46-Pd-102 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 0 0 0 46102.0000 101.030200 2 0 0 14625 1451 1 0.0 0.0 0 0 0 64625 1451 2 1.00000000 30000000.0 1 0 10 74625 1451 3 1500.00000 0.0 1 0 319 1804625 1451 4 46-Pd-102 LANL,BNL EVAL-Mar05 P. G. Young, Mughabghab 4625 1451 5 DIST-DEC06 20111222 4625 1451 6 ----ENDF/B-VII.1 MATERIAL 4625 4625 1451 7 -----INCIDENT NEUTRON DATA 4625 1451 8 ------ENDF-6 FORMAT 4625 1451 9 4625 1451 10 ============================================================== 4625 1451 11 File produced by WPEC Subgroup 23 in 2004-2005 4625 1451 12 - WPEC: NEA Working Party on Evaluation Cooperation 4625 1451 13 - SG23: International library of fission product evaluations 4625 1451 14 4625 1451 15 4625 1451 16 File obtained by merging: &&4625 1451 17 - Resolved Resonances (MLBW) <820. eV : Ref.1 &&4625 1451 18 - Fast neutron region >820. eV : ENDF/B-VI &&4625 1451 19 &&4625 1451 20 &&4625 1451 21 Calculated thermal cross sections & resonance integrals: &&4625 1451 22 --------------------------------------------- &&4625 1451 23 Reaction Cross section Res. integral &&4625 1451 24 (barn) (barn) &&4625 1451 25 Total 7.7985E+00 - &&4625 1451 26 Elastic 5.9773E+00 - &&4625 1451 27 Capture 1.8213E+00 1.71E+01 &&4625 1451 28 --------------------------------------------- &&4625 1451 29 4625 1451 30 Reference: 4625 1451 31 1) S.F.Mughabghab: Atlas of Neutron Resonances, to be 4625 1451 32 published by Elsevier, 2006 (5-th edition of BNL-325) 4625 1451 33 ============================================================== 4625 1451 34 4625 1451 35 ENDF/B-VI MOD 1 Evaluation, January, 1996, P.G. Young (LANL) 4625 1451 36 4625 1451 37 GENERAL COMMENTS 4625 1451 38 4625 1451 39 This evaluation is based primarily on a theoretical analysis 4625 1451 40 between neutron energies of 1 keV and 30 MeV that is optimized 4625 1451 41 to the somewhat limited available experimental data. Below 1 4625 1451 42 keV, the calculations are matched to resonance parameter 4625 1451 43 evaluations, where possible, and are adjusted for consistency 4625 1451 44 with thermal cross sections and resonance integrals. The only 4625 1451 45 ENDF/B-VI data that are retained are the resonance parameter 4625 1451 46 evaluation for Pd105 and parts of the data at the very lowest 4625 1451 47 energies for some of the other isotopes. 4625 1451 48 The theoretical calculations utilize Hauser-Feshbach 4625 1451 49 statistical theory with corrections for width fluctuations, 4625 1451 50 preequilibrium and direct reaction processes. Coupled-channel 4625 1451 51 optical model calculations are used to obtain particle 4625 1451 52 transmission coefficients for the Hauser-Feshbach calculations 4625 1451 53 for the even isotopes, as well as for the elastic and direct 4625 1451 54 inelastic neutron cross sections and angular distributions. The 4625 1451 55 same potential without deformation is used for Pd105. 4625 1451 56 Cross sections and spectra for individual reactions are 4625 1451 57 included for exiting neutron, proton, deuteron, alpha, and 4625 1451 58 gamma-ray reactions that exceed a cross section of approximately 4625 1451 59 1 mb at any energy. Multiplicities, angular distributions, and 4625 1451 60 emission energy spectra are given for gamma rays, particles, and 4625 1451 61 recoil nuclei emitted in each reaction, utilizing File 6 of the 4625 1451 62 ENDF/B-6 format [Ro91]. Energy-angle-correlated spectra are 4625 1451 63 given for all outgoing particles and photons, and residual 4625 1451 64 nuclei energy distributions are included. 4625 1451 65 4625 1451 66 THEORY 4625 1451 67 4625 1451 68 HAUSER-FESHBACH STATISTICAL THEORY CALCULATIONS. The GNASH 4625 1451 69 code [Yo92] was used for all Hauser-Feshbach statistical theory 4625 1451 70 calculations. Preequilibrium corrections were performed in the 4625 1451 71 course of the GNASH calculations using the exciton model of 4625 1451 72 Kalbach [Ka77,Ka85]. Discrete level data from nuclear data 4625 1451 73 sheets were matched to continuum level densities using the 4625 1451 74 formulation of Gilbert and Cameron [Gi65] and pairing and shell 4625 1451 75 parameters from the Cook [Co67] analysis. Neutron and charged- 4625 1451 76 particle transmission coefficients were obtained from the 4625 1451 77 optical potentials, as discussed below. Gamma-ray transmission 4625 1451 78 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 4625 1451 79 Calculations were performed for all significant reactions 4625 1451 80 producing neutrons, protons, deuterons, alpha particles, and 4625 1451 81 gamma rays for incident neutrons between 1.0E-11 and 30 MeV. At 4625 1451 82 the highest energies, approximately 13 compound nuclei were 4625 1451 83 included, leading to ~71 reaction paths. 4625 1451 84 The angular distribution systematics by Kalbach [Ka88] were 4625 1451 85 used to describe the angular distributions for all continuum 4625 1451 86 particles. 4625 1451 87 4625 1451 88 OPTICAL MODEL POTENTIALS. For incident and exiting neutrons, 4625 1451 89 a phenomenological optical model potential by Arthur and Young 4625 1451 90 [Ar80], based on an analysis of n + Fe and p + Fe reactions, was 4625 1451 91 utilized for all isotope. This potential was developed by 4625 1451 92 analyzing proton reaction cross section data and neutron total, 4625 1451 93 scattering, and reaction data in the Fe region. Other 4625 1451 94 potentials [e.g., Ya86, Ch89] were investigated but the Arthur 4625 1451 95 potential was found to give the best results. The Arthur 4625 1451 96 potential was used (with Wd reduced by 20%) in a 2-phonon 4625 1451 97 vibrational model calculation with the ECIS coupled-channel code 4625 1451 98 [Ra72]. The 0+ ground state, the 2+ first excited state, the 4625 1451 99 0+,2+,4+ cluster of 2-phonon states, and the lowest 3- octupole 4625 1451 100 state (near Ex = 2 MeV) were included in the coupled-channel 4625 1451 101 calculations for all the even isotopes. 4625 1451 102 For Pd105, spherical optical model calculations were used 4625 1451 103 with the Arthur potential to obtain transmission coefficients, 4625 1451 104 and corrections for direct reactions were made as described 4625 1451 105 below. The spherical optical model calculations for Pd105, as 4625 1451 106 well as for the charged particle reactions, were performed with 4625 1451 107 the SCAT2 optical model code [Be92]. The Beccetti-Greenlees 4625 1451 108 potential [Be71] was used for protons, the Perey and Perey 4625 1451 109 [Pe63] potential was utilized for deuterons, and the potential 4625 1451 110 of MacFadden [Mc66] was used for alpha particles. 4625 1451 111 4625 1451 112 DIRECT REACTIONS: Energy-dependent cross sections of 4625 1451 113 inelastic neutrons from Pd(n,n') direct reactions were obtained 4625 1451 114 for the even isotopes directly from the ECIS 2-phonon 4625 1451 115 vibrational model calculations. Deformation parameters were 4625 1451 116 obtained from the Nuclear Data Sheets, adjusted on the basis of 4625 1451 117 fitting 13-MeV proton (n,n) and (n,n') data on Pd108 [Ro66] with 4625 1451 118 the Arthur potential. For the odd isotope, the coupled-channel 4625 1451 119 calculation of the lowest 2+ level in Pd106 was simply 4625 1451 120 distributed among the lowest four excited states of Pd105. 4625 1451 121 4625 1451 122 EVALUATED DATA 4625 1451 123 4625 1451 124 CALCULATIONAL RESULTS. The MF=3 cross sections and MF=6 4625 1451 125 energy/angle distributions that are based completely on 4625 1451 126 calculations are: 4625 1451 127 4625 1451 128 MT = 16: (n,2n) Reaction 4625 1451 129 MT = 17: (n,3n) Reaction 4625 1451 130 MT = 22: (n,nalpha) Reaction 4625 1451 131 MT = 24: (n,2nalpha) Reaction 4625 1451 132 MT = 28: (n,np) Reaction 4625 1451 133 MT = 32: (n,nd) Reaction 4625 1451 134 MT = 41: (n,2np) Reaction 4625 1451 135 MT = 44: (n,n2p) Reaction 4625 1451 136 MT = 51-75: (n,n') Discrete Level Reactions 4625 1451 137 MT = 91: (n,n') Continuum Reaction 4625 1451 138 MT = 103: (n,p) Reaction 4625 1451 139 MT = 104: (n,d) Reaction 4625 1451 140 MT = 107: (n,alpha) Reaction 4625 1451 141 MT = 111: (n,2p) Reaction 4625 1451 142 MT = 600-619: (n,p) Discrete Level Reactions 4625 1451 143 MT = 649: (n,p) Continuum Reaction 4625 1451 144 MT = 650-669: (n,d) Discrete Level Reactions 4625 1451 145 MT = 699: (n,d) Continuum Reaction 4625 1451 146 MT = 800-824: (n,alpha) Discrete Level Reactions 4625 1451 147 MT = 849: (n,alpha) Continuum Reaction 4625 1451 148 4625 1451 149 Additionally, (n,gamma) cross sections (multiplicities) 4625 1451 150 included in MF=12 and energy distributions in MF=15 are taken 4625 1451 151 from the GNASH calculations. In addition to the usual Hauser- 4625 1451 152 Feshbach cross section component obtained using the Kopecky-Uhl 4625 1451 153 gamma-ray strength function, a semidirect component is included 4625 1451 154 in GNASH that enhances the cross section and hardens the 4625 1451 155 spectrum near En = 12-14 MeV. 4625 1451 156 Discrete (n,n') cross sections and angular distributions were 4625 1451 157 calculated using a combination of the GNASH and COMNUC [Du70] 4625 1451 158 codes for compound nucleus reactions and using ECIS for direct 4625 1451 159 reactions. Preequilibrium components were included in the 4625 1451 160 (n,n') reactions at higher energies to estimate direct effects 4625 1451 161 (in an average manner) for discrete states not included in the 4625 1451 162 ECIS calculations. Cross sections for a total of 24 excited 4625 1451 163 states are included for all the Pd isotopes except Pd102, for 4625 1451 164 which 19 states are included. The elastic angular distributions 4625 1451 165 are included in in MF =4; the (n,n') angular distributions and 4625 1451 166 (n,n'gamma) multiplicities are included in MF=6. 4625 1451 167 Cross sections (MF=3) for approximately 20 discrete states 4625 1451 168 are usually included for charged-particle reactions, although in 4625 1451 169 some cases the structure of the residual nuclei is not known 4625 1451 170 well enough for that many states. Again, multiplicities for 4625 1451 171 (n,x gamma) reactions are included in MF=6. 4625 1451 172 Kalbach systematics (Ka88) are used to specify all continuum 4625 1451 173 particle angular distributions in MF=6. All continuum photon 4625 1451 174 angular distributions are assumed isotropic. Residual nucleus 4625 1451 175 recoil energy spectra are included in MF=6 for all reactions. 4625 1451 176 4625 1451 177 USE OF EXPERIMENTAL DATA. The available experimental data for 4625 1451 178 Pd and Pd isotopes is somewhat limited. Data that were useful 4625 1451 179 for the evaluation are measurements of the neutron total cross 4625 1451 180 section for natural Pd; measurements of (n,gamma) cross sections 4625 1451 181 for Pd104, Pd105, Pd106, Pd108, and Pd110, generally from a few 4625 1451 182 keV to several hundred keV or higher; recent [Me95] measurments 4625 1451 183 of (n,n'gamma) cross sections up to about 3 MeV for Pd104, 4625 1451 184 Pd105, Pd106, Pd108, and Pd110; and a few isolated measurements 4625 1451 185 near 14 MeV of (n,2n) or (n,x) reactions leading to radioactive 4625 1451 186 products. 4625 1451 187 The only adjustments made to the calculated cross sections on 4625 1451 188 the basis of the experimental data were as follows: 4625 1451 189 1. The total cross sections calculated for the individual 4625 1451 190 isotopes with the optical model were multiplied by correction 4625 1451 191 factors required to bring the combined natural element cross 4625 1451 192 section into agreement with the experimental data. The 4625 1451 193 correction factors were below 3.6% at neutron energies above 1 4625 1451 194 MeV but were as large as 20% below 1 MeV. 4625 1451 195 2. The (n,n') cross sections to the first excited states of 4625 1451 196 Pd108 and Pd110 were decreased by about 15% near En = 1 MeV. 4625 1451 197 Additionally, corrections were made to the structure data for 4625 1451 198 one level in both Pd105 and Pd108. 4625 1451 199 3. The radiative capture cross sections were used to fine 4625 1451 200 tune the normalization of the gamma-ray strength function 4625 1451 201 calculations. The final normalization that was determined was 4625 1451 202 near the middle of the range of adjustment that we have 4625 1451 203 established from systematics. 4625 1451 204 4625 1451 205 ---------------------------------------------------------------- 4625 1451 206 4625 1451 207 MISCELLANEOUS FILE INFORMATION 4625 1451 208 4625 1451 209 MF=2 MT=151 Scattering radius only. 4625 1451 210 4625 1451 211 --------------------------------------------------------------- 4625 1451 212 4625 1451 213 REFERENCES 4625 1451 214 4625 1451 215 [Ar80] E.D.Arthur and P.G. Young, "Evaluation of Neutron 4625 1451 216 Cross Sections to 40 MeV for 54,56Fe," Proc. Symp. Neutron 4625 1451 217 Cross Sections from 10 to 50 MeV, BNL, 12-14 May 1980, report 4625 1451 218 BNL-NCS-51245, Vol. 2 (1980) p.731. 4625 1451 219 [Be92] O.Bersillon, "SCAT2 - A Spherical Optical Model Code," 4625 1451 220 Proc. ICTP Workshop on Computation and Analysis of Nuclear 4625 1451 221 Data Relevant to Nuclear Energy and Safety, 10 February - 13 4625 1451 222 March, 1992, Trieste, Italy, to be published in World 4625 1451 223 Scientific Press; se also Progress Report of the Nuclear 4625 1451 224 Physics Division, Bruyeres-le-Chatel 1977, CEA-N-2037, p.111 4625 1451 225 (1978). 4625 1451 226 [Be71] F.D.Becchetti, Jr., and G.W.Greenlees, Polarization 4625 1451 227 Phenomena in Nuclear Reactions, Proc. Int. Symp., Madison, 4625 1451 228 1970, H.H.Barschall and W.Haeberli, Eds., (The University of 4625 1451 229 Wisconsin Press, 1971) p.682. 4625 1451 230 [Ch89] S. Chiba, P.T. Guenther, and A.B. Smith, "Some Remarks 4625 1451 231 on the Neutron Elastic and Inelastic Scattering Cross Sections 4625 1451 232 of Palladium," Argonne National Laboratory report ANL/NDM-112 4625 1451 233 (1989). 4625 1451 234 [Co67] J.L.Cook, H.Ferguson, and A.R.Musgrove, "Nuclear Level 4625 1451 235 Densities in Intermediate and Heavy Nuclei," Aust.J.Phys. 20, 4625 1451 236 477 (1967). 4625 1451 237 [Du70] C.L. Dunford, "A Unified Model for Analysis of Compound 4625 1451 238 Nucleus Reactions," Atomics International report AI-AEC-12931 4625 1451 239 (1970). 4625 1451 240 [Gi65] A. Gilbert and A.G.W. Cameron, "A Composite Nuclear- 4625 1451 241 Level Density Formula with Shell Corrections," Can.J.Phys. 43, 4625 1451 242 1446 (1965). 4625 1451 243 [Ka77] C. Kalbach, "The Griffin Model, Complex Particles and 4625 1451 244 Direct Nuclear Reactions," Z.Phys. A 283, 401 (1977). 4625 1451 245 [Ka85] C. Kalbach, "PRECO-D2: Program for Calculating Pre- 4625 1451 246 equilibrium and Direct Reaction Double Differential Cross 4625 1451 247 Sections," Los Alamos National Laboratory report LA-10248-MS 4625 1451 248 (1985). 4625 1451 249 [Ka88] C. Kalbach, "Systematics of Continuum Angular 4625 1451 250 Distributions: Extensions to Higher Energies," Phys.Rev. C 37, 4625 1451 251 2350 (1988); see also C. Kalbach and F.M. Mann, "Phenomenology 4625 1451 252 of Continuum Angular Distributions. I. Systematics and 4625 1451 253 Parameterization," Phys.Rev. C 23, 112 (1981). 4625 1451 254 [Ko90] J.Kopecky and M.Uhl, "Test of Gamma-Ray Strength 4625 1451 255 Functions in Nuclear Reaction Model Calculations," Phys.Rev. C 4625 1451 256 41, 1941 (1990). 4625 1451 257 [Mc66] L. McFadden and G.R. Satchler, Nucl.Phys. 84, 177 (1966).4625 1451 258 [Me95] A. Meister, G. Rollin, W. Schubert, and E. Wattecamps, 4625 1451 259 "Cross Sections of the (n,n'gamma) Reaction for Low-Lying 4625 1451 260 Levels of Palladium Isotopes," Joint Annual Progress Report on 4625 1451 261 Nuclear Data 1994, Geel, Belgium, NEA/NSC/DOC(95)11 (1995) 4625 1451 262 p.35. 4625 1451 263 [Pe63a] F.G. Perey, Phys.Rev. 131, 745 (1963). 4625 1451 264 [Pe63b] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963). 4625 1451 265 [Pe72] F.G. Perey, et al., Oak Ridge National Laboratory report 4625 1451 266 ORNL-4823 (1972). 4625 1451 267 [Ra72] J. Raynal, "Optical Model and Coupled-Channel 4625 1451 268 Calculations in Nuclear Physics," IAEA report IAEA SMR-9/8 4625 1451 269 (1972) p.281. 4625 1451 270 [Ro66] R.L. Robinson, J.L.C. Ford, Jr., P.H. Stelson, and G.R. 4625 1451 271 Satchler, Phys.Rev. 146, 816 (1966). 4625 1451 272 [Ro91] P. Rose, "ENDF-102: Data Formats and Procedures for the 4625 1451 273 Evaluated Nuclear Data File, ENDF-6," Brookhaven National 4625 1451 274 Laboratory informal report BNL-NCS-44945 [ENDF-102, Rev.10/91] 4625 1451 275 (1991). 4625 1451 276 [Ya88] N. Yamamuro, "Nuclear Cross Section Calculations with a 4625 1451 277 Simplified-Input Version of the ELIESE-GNASH Joint Program," 4625 1451 278 Proc. Conf. on Nuclear Data for Science & Technology, May 30 - 4625 1451 279 June 3, 1988, Mito (Japan Saikon Publishing Co., Ltd., Tokyo, 4625 1451 280 1988) p. 489. 4625 1451 281 [Yo92] P.G.Young, E.D.Arthur, and M.B.Chadwick, "Comprehensive 4625 1451 282 Nuclear Model Calculations: Introduction to the Theory and Use 4625 1451 283 of the GNASH Code," Los Alamos National Laboratory report 4625 1451 284 LA-12343-MS (1992). 4625 1451 285 4625 1451 286 ************************ C O N T E N T S *********************** 4625 1451 287 ***************** Program LINEAR (VERSION 2012-1) ***************4625 1451 288 For All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 289 Data Linearized to Within an Accuracy of .010000000 per-cent 4625 1451 290 ***************** Program RECENT (VERSION 2012-1) ***************4625 1451 291 For All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 292 Data Linearized Using Energy Dependent Uncertainty 4625 1451 293 Energy Accuracy 4625 1451 294 (eV) (per-cent) 4625 1451 295 ----------- ----------- 4625 1451 296 1.00000000 .010000000 4625 1451 297 2.00000000 .100000000 4625 1451 298 ***************** Program SIGMA1 (VERSION 2012-1) ***************4625 1451 299 Data Doppler Broadened to 1500.00000 Kelvin 4625 1451 300 For All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 301 Data Linearized Using Energy Dependent Uncertainty 4625 1451 302 Energy Accuracy 4625 1451 303 (eV) (per-cent) 4625 1451 304 ----------- ----------- 4625 1451 305 1.00000000 .010000000 4625 1451 306 2.00000000 .100000000 4625 1451 307 ***************** Program FIXUP (Version 2012-1) ****************4625 1451 308 Corrected ZA/AWR in All Sections-----------------------------Yes 4625 1451 309 Corrected Thresholds-----------------------------------------No 4625 1451 310 Extended Cross Sections to 20 MeV----------------------------No 4625 1451 311 Allow Cross Section Deletion---------------------------------No 4625 1451 312 Allow Cross Section Reconstruction---------------------------Yes 4625 1451 313 Make All Cross Sections Non-Negative-------------------------Yes 4625 1451 314 Delete Energies Not in Ascending Order-----------------------Yes 4625 1451 315 Deleted Duplicate Points-------------------------------------Yes 4625 1451 316 Check for Ascending MAT/MF/MT Order--------------------------Yes 4625 1451 317 Check for Legal MF/MT Numbers--------------------------------Yes 4625 1451 318 Allow Creation of Missing Sections---------------------------Yes 4625 1451 319 Allow Insertion of Energy Points-----------------------------No 4625 1451 320 Uniform Energy Grid for ALL MT-------------------------------No 4625 1451 321 Delete Section if Cross Section =0 at All Energies-----------Yes 4625 1451 322 **************** Program DICTIN (VERSION 2012-1) ****************4625 1451 323 1 451 503 14625 1451 324 2 151 9 14625 1451 325 3 1 892 14625 1451 326 3 2 321 14625 1451 327 3 3 595 14625 1451 328 3 4 34 04625 1451 329 3 16 12 04625 1451 330 3 17 8 04625 1451 331 3 22 12 04625 1451 332 3 24 7 04625 1451 333 3 28 11 04625 1451 334 3 32 6 04625 1451 335 3 41 6 04625 1451 336 3 44 7 04625 1451 337 3 51 25 04625 1451 338 3 52 23 04625 1451 339 3 53 24 04625 1451 340 3 54 24 04625 1451 341 3 55 23 04625 1451 342 3 56 23 04625 1451 343 3 57 21 04625 1451 344 3 58 23 04625 1451 345 3 59 22 04625 1451 346 3 60 17 04625 1451 347 3 61 22 04625 1451 348 3 62 22 04625 1451 349 3 63 22 04625 1451 350 3 64 22 04625 1451 351 3 65 21 04625 1451 352 3 66 20 04625 1451 353 3 67 19 04625 1451 354 3 68 20 04625 1451 355 3 69 19 04625 1451 356 3 91 19 04625 1451 357 3 102 521 14625 1451 358 3 103 18 04625 1451 359 3 104 15 04625 1451 360 3 107 87 04625 1451 361 3 111 11 04625 1451 362 3 600 16 04625 1451 363 3 601 16 04625 1451 364 3 602 16 04625 1451 365 3 603 16 04625 1451 366 3 604 16 04625 1451 367 3 605 15 04625 1451 368 3 649 15 04625 1451 369 3 650 14 04625 1451 370 3 651 14 04625 1451 371 3 652 14 04625 1451 372 3 653 14 04625 1451 373 3 654 11 04625 1451 374 3 655 12 04625 1451 375 3 656 12 04625 1451 376 3 657 12 04625 1451 377 3 658 12 04625 1451 378 3 659 10 04625 1451 379 3 660 10 04625 1451 380 3 661 10 04625 1451 381 3 662 10 04625 1451 382 3 663 10 04625 1451 383 3 664 10 04625 1451 384 3 665 10 04625 1451 385 3 666 9 04625 1451 386 3 667 9 04625 1451 387 3 668 9 04625 1451 388 3 669 9 04625 1451 389 3 699 9 04625 1451 390 3 800 80 04625 1451 391 3 801 80 04625 1451 392 3 802 80 04625 1451 393 3 803 80 04625 1451 394 3 804 80 04625 1451 395 3 805 80 04625 1451 396 3 806 80 04625 1451 397 3 807 80 04625 1451 398 3 808 80 04625 1451 399 3 809 80 04625 1451 400 3 810 79 04625 1451 401 3 811 79 04625 1451 402 3 812 79 04625 1451 403 3 813 79 04625 1451 404 3 814 79 04625 1451 405 3 815 79 04625 1451 406 3 816 79 04625 1451 407 3 817 79 04625 1451 408 3 818 80 04625 1451 409 3 819 80 04625 1451 410 3 820 80 04625 1451 411 3 821 80 04625 1451 412 3 822 80 04625 1451 413 3 823 80 04625 1451 414 3 824 80 04625 1451 415 3 849 80 04625 1451 416 4 2 1018 04625 1451 417 6 16 577 04625 1451 418 6 17 202 04625 1451 419 6 22 1262 04625 1451 420 6 24 332 04625 1451 421 6 28 986 04625 1451 422 6 32 272 04625 1451 423 6 41 264 04625 1451 424 6 44 348 04625 1451 425 6 51 128 04625 1451 426 6 52 113 04625 1451 427 6 53 110 04625 1451 428 6 54 107 04625 1451 429 6 55 65 04625 1451 430 6 56 65 04625 1451 431 6 57 67 04625 1451 432 6 58 62 04625 1451 433 6 59 62 04625 1451 434 6 60 101 04625 1451 435 6 61 64 04625 1451 436 6 62 59 04625 1451 437 6 63 65 04625 1451 438 6 64 61 04625 1451 439 6 65 59 04625 1451 440 6 66 56 04625 1451 441 6 67 58 04625 1451 442 6 68 66 04625 1451 443 6 69 56 04625 1451 444 6 91 1614 04625 1451 445 6 111 584 04625 1451 446 6 600 13 04625 1451 447 6 601 22 04625 1451 448 6 602 22 04625 1451 449 6 603 22 04625 1451 450 6 604 22 04625 1451 451 6 605 24 04625 1451 452 6 649 1475 04625 1451 453 6 650 13 04625 1451 454 6 651 22 04625 1451 455 6 652 22 04625 1451 456 6 653 22 04625 1451 457 6 654 22 04625 1451 458 6 655 24 04625 1451 459 6 656 24 04625 1451 460 6 657 22 04625 1451 461 6 658 22 04625 1451 462 6 659 26 04625 1451 463 6 660 22 04625 1451 464 6 661 28 04625 1451 465 6 662 24 04625 1451 466 6 663 30 04625 1451 467 6 664 30 04625 1451 468 6 665 22 04625 1451 469 6 666 24 04625 1451 470 6 667 34 04625 1451 471 6 668 44 04625 1451 472 6 669 30 04625 1451 473 6 699 573 04625 1451 474 6 800 13 04625 1451 475 6 801 22 04625 1451 476 6 802 22 04625 1451 477 6 803 22 04625 1451 478 6 804 22 04625 1451 479 6 805 22 04625 1451 480 6 806 24 04625 1451 481 6 807 26 04625 1451 482 6 808 30 04625 1451 483 6 809 24 04625 1451 484 6 810 22 04625 1451 485 6 811 22 04625 1451 486 6 812 32 04625 1451 487 6 813 32 04625 1451 488 6 814 24 04625 1451 489 6 815 28 04625 1451 490 6 816 30 04625 1451 491 6 817 36 04625 1451 492 6 818 26 04625 1451 493 6 819 34 04625 1451 494 6 820 26 04625 1451 495 6 821 28 04625 1451 496 6 822 34 04625 1451 497 6 823 32 04625 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.7472541034625 3 3 1869 .154272938 .735413746 .159244213 .723760229 .164376418 .7122874064625 3 3 1870 .169673268 .700995708 .175141585 .689879196 .180785330 .6789382664625 3 3 1871 .184648780 .671796021 .186611773 .668167097 .192625132 .6575659544625 3 3 1872 .198833155 .647129020 .205240335 .636856384 .211854926 .6267422914625 3 3 1873 .218681718 .616786803 .225729505 .606984443 .233003391 .5973354634625 3 3 1874 .240512744 .587834786 .248263003 .578482848 .256264151 .5692748324625 3 3 1875 .264521982 .560211173 .267899387 .556675747 .273047133 .5512871554625 3 3 1876 .281845776 .542503117 .290929247 .533854405 .300304123 .5253412944625 3 3 1877 .309982479 .516959252 .319971324 .508708541 .330283524 .5005847854625 3 3 1878 .340926548 .492588289 .351914105 .484714898 .363254150 .4769650194625 3 3 1879 .374961292 .469334698 .387044008 .461824268 .399517862 .4544296214625 3 3 1880 .412391886 .447150620 .422989919 .441435065 .425682664 .4399828594625 3 3 1881 .439399820 .432926093 .453561024 .425976355 .468176530 .4191339714625 3 3 1882 .483265165 .412395583 .498837853 .405761698 .514914657 .3992289774625 3 3 1883 .531507216 .392797721 .548636905 .386464536 .566316126 .3802296254625 3 3 1884 .584567654 .374089665 .603404704 .368044842 .622851543 .3620919334625 3 3 1885 .642922249 .356231122 .663642679 .350459284 .685027835 .3447766074625 3 3 1886 .707105266 .339180098 .729890955 .333670047 .753414258 .3282437884625 3 3 1887 .766267557 .325415660 .777692204 .322901882 .802756070 .3176416734625 3 3 1888 .828624002 .312462872 .855329324 .307361720 .882891371 .3023376054625 3 3 1889 .911345650 .297387876 .940712762 .292513223 .971030538 .2877115314625 3 3 1890 1.00232093 .282983228 1.03517086 .278249190 1.07209539 .2731878924625 3 3 1891 1.11811459 .267233497 1.17427736 .260442491 1.23332170 .2537965184625 3 3 1892 1.30440829 .246386731 1.38925581 .238286322 1.47969498 .2304310674625 3 3 1893 1.59817806 .221165054 1.73832482 .211400303 1.90409889 .2012395324625 3 3 1894 2.04225972 .193866626 2.10029143 .190769786 2.31669906 .1807720764625 3 3 1895 2.53750485 .171960189 2.77949213 .163427915 3.04440697 .1552481094625 3 3 1896 3.33473460 .147399355 3.65256989 .139878243 4.00089453 .1326624364625 3 3 1897 4.38222187 .125742516 4.80012924 .119101204 5.22106015 .1132702794625 3 3 1898 5.67890317 .107590275 6.17689515 .102128214 6.71855685 .0968727394625 3 3 1899 7.30771771 .091812775 7.56801256 .089849091 8.00422008 .0865583084625 3 3 1900 8.70612279 .081901578 9.46957644 .077428365 10.2999786 .0731312644625 3 3 1901 11.2031999 .069019601 12.2715849 .064755406 12.8879853 .0625980364625 3 3 1902 13.3476995 .060989060 14.4164851 .057679128 15.3549839 .0550823424625 3 3 1903 15.4625408 .054784737 16.0140894 .053422149 16.7014867 .0517239514625 3 3 1904 18.1660665 .048550863 19.2131280 .046547709 19.4841907 .0460291344625 3 3 1905 20.8979576 .043611274 22.5713122 .041078205 24.2090796 .0388941094625 3 3 1906 24.3798529 .038692723 25.9656830 .036822625 26.8918786 .0358579714625 3 3 1907 27.8497450 .034860332 29.6627357 .033183036 30.0812236 .0328381274625 3 3 1908 31.5922002 .031592810 34.1235453 .029774694 36.3431709 .0283923244625 3 3 1909 37.3758782 .027827165 38.7090753 .027097560 41.2269747 .0258924064625 3 3 1910 42.9966233 .025162413 43.9108098 .024785304 46.7670651 .0237746024625 3 3 1911 49.8115545 .022863617 52.6826089 .022138171 55.7191459 .0214957924625 3 3 1912 58.9307039 .020941073 62.7639544 .020431716 66.3815633 .0200883584625 3 3 1913 70.2076851 .019857633 74.7781357 .019742132 75.3709666 .0197401804625 3 3 1914 79.7882349 .019823712 83.8001011 .020035922 87.3971812 .0203428324625 3 3 1915 91.1486643 .020783882 94.3953042 .021277540 97.7623834 .0218799934625 3 3 1916 101.244598 .022651398 104.855992 .023603037 107.835521 .0245240234625 3 3 1917 111.676533 .025916307 114.849871 .027266954 117.291788 .0284551284625 3 3 1918 119.779748 .029806197 122.326484 .031363074 124.921238 .0331507064625 3 3 1919 127.577291 .035229012 129.377176 .036797935 131.202456 .0385580184625 3 3 1920 133.053486 .040507357 134.930631 .042696149 136.834260 .0451584904625 3 3 1921 138.764745 .047941551 140.722465 .051103590 142.207994 .0537622214625 3 3 1922 143.707430 .056696007 145.228019 .059982372 146.762911 .0636701134625 3 3 1923 148.312206 .067793799 149.876004 .072426061 151.461864 .0777049554625 3 3 1924 152.526563 .081592457 153.598719 .085866679 154.678438 .0905691934625 3 3 1925 155.765720 .095748738 156.860672 .101473248 157.963294 .1078230414625 3 3 1926 159.073694 .114894685 160.191872 .122803566 161.317937 .1316902414625 3 3 1927 162.168403 .139104963 163.018868 .147207963 163.881331 .1562188294625 3 3 1928 164.743795 .166135847 165.610314 .177139258 166.484945 .1894522334625 3 3 1929 167.359577 .203149580 168.242434 .218621724 168.833748 .2300515214625 3 3 1930 169.425062 .242444462 170.016376 .255909985 170.616033 .2707902684625 3 3 1931 171.215689 .287050555 171.815345 .304864079 172.415001 .3244514014625 3 3 1932 173.023118 .346392272 173.631234 .370722702 174.239350 .3977961414625 3 3 1933 174.695437 .420155901 175.155814 .444750142 175.618336 .4717615774625 3 3 1934 176.080858 .501378889 176.543380 .533950444 177.005902 .5698850924625 3 3 1935 177.470599 .609862281 177.939646 .654741430 178.408693 .7048818774625 3 3 1936 178.721391 .741649076 179.034089 .781429110 179.346787 .8245575304625 3 3 1937 179.659485 .871416179 179.954595 .919456066 180.232116 .9684068584625 3 3 1938 180.509637 1.02144384 180.787157 1.07905476 181.064678 1.141802534625 3 3 1939 181.342199 1.21033137 181.619720 1.28537964 181.897240 1.367797414625 3 3 1940 182.147481 1.44924858 182.370442 1.52822429 182.593403 1.613948524625 3 3 1941 182.816364 1.70721590 183.039325 1.80894756 183.262286 1.920214674625 3 3 1942 183.485247 2.04226671 183.708208 2.17656696 183.900161 2.303309134625 3 3 1943 184.141579 2.47940786 184.302524 2.60851515 184.463469 2.748203414625 3 3 1944 184.624415 2.89968451 184.785360 3.06434910 184.946305 3.243806564625 3 3 1945 185.107250 3.43992387 185.249000 3.62817309 185.390750 3.832756924625 3 3 1946 185.532500 4.05567275 185.674250 4.29924164 185.816000 4.566175364625 3 3 1947 185.957750 4.85966125 186.099500 5.18347069 186.241250 5.542099744625 3 3 1948 186.347563 5.83713444 186.453875 6.15746268 186.560188 6.506223844625 3 3 1949 186.666500 6.88708205 186.772813 7.30437906 186.879125 7.763272564625 3 3 1950 186.985438 8.26999286 187.091750 8.83211635 187.186250 9.385831714625 3 3 1951 187.280750 9.99885333 187.375250 10.6812867 187.446125 11.24618224625 3 3 1952 187.517000 11.8637812 187.587875 12.5420289 187.658750 13.29056634625 3 3 1953 187.729625 14.1211518 187.800500 15.0481807 187.865765 16.00227554625 3 3 1954 187.919807 16.8773899 187.973849 17.8416059 188.027891 18.90816624625 3 3 1955 188.081933 20.0925285 188.135975 21.4126967 188.190018 22.88961124625 3 3 1956 188.244060 24.5474253 188.298102 26.4140760 188.334130 27.79016774625 3 3 1957 188.370158 29.2838177 188.406186 30.9065759 188.452550 33.20522664625 3 3 1958 188.495075 35.5449317 188.537600 38.1316103 188.580125 40.99237704625 3 3 1959 188.622650 44.1566352 188.665175 47.6561045 188.707700 51.52481244625 3 3 1960 188.750225 55.7990454 188.792750 60.5172499 188.835275 65.71987884625 3 3 1961 188.877800 71.4491765 188.913238 76.6575118 188.948675 82.28774904625 3 3 1962 188.984113 88.3665414 189.019550 94.9200680 189.054988 101.9751834625 3 3 1963 189.090425 109.557679 189.125863 117.693602 189.161300 126.4072284625 3 3 1964 189.196738 135.722567 189.232175 145.661042 189.274700 158.4382644625 3 3 1965 189.312500 170.597884 189.350300 183.530461 189.388100 197.2489464625 3 3 1966 189.444800 219.316517 189.501500 243.173220 189.558200 268.7912294625 3 3 1967 189.614900 296.107149 189.671600 325.018684 189.756650 371.0515444625 3 3 1968 189.855875 427.969957 190.093070 569.033323 190.200800 629.7999174625 3 3 1969 190.295300 678.171134 190.374680 713.732784 190.442720 739.6558984625 3 3 1970 190.510760 760.739920 190.578800 776.489222 190.646840 786.5273234625 3 3 1971 190.709210 790.502587 190.730000 790.698872 190.789535 788.1334044625 3 3 1972 190.852850 780.375938 190.919000 766.913531 190.987040 747.6784214625 3 3 1973 191.055080 723.434924 191.130680 691.312863 191.213840 650.7111424625 3 3 1974 191.304560 601.613705 191.417960 535.799519 191.614520 419.1491354625 3 3 1975 191.693900 373.885122 191.778950 327.855569 191.835650 298.9164924625 3 3 1976 191.897075 269.344552 191.946688 246.897195 191.996300 225.7832934625 3 3 1977 192.045913 206.024463 192.095525 187.625132 192.128600 176.1079984625 3 3 1978 192.171125 162.167247 192.213650 149.180923 192.256175 137.1207774625 3 3 1979 192.298700 125.953552 192.341225 115.641953 192.383750 106.1455664625 3 3 1980 192.426275 97.4217078 192.468800 89.4262144 192.511325 82.11414744625 3 3 1981 192.553850 75.4404230 192.596375 69.3603603 192.638900 63.83015034625 3 3 1982 192.681425 58.8072473 192.723950 54.2506877 192.766475 50.12133894625 3 3 1983 192.809000 46.3820861 192.851525 42.9979608 192.894050 39.93621954625 3 3 1984 192.939529 36.9840757 192.973785 34.9599292 193.008041 33.09199024625 3 3 1985 193.042297 31.3675421 193.076554 29.7747085 193.127938 27.60860024625 3 3 1986 193.179322 25.6805722 193.230707 23.9607952 193.282091 22.42307224625 3 3 1987 193.333475 21.0443217 193.384860 19.8043770 193.436244 18.68574004625 3 3 1988 193.491172 17.6068700 193.553188 16.5144293 193.615204 15.53650914625 3 3 1989 193.677219 14.6567197 193.739235 13.8613124 193.801250 13.13883684625 3 3 1990 193.863266 12.4796625 193.925282 11.8757449 194.007969 11.14493224625 3 3 1991 194.090657 10.4872078 194.185157 9.81151604 194.238313 9.462464574625 3 3 1992 194.344625 8.82245030 194.450938 8.24975890 194.557250 7.734458934625 3 3 1993 194.663563 7.26853979 194.769875 6.84547849 194.876188 6.459865754625 3 3 1994 194.982500 6.10719201 195.112438 5.71535377 195.242375 5.361215404625 3 3 1995 195.372313 5.03992149 195.502250 4.74741148 195.632188 4.480245254625 3 3 1996 195.762125 4.23550311 195.892063 4.01067743 196.022000 3.803615564625 3 3 1997 196.187375 3.56285323 196.352750 3.34457308 196.518125 3.146006724625 3 3 1998 196.683500 2.96480861 196.848875 2.79897997 197.014250 2.646807884625 3 3 1999 197.179625 2.50681638 197.345000 2.37772703 197.534000 2.242124994625 3 3 2000 197.723000 2.11787377 197.912000 2.00373188 198.101000 1.898623984625 3 3 2001 198.290000 1.80161468 198.573500 1.66952704 198.857000 1.551501514625 3 3 2002 199.093250 1.46248002 199.329500 1.38092566 199.565750 1.306022704625 3 3 2003 199.802000 1.23706507 200.038250 1.17343939 200.392625 1.086846344625 3 3 2004 200.747000 1.00952444 201.054125 .949018243 201.361250 .8938052154625 3 3 2005 201.668375 .843273585 201.975500 .796896790 202.282625 .7542246504625 3 3 2006 202.589750 .714872235 202.896875 .678507119 203.204000 .6448382204625 3 3 2007 203.562356 .608619524 203.920711 .575362474 204.279066 .5447533194625 3 3 2008 204.637421 .516518429 205.174955 .478102530 205.712487 .4438095454625 3 3 2009 206.252548 .412933251 206.797665 .384916994 207.342782 .3596521984625 3 3 2010 207.887898 .336790979 208.433015 .316040159 208.978131 .2971526144625 3 3 2011 209.530939 .279682579 210.083746 .263709680 210.636553 .2490593544625 3 3 2012 211.189360 .235588543 211.926437 .219257923 212.673912 .2043712164625 3 3 2013 213.421387 .190955585 214.168862 .178828897 214.916337 .1678242414625 3 3 2014 215.674358 .157664446 216.432378 .148398657 217.190399 .1399287254625 3 3 2015 217.948420 .132167063 218.717135 .124940896 219.485850 .1182954254625 3 3 2016 220.254565 .112170426 221.023280 .106513278 222.192620 .0987027494625 3 3 2017 223.361960 .091730696 224.536800 .085454296 225.722637 .0797608424625 3 3 2018 226.908474 .074628492 228.105465 .069944991 229.308033 .0656811404625 3 3 2019 230.510601 .061815438 231.730134 .058246515 232.949668 .0549684214625 3 3 2020 233.762690 .052952483 235.411676 .049204941 237.060661 .0458496384625 3 3 2021 238.732911 .042799236 240.405160 .040064940 242.101002 .0375718914625 3 3 2022 243.796844 .035321806 245.516612 .033259840 247.236379 .0313995094625 3 3 2023 248.980409 .029684189 250.724439 .028118238 252.493075 .0266697864625 3 3 2024 254.261710 .025349991 256.055297 .024127210 257.848885 .0230086584625 3 3 2025 259.667777 .021969885 262.408945 .020565147 265.175775 .0193188894625 3 3 2026 267.981639 .018205979 270.813894 .017217621 273.672726 .0163409984625 3 3 2027 276.558321 .015562143 279.484626 .014867738 282.438454 .0142541554625 3 3 2028 285.420000 .013715091 288.429457 .013242961 291.481372 .0128314594625 3 3 2029 294.561993 .012481517 297.671520 .012188875 300.810157 .0119503854625 3 3 2030 303.993074 .011763589 307.205928 .011630914 309.357810 .0115714514625 3 3 2031 313.782388 .011521083 317.102566 .011549536 320.453973 .0116361374625 3 3 2032 323.836828 .011784353 327.251350 .011998005 330.714046 .0122894554625 3 3 2033 334.209310 .012665116 337.737371 .013135765 341.298461 .0137168224625 3 3 2034 343.706015 .014177611 346.113568 .014700116 348.555088 .0153003094625 3 3 2035 350.996608 .015980700 353.472573 .016762573 355.948538 .0176496904625 3 3 2036 358.459435 .018673355 360.970331 .019835391 362.880072 .0208327024625 3 3 2037 364.789812 .021943068 366.708534 .023188048 368.645218 .0245900804625 3 3 2038 370.581901 .026162199 372.536800 .027948432 374.500807 .0299781554625 3 3 2039 375.810145 .031480408 377.128719 .033127146 378.456529 .0349483884625 3 3 2040 379.784339 .036952357 381.112149 .039160058 382.449326 .0416172734625 3 3 2041 383.795870 .044362956 385.142413 .047421576 386.488956 .0508419604625 3 3 2042 387.503613 .053693527 388.527768 .056843917 389.551924 .0603031174625 3 3 2043 390.576079 .064112614 391.600234 .068321080 392.624390 .0729852534625 3 3 2044 393.662994 .078248024 394.701598 .084132162 395.394001 .0884529074625 3 3 2045 396.086404 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