11.8483013 9003.57020 11.64882706443 3 1 1890 9011.50520 11.3866572 9013.41159 11.3237925 9019.44019 11.14921536443 3 1 1891 9024.73019 10.9963161 9029.27898 10.8650433 9030.02019 10.84658706443 3 1 1892 9035.31019 10.7151035 9040.60018 10.5838615 9045.14638 10.47128136443 3 1 1893 9045.89018 10.4557936 9051.18018 10.3458875 9056.47018 10.23622656443 3 1 1894 9061.01377 10.1422497 9061.76017 10.1297996 9067.05017 10.04180776443 3 1 1895 9072.34016 9.95406241 9076.88117 9.87895212 9077.63016 9.869687356443 3 1 1896 9081.59766 9.82077249 9085.70315 9.77030255 9089.87765 9.719136846443 3 1 1897 9092.74856 9.68405483 9094.05215 9.67393265 9098.22665 9.641672656443 3 1 1898 9102.40115 9.60956737 9106.57564 9.57761736 9107.96714 9.567001916443 3 1 1899 9108.61595 9.56206846 9112.14164 9.55235721 9116.31614 9.541015586443 3 1 1900 9120.49064 9.52983154 9124.48334 9.51928621 9124.66514 9.519652086443 3 1 1901 9128.83963 9.52821288 9133.01413 9.53693451 9136.55179 9.544462986443 3 1 1902 9137.18863 9.54858826 9141.36313 9.57579303 9145.53763 9.603162686443 3 1 1903 9148.62023 9.62349626 9149.71212 9.63576824 9153.88662 9.682854206443 3 1 1904 9158.06112 9.73010952 9160.68867 9.75997896 9163.62711 9.807795276443 3 1 1905 9169.19311 9.89867615 9172.75711 9.95707413 9175.13860 10.00825716443 3 1 1906 9179.88235 10.1104658 9184.62610 10.2129034 9184.82555 10.21722166443 3 1 1907 9190.95110 10.3818059 9196.89399 10.5418675 9197.27609 10.55414936443 3 1 1908 9203.60109 10.7578637 9208.96244 10.9308863 9209.92609 10.96685906443 3 1 1909 9216.25109 11.2033719 9221.03087 11.3824497 9224.54258 11.53066876443 3 1 1910 9230.44208 11.7800735 9233.09931 11.8925794 9238.30807 12.13525996443 3 1 1911 9245.16775 12.4553360 9246.17407 12.5062420 9256.93806 13.05157316443 3 1 1912 9259.96831 13.2053390 9268.53005 13.6739772 9281.84704 14.40388276443 3 1 1913 9315.45923 16.2486239 9334.92641 17.2354013 9335.09202 17.24378156443 3 1 1914 9353.59136 18.0625407 9353.89312 18.0736432 9370.13664 18.66922406443 3 1 1915 9370.25440 18.6735245 9384.56959 19.0873092 9385.67359 19.11905686443 3 1 1916 9396.78719 19.3495227 9403.15358 19.4806873 9406.64498 19.52277966443 3 1 1917 9421.17523 19.6956667 9422.47049 19.7108376 9434.55582 19.75850666443 3 1 1918 9441.29003 19.7838059 9449.27229 19.7596139 9462.06210 19.71856586443 3 1 1919 9465.13382 19.7082134 9475.39392 19.6153265 9491.37462 19.46800046443 3 1 1920 9497.36126 19.4118122 9508.89114 19.2628967 9528.97998 19.00034446443 3 1 1921 9548.82822 18.7384723 9560.25101 18.5866875 9576.29021 18.33960666443 3 1 1922 9608.12756 17.8478544 9636.79108 17.3130629 9642.68330 17.20353526443 3 1 1923 9660.70618 16.8095965 9676.12198 16.4739462 9682.05748 16.33143816443 3 1 1924 9699.36935 15.9174681 9715.69196 15.5288745 9730.84491 15.16991806443 3 1 1925 9744.71083 14.8432126 9757.82471 14.5360176 9758.19356 14.52841146443 3 1 1926 9770.33848 14.2796956 9780.71794 14.0686268 9781.91419 14.04793716443 3 1 1927 9794.49474 13.8323222 9803.37811 13.6815770 9806.76205 13.63627746443 3 1 1928 9817.24648 13.4975993 9826.03827 13.3825706 9827.06555 13.37281786443 3 1 1929 9836.88461 13.2809425 9846.21462 13.1949634 9848.09436 13.18385226443 3 1 1930 9862.08548 13.1033576 9866.39097 13.0792403 9875.66420 13.05939946443 3 1 1931 9889.24291 13.0319876 9893.29276 13.0242930 9906.74366 13.03243276443 3 1 1932 9926.78803 13.0896031 9944.75721 13.1401830 9953.83783 13.18016586443 3 1 1933 9974.18548 13.2662642 9988.80000 13.3253412 10006.4000 13.39284386443 3 1 1934 10024.0000 13.4560630 10032.8000 13.4855196 10041.6000 13.49968226443 3 1 1935 10059.1999 13.5239561 10076.7999 13.5446497 10103.1999 13.57033286443 3 1 1936 10120.7998 13.5600904 10156.4964 13.5358530 10227.8896 13.48551196443 3 1 1937 10263.5861 13.4623799 10335.9865 13.4193517 11085.9625 13.18140056443 3 1 1938 11642.8092 13.0074138 12313.8811 12.8306035 13207.3726 12.59838286443 3 1 1939 13488.1854 12.5383323 14670.9856 12.2885678 15516.5966 12.11194666443 3 1 1940 15845.7302 12.0566542 17115.3794 11.8456362 17725.0150 11.74533106443 3 1 1941 18357.2661 11.6591027 19827.1808 11.4606275 20969.9862 11.30842936443 3 1 1942 22335.1115 11.1629812 24123.5428 10.9754411 24636.4532 10.93199376443 3 1 1943 26796.8627 10.7516167 28942.5582 10.5745358 31261.5991 10.42700556443 3 1 1944 33295.0644 10.2990727 34002.9781 10.2549331 35710.9441 10.16744756443 3 1 1945 38302.1192 10.0361965 40228.0044 9.93968694 41371.1009 9.893921726443 3 1 1946 44372.9753 9.77509826 46930.5590 9.67529639 49287.8760 9.599587696443 3 1 1947 53610.0077 9.46272809 55133.3597 9.41502518 57905.5437 9.345358236443 3 1 1948 62107.1521 9.24101655 66613.6280 9.13017506 68026.6171 9.100755506443 3 1 1949 73991.9786 8.97804051 77664.8998 8.90303899 78234.9545 8.891398406443 3 1 1950 78306.2114 8.88994333 78341.8398 8.88921579 78359.6540 8.888852026443 3 1 1951 78364.1076 8.88876108 78368.5611 8.88867014 78373.0147 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