46-Pd-102 ENDF/B-VI, Processed by Red Cullen using PREPRO2004 6000 0 0 0 4.61020E+4 1.01030E+2 0 0 0 14625 1451 1 0.0 0.0 0 0 0 64625 1451 2 1.00000E+0 3.00000E+7 5 0 10 64625 1451 3 1.20000E+5 0.0 1 0 287 1804625 1451 4 46-PD-102 LANL EVAL-JAN96 P. G. YOUNG 4625 1451 5 DIST-OCT98 19981007 4625 1451 6 ----ENDF/B-VI MATERIAL 4625 4625 1451 7 -----INCIDENT NEUTRON DATA 4625 1451 8 ------ENDF-6 FORMAT 4625 1451 9 4625 1451 10 **************************************************************** 4625 1451 11 4625 1451 12 ENDF/B-VI MOD 1 Evaluation, January, 1996, P.G. Young (LANL) 4625 1451 13 4625 1451 14 GENERAL COMMENTS 4625 1451 15 4625 1451 16 This evaluation is based primarily on a theoretical analysis 4625 1451 17 between neutron energies of 1 keV and 30 MeV that is optimized 4625 1451 18 to the somewhat limited available experimental data. Below 1 4625 1451 19 keV, the calculations are matched to resonance parameter 4625 1451 20 evaluations, where possible, and are adjusted for consistency 4625 1451 21 with thermal cross sections and resonance integrals. The only 4625 1451 22 ENDF/B-VI data that are retained are the resonance parameter 4625 1451 23 evaluation for Pd105 and parts of the data at the very lowest 4625 1451 24 energies for some of the other isotopes. 4625 1451 25 The theoretical calculations utilize Hauser-Feshbach 4625 1451 26 statistical theory with corrections for width fluctuations, 4625 1451 27 preequilibrium and direct reaction processes. Coupled-channel 4625 1451 28 optical model calculations are used to obtain particle 4625 1451 29 transmission coefficients for the Hauser-Feshbach calculations 4625 1451 30 for the even isotopes, as well as for the elastic and direct 4625 1451 31 inelastic neutron cross sections and angular distributions. The 4625 1451 32 same potential without deformation is used for Pd105. 4625 1451 33 Cross sections and spectra for individual reactions are 4625 1451 34 included for exiting neutron, proton, deuteron, alpha, and 4625 1451 35 gamma-ray reactions that exceed a cross section of approximately 4625 1451 36 1 mb at any energy. Multiplicities, angular distributions, and 4625 1451 37 emission energy spectra are given for gamma rays, particles, and 4625 1451 38 recoil nuclei emitted in each reaction, utilizing File 6 of the 4625 1451 39 ENDF/B-6 format [Ro91]. Energy-angle-correlated spectra are 4625 1451 40 given for all outgoing particles and photons, and residual 4625 1451 41 nuclei energy distributions are included. 4625 1451 42 4625 1451 43 THEORY 4625 1451 44 4625 1451 45 HAUSER-FESHBACH STATISTICAL THEORY CALCULATIONS. The GNASH 4625 1451 46 code [Yo92] was used for all Hauser-Feshbach statistical theory 4625 1451 47 calculations. Preequilibrium corrections were performed in the 4625 1451 48 course of the GNASH calculations using the exciton model of 4625 1451 49 Kalbach [Ka77,Ka85]. Discrete level data from nuclear data 4625 1451 50 sheets were matched to continuum level densities using the 4625 1451 51 formulation of Gilbert and Cameron [Gi65] and pairing and shell 4625 1451 52 parameters from the Cook [Co67] analysis. Neutron and charged- 4625 1451 53 particle transmission coefficients were obtained from the 4625 1451 54 optical potentials, as discussed below. Gamma-ray transmission 4625 1451 55 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 4625 1451 56 Calculations were performed for all significant reactions 4625 1451 57 producing neutrons, protons, deuterons, alpha particles, and 4625 1451 58 gamma rays for incident neutrons between 1.0E-11 and 30 MeV. At 4625 1451 59 the highest energies, approximately 13 compound nuclei were 4625 1451 60 included, leading to ~71 reaction paths. 4625 1451 61 The angular distribution systematics by Kalbach [Ka88] were 4625 1451 62 used to describe the angular distributions for all continuum 4625 1451 63 particles. 4625 1451 64 4625 1451 65 OPTICAL MODEL POTENTIALS. For incident and exiting neutrons, 4625 1451 66 a phenomenological optical model potential by Arthur and Young 4625 1451 67 [Ar80], based on an analysis of n + Fe and p + Fe reactions, was 4625 1451 68 utilized for all isotope. This potential was developed by 4625 1451 69 analyzing proton reaction cross section data and neutron total, 4625 1451 70 scattering, and reaction data in the Fe region. Other 4625 1451 71 potentials [e.g., Ya86, Ch89] were investigated but the Arthur 4625 1451 72 potential was found to give the best results. The Arthur 4625 1451 73 potential was used (with Wd reduced by 20%) in a 2-phonon 4625 1451 74 vibrational model calculation with the ECIS coupled-channel code 4625 1451 75 [Ra72]. The 0+ ground state, the 2+ first excited state, the 4625 1451 76 0+,2+,4+ cluster of 2-phonon states, and the lowest 3- octupole 4625 1451 77 state (near Ex = 2 MeV) were included in the coupled-channel 4625 1451 78 calculations for all the even isotopes. 4625 1451 79 For Pd105, spherical optical model calculations were used 4625 1451 80 with the Arthur potential to obtain transmission coefficients, 4625 1451 81 and corrections for direct reactions were made as described 4625 1451 82 below. The spherical optical model calculations for Pd105, as 4625 1451 83 well as for the charged particle reactions, were performed with 4625 1451 84 the SCAT2 optical model code [Be92]. The Beccetti-Greenlees 4625 1451 85 potential [Be71] was used for protons, the Perey and Perey 4625 1451 86 [Pe63] potential was utilized for deuterons, and the potential 4625 1451 87 of MacFadden [Mc66] was used for alpha particles. 4625 1451 88 4625 1451 89 DIRECT REACTIONS: Energy-dependent cross sections of 4625 1451 90 inelastic neutrons from Pd(n,n') direct reactions were obtained 4625 1451 91 for the even isotopes directly from the ECIS 2-phonon 4625 1451 92 vibrational model calculations. Deformation parameters were 4625 1451 93 obtained from the Nuclear Data Sheets, adjusted on the basis of 4625 1451 94 fitting 13-MeV proton (n,n) and (n,n') data on Pd108 [Ro66] with 4625 1451 95 the Arthur potential. For the odd isotope, the coupled-channel 4625 1451 96 calculation of the lowest 2+ level in Pd106 was simply 4625 1451 97 distributed among the lowest four excited states of Pd105. 4625 1451 98 4625 1451 99 EVALUATED DATA 4625 1451 100 4625 1451 101 CALCULATIONAL RESULTS. The MF=3 cross sections and MF=6 4625 1451 102 energy/angle distributions that are based completely on 4625 1451 103 calculations are: 4625 1451 104 4625 1451 105 MT = 16: (n,2n) Reaction 4625 1451 106 MT = 17: (n,3n) Reaction 4625 1451 107 MT = 22: (n,nalpha) Reaction 4625 1451 108 MT = 24: (n,2nalpha) Reaction 4625 1451 109 MT = 28: (n,np) Reaction 4625 1451 110 MT = 32: (n,nd) Reaction 4625 1451 111 MT = 41: (n,2np) Reaction 4625 1451 112 MT = 44: (n,n2p) Reaction 4625 1451 113 MT = 51-75: (n,n') Discrete Level Reactions 4625 1451 114 MT = 91: (n,n') Continuum Reaction 4625 1451 115 MT = 103: (n,p) Reaction 4625 1451 116 MT = 104: (n,d) Reaction 4625 1451 117 MT = 107: (n,alpha) Reaction 4625 1451 118 MT = 111: (n,2p) Reaction 4625 1451 119 MT = 600-619: (n,p) Discrete Level Reactions 4625 1451 120 MT = 649: (n,p) Continuum Reaction 4625 1451 121 MT = 650-669: (n,d) Discrete Level Reactions 4625 1451 122 MT = 699: (n,d) Continuum Reaction 4625 1451 123 MT = 800-824: (n,alpha) Discrete Level Reactions 4625 1451 124 MT = 849: (n,alpha) Continuum Reaction 4625 1451 125 4625 1451 126 Additionally, (n,gamma) cross sections (multiplicities) 4625 1451 127 included in MF=12 and energy distributions in MF=15 are taken 4625 1451 128 from the GNASH calculations. In addition to the usual Hauser- 4625 1451 129 Feshbach cross section component obtained using the Kopecky-Uhl 4625 1451 130 gamma-ray strength function, a semidirect component is included 4625 1451 131 in GNASH that enhances the cross section and hardens the 4625 1451 132 spectrum near En = 12-14 MeV. 4625 1451 133 Discrete (n,n') cross sections and angular distributions were 4625 1451 134 calculated using a combination of the GNASH and COMNUC [Du70] 4625 1451 135 codes for compound nucleus reactions and using ECIS for direct 4625 1451 136 reactions. Preequilibrium components were included in the 4625 1451 137 (n,n') reactions at higher energies to estimate direct effects 4625 1451 138 (in an average manner) for discrete states not included in the 4625 1451 139 ECIS calculations. Cross sections for a total of 24 excited 4625 1451 140 states are included for all the Pd isotopes except Pd102, for 4625 1451 141 which 19 states are included. The elastic angular distributions 4625 1451 142 are included in in MF =4; the (n,n') angular distributions and 4625 1451 143 (n,n'gamma) multiplicities are included in MF=6. 4625 1451 144 Cross sections (MF=3) for approximately 20 discrete states 4625 1451 145 are usually included for charged-particle reactions, although in 4625 1451 146 some cases the structure of the residual nuclei is not known 4625 1451 147 well enough for that many states. Again, multiplicities for 4625 1451 148 (n,x gamma) reactions are included in MF=6. 4625 1451 149 Kalbach systematics (Ka88) are used to specify all continuum 4625 1451 150 particle angular distributions in MF=6. All continuum photon 4625 1451 151 angular distributions are assumed isotropic. Residual nucleus 4625 1451 152 recoil energy spectra are included in MF=6 for all reactions. 4625 1451 153 4625 1451 154 USE OF EXPERIMENTAL DATA. The available experimental data for 4625 1451 155 Pd and Pd isotopes is somewhat limited. Data that were useful 4625 1451 156 for the evaluation are measurements of the neutron total cross 4625 1451 157 section for natural Pd; measurements of (n,gamma) cross sections 4625 1451 158 for Pd104, Pd105, Pd106, Pd108, and Pd110, generally from a few 4625 1451 159 keV to several hundred keV or higher; recent [Me95] measurments 4625 1451 160 of (n,n'gamma) cross sections up to about 3 MeV for Pd104, 4625 1451 161 Pd105, Pd106, Pd108, and Pd110; and a few isolated measurements 4625 1451 162 near 14 MeV of (n,2n) or (n,x) reactions leading to radioactive 4625 1451 163 products. 4625 1451 164 The only adjustments made to the calculated cross sections on 4625 1451 165 the basis of the experimental data were as follows: 4625 1451 166 1. The total cross sections calculated for the individual 4625 1451 167 isotopes with the optical model were multiplied by correction 4625 1451 168 factors required to bring the combined natural element cross 4625 1451 169 section into agreement with the experimental data. The 4625 1451 170 correction factors were below 3.6% at neutron energies above 1 4625 1451 171 MeV but were as large as 20% below 1 MeV. 4625 1451 172 2. The (n,n') cross sections to the first excited states of 4625 1451 173 Pd108 and Pd110 were decreased by about 15% near En = 1 MeV. 4625 1451 174 Additionally, corrections were made to the structure data for 4625 1451 175 one level in both Pd105 and Pd108. 4625 1451 176 3. The radiative capture cross sections were used to fine 4625 1451 177 tune the normalization of the gamma-ray strength function 4625 1451 178 calculations. The final normalization that was determined was 4625 1451 179 near the middle of the range of adjustment that we have 4625 1451 180 established from systematics. 4625 1451 181 4625 1451 182 ---------------------------------------------------------------- 4625 1451 183 4625 1451 184 MISCELLANEOUS FILE INFORMATION 4625 1451 185 4625 1451 186 MF=2 MT=151 Scattering radius only. 4625 1451 187 4625 1451 188 --------------------------------------------------------------- 4625 1451 189 4625 1451 190 REFERENCES 4625 1451 191 4625 1451 192 [Ar80] E.D.Arthur and P.G. Young, "Evaluation of Neutron 4625 1451 193 Cross Sections to 40 MeV for 54,56Fe," Proc. Symp. Neutron 4625 1451 194 Cross Sections from 10 to 50 MeV, BNL, 12-14 May 1980, report 4625 1451 195 BNL-NCS-51245, Vol. 2 (1980) p.731. 4625 1451 196 [Be92] O.Bersillon, "SCAT2 - A Spherical Optical Model Code," 4625 1451 197 Proc. ICTP Workshop on Computation and Analysis of Nuclear 4625 1451 198 Data Relevant to Nuclear Energy and Safety, 10 February - 13 4625 1451 199 March, 1992, Trieste, Italy, to be published in World 4625 1451 200 Scientific Press; se also Progress Report of the Nuclear 4625 1451 201 Physics Division, Bruyeres-le-Chatel 1977, CEA-N-2037, p.111 4625 1451 202 (1978). 4625 1451 203 [Be71] F.D.Becchetti, Jr., and G.W.Greenlees, Polarization 4625 1451 204 Phenomena in Nuclear Reactions, Proc. Int. Symp., Madison, 4625 1451 205 1970, H.H.Barschall and W.Haeberli, Eds., (The University of 4625 1451 206 Wisconsin Press, 1971) p.682. 4625 1451 207 [Ch89] S. Chiba, P.T. Guenther, and A.B. Smith, "Some Remarks 4625 1451 208 on the Neutron Elastic and Inelastic Scattering Cross Sections 4625 1451 209 of Palladium," Argonne National Laboratory report ANL/NDM-112 4625 1451 210 (1989). 4625 1451 211 [Co67] J.L.Cook, H.Ferguson, and A.R.Musgrove, "Nuclear Level 4625 1451 212 Densities in Intermediate and Heavy Nuclei," Aust.J.Phys. 20, 4625 1451 213 477 (1967). 4625 1451 214 [Du70] C.L. Dunford, "A Unified Model for Analysis of Compound 4625 1451 215 Nucleus Reactions," Atomics International report AI-AEC-12931 4625 1451 216 (1970). 4625 1451 217 [Gi65] A. Gilbert and A.G.W. Cameron, "A Composite Nuclear- 4625 1451 218 Level Density Formula with Shell Corrections," Can.J.Phys. 43, 4625 1451 219 1446 (1965). 4625 1451 220 [Ka77] C. Kalbach, "The Griffin Model, Complex Particles and 4625 1451 221 Direct Nuclear Reactions," Z.Phys. A 283, 401 (1977). 4625 1451 222 [Ka85] C. Kalbach, "PRECO-D2: Program for Calculating Pre- 4625 1451 223 equilibrium and Direct Reaction Double Differential Cross 4625 1451 224 Sections," Los Alamos National Laboratory report LA-10248-MS 4625 1451 225 (1985). 4625 1451 226 [Ka88] C. Kalbach, "Systematics of Continuum Angular 4625 1451 227 Distributions: Extensions to Higher Energies," Phys.Rev. C 37, 4625 1451 228 2350 (1988); see also C. Kalbach and F.M. Mann, "Phenomenology 4625 1451 229 of Continuum Angular Distributions. I. Systematics and 4625 1451 230 Parameterization," Phys.Rev. C 23, 112 (1981). 4625 1451 231 [Ko90] J.Kopecky and M.Uhl, "Test of Gamma-Ray Strength 4625 1451 232 Functions in Nuclear Reaction Model Calculations," Phys.Rev. C 4625 1451 233 41, 1941 (1990). 4625 1451 234 [Mc66] L. McFadden and G.R. Satchler, Nucl.Phys. 84, 177 (1966).4625 1451 235 [Me95] A. Meister, G. Rollin, W. Schubert, and E. Wattecamps, 4625 1451 236 "Cross Sections of the (n,n'gamma) Reaction for Low-Lying 4625 1451 237 Levels of Palladium Isotopes," Joint Annual Progress Report on 4625 1451 238 Nuclear Data 1994, Geel, Belgium, NEA/NSC/DOC(95)11 (1995) 4625 1451 239 p.35. 4625 1451 240 [Pe63a] F.G. Perey, Phys.Rev. 131, 745 (1963). 4625 1451 241 [Pe63b] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963). 4625 1451 242 [Pe72] F.G. Perey, et al., Oak Ridge National Laboratory report 4625 1451 243 ORNL-4823 (1972). 4625 1451 244 [Ra72] J. Raynal, "Optical Model and Coupled-Channel 4625 1451 245 Calculations in Nuclear Physics," IAEA report IAEA SMR-9/8 4625 1451 246 (1972) p.281. 4625 1451 247 [Ro66] R.L. Robinson, J.L.C. Ford, Jr., P.H. Stelson, and G.R. 4625 1451 248 Satchler, Phys.Rev. 146, 816 (1966). 4625 1451 249 [Ro91] P. Rose, "ENDF-102: Data Formats and Procedures for the 4625 1451 250 Evaluated Nuclear Data File, ENDF-6," Brookhaven National 4625 1451 251 Laboratory informal report BNL-NCS-44945 [ENDF-102, Rev.10/91] 4625 1451 252 (1991). 4625 1451 253 [Ya88] N. Yamamuro, "Nuclear Cross Section Calculations with a 4625 1451 254 Simplified-Input Version of the ELIESE-GNASH Joint Program," 4625 1451 255 Proc. Conf. on Nuclear Data for Science & Technology, May 30 - 4625 1451 256 June 3, 1988, Mito (Japan Saikon Publishing Co., Ltd., Tokyo, 4625 1451 257 1988) p. 489. 4625 1451 258 [Yo92] P.G.Young, E.D.Arthur, and M.B.Chadwick, "Comprehensive 4625 1451 259 Nuclear Model Calculations: Introduction to the Theory and Use 4625 1451 260 of the GNASH Code," Los Alamos National Laboratory report 4625 1451 261 LA-12343-MS (1992). 4625 1451 262 4625 1451 263 ************************ C O N T E N T S *********************** 4625 1451 264 ***************** Program LINEAR (VERSION 2004-1) ***************4625 1451 265 For All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 266 Data Linearized to Within an Accuracy of .100000000 per-cent 4625 1451 267 ***************** Program SIGMA1 (VERSION 2004-1) ***************4625 1451 268 Data Doppler Broadened to 1500.00000 Kelvin 4625 1451 269 for All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 270 Data Linearized to Within an Accuracy pf .100000000 per-cent 4625 1451 271 ***************** Program SIGMA1 (VERSION 2004-1) ***************4625 1451 272 Data Doppler Broadened to 120000.000 Kelvin 4625 1451 273 for All Data Greater than 1.0000E-10 barns in Absolute Value 4625 1451 274 Data Linearized to Within an Accuracy pf .100000000 per-cent 4625 1451 275 ***************** Program FIXUP (Version 2004-1) ****************4625 1451 276 Corrected ZA/AWR in All Sections-----------------------------Yes 4625 1451 277 Corrected Thresholds-----------------------------------------No 4625 1451 278 Extended Cross Sections to 20 MeV----------------------------No 4625 1451 279 Allow Cross Section Deletion---------------------------------No 4625 1451 280 Allow Cross Section Reconstruction---------------------------Yes 4625 1451 281 Make All Cross Sections Non-Negative-------------------------Yes 4625 1451 282 Delete Energies Not in Ascending Order-----------------------Yes 4625 1451 283 Deleted Duplicate Points-------------------------------------Yes 4625 1451 284 Check for Ascending MAT/MF/MT Order--------------------------Yes 4625 1451 285 Check for Legal MF/MT Numbers--------------------------------Yes 4625 1451 286 Allow Creation of Missing Sections---------------------------No 4625 1451 287 Allow Insertion of Energy Points-----------------------------No 4625 1451 288 Create Uniform Energy Grid-----------------------------------No 4625 1451 289 Delete Section if Cross Section =0 at All Energies-----------Yes 4625 1451 290 **************** Program DICTIN (VERSION 2004-1) ****************4625 1451 291 1 451 471 14625 1451 292 2 151 4 14625 1451 293 3 1 263 14625 1451 294 3 2 78 14625 1451 295 3 3 251 14625 1451 296 3 4 34 14625 1451 297 3 16 12 14625 1451 298 3 17 8 14625 1451 299 3 22 12 14625 1451 300 3 24 7 14625 1451 301 3 28 11 14625 1451 302 3 32 6 14625 1451 303 3 41 6 14625 1451 304 3 44 7 14625 1451 305 3 51 25 14625 1451 306 3 52 23 14625 1451 307 3 53 24 14625 1451 308 3 54 24 14625 1451 309 3 55 23 14625 1451 310 3 56 23 14625 1451 311 3 57 21 14625 1451 312 3 58 23 14625 1451 313 3 59 22 14625 1451 314 3 60 17 14625 1451 315 3 61 22 14625 1451 316 3 62 22 14625 1451 317 3 63 22 14625 1451 318 3 64 22 14625 1451 319 3 65 21 14625 1451 320 3 66 20 14625 1451 321 3 67 19 14625 1451 322 3 68 20 14625 1451 323 3 69 19 14625 1451 324 3 91 19 14625 1451 325 3 102 121 14625 1451 326 3 103 18 14625 1451 327 3 104 15 14625 1451 328 3 107 147 14625 1451 329 3 111 11 14625 1451 330 3 600 16 14625 1451 331 3 601 16 14625 1451 332 3 602 16 14625 1451 333 3 603 16 14625 1451 334 3 604 16 14625 1451 335 3 605 15 14625 1451 336 3 649 15 14625 1451 337 3 650 14 14625 1451 338 3 651 14 14625 1451 339 3 652 14 14625 1451 340 3 653 14 14625 1451 341 3 654 11 14625 1451 342 3 655 12 14625 1451 343 3 656 12 14625 1451 344 3 657 12 14625 1451 345 3 658 12 14625 1451 346 3 659 10 14625 1451 347 3 660 10 14625 1451 348 3 661 10 14625 1451 349 3 662 10 14625 1451 350 3 663 10 14625 1451 351 3 664 10 14625 1451 352 3 665 10 14625 1451 353 3 666 9 14625 1451 354 3 667 9 14625 1451 355 3 668 9 14625 1451 356 3 669 9 14625 1451 357 3 699 9 14625 1451 358 3 800 53 14625 1451 359 3 801 52 14625 1451 360 3 802 52 14625 1451 361 3 803 52 14625 1451 362 3 804 52 14625 1451 363 3 805 52 14625 1451 364 3 806 52 14625 1451 365 3 807 52 14625 1451 366 3 808 52 14625 1451 367 3 809 52 14625 1451 368 3 810 53 14625 1451 369 3 811 53 14625 1451 370 3 812 53 14625 1451 371 3 813 53 14625 1451 372 3 814 54 14625 1451 373 3 815 54 14625 1451 374 3 816 54 14625 1451 375 3 817 54 14625 1451 376 3 818 56 14625 1451 377 3 819 57 14625 1451 378 3 820 56 14625 1451 379 3 821 56 14625 1451 380 3 822 56 14625 1451 381 3 823 54 14625 1451 382 3 824 57 14625 1451 383 3 849 53 14625 1451 384 4 2 1018 14625 1451 385 6 16 577 14625 1451 386 6 17 202 14625 1451 387 6 22 1262 14625 1451 388 6 24 332 14625 1451 389 6 28 986 14625 1451 390 6 32 272 14625 1451 391 6 41 264 14625 1451 392 6 44 348 14625 1451 393 6 51 128 14625 1451 394 6 52 113 14625 1451 395 6 53 110 14625 1451 396 6 54 107 14625 1451 397 6 55 65 14625 1451 398 6 56 65 14625 1451 399 6 57 67 14625 1451 400 6 58 62 14625 1451 401 6 59 62 14625 1451 402 6 60 101 14625 1451 403 6 61 64 14625 1451 404 6 62 59 14625 1451 405 6 63 65 14625 1451 406 6 64 61 14625 1451 407 6 65 59 14625 1451 408 6 66 56 14625 1451 409 6 67 58 14625 1451 410 6 68 66 14625 1451 411 6 69 56 14625 1451 412 6 91 1614 14625 1451 413 6 111 584 14625 1451 414 6 600 13 14625 1451 415 6 601 22 14625 1451 416 6 602 22 14625 1451 417 6 603 22 14625 1451 418 6 604 22 14625 1451 419 6 605 24 14625 1451 420 6 649 1475 14625 1451 421 6 650 13 14625 1451 422 6 651 22 14625 1451 423 6 652 22 14625 1451 424 6 653 22 14625 1451 425 6 654 22 14625 1451 426 6 655 24 14625 1451 427 6 656 24 14625 1451 428 6 657 22 14625 1451 429 6 658 22 14625 1451 430 6 659 26 14625 1451 431 6 660 22 14625 1451 432 6 661 28 14625 1451 433 6 662 24 14625 1451 434 6 663 30 14625 1451 435 6 664 30 14625 1451 436 6 665 22 14625 1451 437 6 666 24 14625 1451 438 6 667 34 14625 1451 439 6 668 44 14625 1451 440 6 669 30 14625 1451 441 6 699 573 14625 1451 442 6 800 13 14625 1451 443 6 801 22 14625 1451 444 6 802 22 14625 1451 445 6 803 22 14625 1451 446 6 804 22 14625 1451 447 6 805 22 14625 1451 448 6 806 24 14625 1451 449 6 807 26 14625 1451 450 6 808 30 14625 1451 451 6 809 24 14625 1451 452 6 810 22 14625 1451 453 6 811 22 14625 1451 454 6 812 32 14625 1451 455 6 813 32 14625 1451 456 6 814 24 14625 1451 457 6 815 28 14625 1451 458 6 816 30 14625 1451 459 6 817 36 14625 1451 460 6 818 26 14625 1451 461 6 819 34 14625 1451 462 6 820 26 14625 1451 463 6 821 28 14625 1451 464 6 822 34 14625 1451 465 6 823 32 14625 1451 466 6 824 26 14625 1451 467 6 849 1572 14625 1451 468 12 102 11 14625 1451 469 14 102 1 14625 1451 470 15 102 631 14625 1451 471 4625 1 0 472 4625 0 0 473 4.61020E+4 1.01030E+2 0 0 1 04625 2151 474 4.61020E+4 1.00000E+0 0 0 1 04625 2151 475 0.0 0.0 0 0 0 04625 2151 476 0.0 6.51990E-1 0 0 0 04625 2151 477 4625 2 0 478 4625 0 0 479 4.61020E+4 1.01030E+2 0 0 0 04625 3 1 480 0.0 0.0 0 0 1 7784625 3 1 481 778 2 4625 3 1 482 1.00000E-5 778.801433 1.08624E-5 747.248088 1.17903E-5 717.2421584625 3 1 483 1.28071E-5 688.183866 1.39012E-5 660.549297 1.51000E-5 633.7879544625 3 1 484 1.63900E-5 608.338194 1.78034E-5 583.692358 1.93243E-5 560.2546024625 3 1 485 2.09909E-5 537.555763 2.27840E-5 515.972279 2.47489E-5 495.0685194625 3 1 486 2.68630E-5 475.190772 2.91798E-5 455.939342 3.16724E-5 437.6333864625 3 1 487 3.44039E-5 419.904216 3.73428E-5 403.045297 4.05633E-5 386.7179514625 3 1 488 4.40284E-5 371.191829 4.78255E-5 356.155245 5.19109E-5 341.8568574625 3 1 489 5.63878E-5 328.009270 6.12047E-5 314.841348 6.64831E-5 302.0886204625 3 1 490 7.21623E-5 289.962006 7.83857E-5 278.217794 8.50817E-5 267.0500244625 3 1 491 9.24194E-5 256.234417 .000100314 245.949950 .000108965 235.9902444625 3 1 492 .000118274 226.518619 .000128474 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.000853490 .001308596 .000927097 .001255874 .001006293 .0012057514625 3107 1816 .001093078 .001157221 .001186453 .001111087 .001288775 .0010664204625 3107 1817 .001398867 .001023961 .001519507 .000982855 .001649310 .0009437824625 3107 1818 .001791549 .000905958 .001944590 .000870006 .002112295 .0008352074625 3107 1819 .002292735 .000802133 .002490465 .000770122 .002703210 .0007397014625 3107 1820 .002936340 .000710261 .003187173 .000682288 .003462041 .0006552194625 3107 1821 .003757782 .000629502 .004081860 .000604620 .004430548 .0005809864625 3107 1822 .004812647 .000558123 .005223761 .000536410 .005674268 .0005154104625 3107 1823 .006158986 .000495470 .006690148 .000476191 .007261646 .0004578904625 3107 1824 .007887904 .000440200 .008561718 .000423412 .009300097 .0004071904625 3107 1825 .010094547 .000391802 .010965119 .000376938 .011901801 .0003628444625 3107 1826 .012928235 .000349236 .014032614 .000336340 .015242812 .0003238954625 3107 1827 .016544912 .000312107 .017971775 .000300739 .019506993 .0002899794625 3107 1828 .019521694 .000289888 .021189312 .000279609 .022999384 .0002698014625 3107 1829 .023016717 .000269718 .024798654 .000261186 .025141446 .0002596614625 3107 1830 .025300000 .000258957 .027481918 .000250018 .027481919 .0002500184625 3107 1831 .029829529 .000241683 .030671214 .000238876 .033291266 .0002309914625 3107 1832 .034230629 .000228362 .037154741 .000220980 .038203117 .0002185194625 3107 1833 .041466574 .000211617 .042636615 .000209317 .046278798 .0002028714625 3107 1834 .047584623 .000200724 .047584624 .000200724 .051649484 .0001947124625 3107 1835 .053106852 .000192711 .057643442 .000187112 .059269938 .0001852504625 3107 1836 .059269939 .000185250 .064333003 .000180045 .066148254 .0001783144625 3107 1837 .066148255 .000178314 .066148256 .000178314 .071798892 .0001734824625 3107 1838 .073824805 .000171878 .073824806 .000171878 .080131202 .0001674014625 3107 1839 .082392224 .000165915 .082392225 .000165915 .089430483 .0001617764625 3107 1840 .091953897 .000160403 .091953898 .000160403 .091953899 .0001604034625 3107 1841 .099808952 .000156583 .102625210 .000155318 .102625211 .0001553184625 3107 1842 .102625212 .000155318 .111391849 .000151800 .114534936 .0001506364625 3107 1843 .114534937 .000150636 .114534938 .000150636 .124318949 .0001474044625 3107 1844 .127826793 .000146336 .127826794 .000146336 .127826795 .0001463364625 3107 1845 .127826796 .000146336 .138746248 .000143373 .142661180 .0001424044625 3107 1846 .142661181 .000142404 .142661182 .000142404 .142661183 .0001424044625 3107 1847 .159217109 .000138814 .163586372 .000137959 .163586373 .0001379594625 3107 1848 .163586374 .000137959 .163709657 .000137937 .163709659 .0001379374625 3107 1849 .163709660 .000137937 .182570683 .000134761 .187722188 .0001339784625 3107 1850 .187722189 .000133978 .187722190 .000133978 .187722191 .0001339784625 3107 1851 .209507477 .000131137 .215256818 .000130462 .215256819 .0001304624625 3107 1852 .215256820 .000130462 .215419044 .000130445 .215419046 .0001304454625 3107 1853 .215419047 .000130445 .240237520 .000127947 .247016180 .0001273344625 3107 1854 .247016181 .000127334 .247016182 .000127334 .247016183 .0001273344625 3107 1855 .247016184 .000127334 .275682578 .000125113 .283247908 .0001245924625 3107 1856 .283247909 .000124592 .283247910 .000124592 .283461374 .0001245794625 3107 1857 .283461377 .000124579 .283461378 .000124579 .283461379 .0001245794625 3107 1858 .325038795 .000122171 .333958566 .000121716 .333958567 .0001217164625 3107 1859 .333958568 .000121716 .333958569 .000121716 .334210249 .0001217044625 3107 1860 .334210252 .000121704 .334210254 .000121704 .334210255 .0001217044625 3107 1861 .383231391 .000119640 .393748093 .000119253 .393748095 .0001192534625 3107 1862 .393748096 .000119253 .393748097 .000119253 .394044837 .0001192444625 3107 1863 .394044840 .000119244 .394044842 .000119244 .394044843 .0001192444625 3107 1864 .464241908 .000117151 .477341186 .000116813 .477341188 .0001168134625 3107 1865 .477341190 .000116813 .477341191 .000116813 .477341192 .0001168134625 3107 1866 .477341193 .000116813 .477341194 .000116813 .562800906 .0001150534625 3107 1867 .578245386 .000114770 .578245388 .000114770 .578245389 .0001147704625 3107 1868 .578245391 .000114770 .578681173 .000114763 .578681179 .0001147634625 3107 1869 .578681182 .000114763 .578681183 .000114763 .701007433 .0001130544625 3107 1870 .720244601 .000112817 .720244605 .000112817 .720244606 .0001128174625 3107 1871 .720244607 .000112817 .720787404 .000112811 .720787411 .0001128114625 3107 1872 .720787415 .000112811 .720787417 .000112811 .740567386 .0001126234625 3107 1873 .782359825 .000112234 .803829483 .000112035 .897114443 .0001111724625 3107 1874 .922427866 .000110958 .922427870 .000110958 .922427873 .0001109584625 3107 1875 .922427874 .000110958 .922427875 .000110958 .922427877 .0001109584625 3107 1876 .922427880 .000110958 .922427882 .000110958 .947741303 .0001107994625 3107 1877 .974483245 .000110632 1.18047731 .000109368 1.21378624 .0001091834625 3107 1878 1.21378625 .000109183 1.21378626 .000109183 1.31747251 .0001087384625 3107 1879 1.43109376 .000108261 1.55334326 .000107751 1.59717317 .0001075734625 3107 1880 1.64100308 .000107402 1.68730643 .000107223 1.68730644 .0001072234625 3107 1881 1.68730645 .000107223 1.68730646 .000107223 1.73360981 .0001070814625 3107 1882 1.93479641 .000106483 2.10165682 .000106001 2.15933086 .0001058384625 3107 1883 2.22025962 .000105672 2.28118838 .000105514 2.40992268 .0001051874625 3107 1884 2.47792224 .000105017 2.47792225 .000105017 2.47792226 .0001050174625 3107 1885 2.47792227 .000105017 2.47792228 .000105017 2.47792229 .0001050174625 3107 1886 2.54592185 .000104879 2.76548683 .000104444 2.84137782 .0001043104625 3107 1887 2.92155155 .000104177 3.08642347 .000103918 3.17112165 .0001037874625 3107 1888 3.26059961 .000103658 3.35007756 .000103540 3.44460503 .0001034234625 3107 1889 3.53913249 .000103308 3.63899442 .000103195 3.73885635 .0001030864625 3107 1890 3.84435379 .000102983 3.94985123 .000102889 4.06130218 .0001027994625 3107 1891 4.06130220 .000102799 4.06130221 .000102799 4.06130222 .0001027994625 3107 1892 4.06130223 .000102799 4.06130224 .000102799 4.06130225 .0001027994625 3107 1893 4.29049368 .000102686 4.40823417 .000102635 4.53261911 .0001025904625 3107 1894 4.65700405 .000102547 5.05863265 .000102416 5.19745255 .0001023824625 3107 1895 5.49076039 .000102324 5.64569043 .000102298 5.96429368 .0001022474625 3107 1896 6.47378644 .000102168 7.03209771 .000102088 7.22507378 .0001020614625 3107 1897 7.84817740 .000101978 7.84817742 .000101978 7.84817746 .0001019784625 3107 1898 7.84817747 .000101978 7.84817749 .000101978 7.84817751 .0001019784625 3107 1899 7.84817753 .000101978 8.29107365 .000101954 8.75896381 .0001019304625 3107 1900 10.0437071 .000101871 10.9098949 .000101838 11.8418598 .0001018034625 3107 1901 13.5890283 .000101749 15.1660443 .000101703 17.3905625 .0001016434625 3107 1902 17.8812633 .000101630 18.3719641 .000101617 19.9563961 .0001015774625 3107 1903 20.5040431 .000101565 20.5194957 .000101565 21.0825954 .0001015534625 3107 1904 21.0825956 .000101553 22.8835513 .000101542 25.5392030 .0001015294625 3107 1905 32.7084335 .000101500 37.5060262 .000101486 44.2208341 .0001014694625 3107 1906 58.1884413 .000101445 70.5419027 .000101425 72.4777262 .0001014234625 3107 1907 98.0615882 .000101390 100.752612 .000101387 106.438384 .0001013814625 3107 1908 109.441703 .000101377 115.617826 .000101372 118.880157 .0001013694625 3107 1909 125.588920 .000101364 136.317206 .000101357 140.058047 .0001013554625 3107 1910 144.009995 .000101353 147.961943 .000101352 148.073453 .0001013524625 3107 1911 165.257478 .000101347 179.374404 .000101346 211.488301 .0001013454625 3107 1912 223.423220 .000101345 242.691650 .000101346 270.856182 .0001013474625 3107 1913 302.061581 .000101348 337.370098 .000101350 397.470852 .0001013544625 3107 1914 834.325120 .000101388 1953.08926 .000101491 10424.7447 .0001022824625 3107 1915 1959448.19 .000286241 1985777.54 .000288727 1989862.05 .0002891134625 3107 1916 1995743.27 .000289670 1996444.39 .000289736 1998222.20 .0002899044625 3107 1917 1998678.08 .000289947 1998939.77 .000289972 1999049.57 .0002899834625 3107 1918 1999111.10 .000289988 1999311.27 .000290008 1999333.33 .0002900104625 3107 1919 1999524.79 .000290029 1999555.55 .000290032 1999572.52 .0002900334625 3107 1920 1999666.67 .000290043 1999777.78 .000290054 1999786.16 .0002900554625 3107 1921 1999888.89 .000290065 1999944.45 .000290071 2000000.00 .0002900774625 3107 1922 2000222.32 .000290214 2000224.19 .000290215 2000226.67 .0002902174625 3107 1923 2000331.20 .000290282 2000441.82 .000290351 2000448.37 .0002903554625 3107 1924 2000452.11 .000290357 2000453.33 .000290358 2000662.38 .0002904884625 3107 1925 2000666.94 .000290491 2000672.56 .000290494 2000883.64 .0002906264625 3107 1926 2000896.74 .000290635 2000904.22 .000290639 2000906.65 .0002906414625 3107 1927 2001324.76 .000290903 2001333.88 .000290909 2001793.47 .0002911974625 3107 1928 2002650.92 .000291734 2002690.20 .000291759 2003626.59 .0002923464625 3107 1929 2004521.08 .000292907 2014506.34 .000299171 2203088.69 .0004174764625 3107 1930 2819460.83 .000804156 3932428.82 .001502381 3933304.84 .0015029344625 3107 1931 3934180.86 .001503487 3967528.44 .001524551 3998946.77 .0015444034625 3107 1932 3998947.63 .001544403 4000000.00 .001545074 4001763.54 .0015476064625 3107 1933 4014108.25 .001565376 4021162.38 .001575669 4028216.50 .0015859664625 3107 1934 4228916.68 .001878976 4344967.37 .002048340 6000000.00 .0044647704625 3107 1935 8000000.00 .008824248 10000000.0 .012381933 10499760.1 .0129723584625 3107 1936 11160506.8 .013753118 11986895.5 .014729693 12000000.0 .0147451984625 3107 1937 12338598.0 .015121275 14000000.0 .016966667 15998534.1 .0163523484625 3107 1938 16000000.0 .016351898 16003527.1 .016346698 18000000.0 .0134039874625 3107 1939 20000000.0 .010715346 22000000.0 .008699904 24000000.0 .0071409734625 3107 1940 26000000.0 .005892713 28000000.0 .004939976 30000000.0 .0041898704625 3107 1941 4625 3 0 1942 4.61020E+4 1.01030E+2 0 0 0 04625 3111 1943 -6.47428E+6-6.47428E+6 0 0 1 234625 3111 1944 23 2 4625 3111 1945 6538361.00 0.0 8500000.00 7.6017E-17 9000000.00 2.8237E-124625 3111 1946 9500000.00 1.3657E-10 10000000.0 9.6761E-10 10500000.0 1.13310E-84625 3111 1947 11000000.0 4.49985E-8 11500000.0 2.06960E-7 12000000.0 8.40048E-74625 3111 1948 13000000.0 8.71279E-6 13500000.0 2.38926E-5 14000000.0 5.86023E-54625 3111 1949 15000000.0 .000271992 16000000.0 .000904525 17000000.0 .0022355934625 3111 1950 18000000.0 .004421915 19000000.0 .007131170 20000000.0 .0101993704625 3111 1951 22000000.0 .017314150 24000000.0 .024198740 26000000.0 .0285260004625 3111 1952 28000000.0 .028844680 30000000.0 .025751550 4625 3111 1953 4625 3 0 1954 4.61020E+4 1.01030E+2 0 0 0 04625 3600 1955 -3.14649E+5-3.14649E+5 0 0 1 394625 3600 1956 39 2 4625 3600 1957 317763.400 0.0 473722.000 5.5258E-21 2000000.00 1.19051E-64625 3600 1958 2500000.00 1.07105E-5 3000000.00 5.76206E-5 3500000.00 7.88633E-54625 3600 1959 4000000.00 .000233215 4500000.00 .000338901 5000000.00 .0005553254625 3600 1960 5500000.00 .000652445 6000000.00 .000611594 6500000.00 .0005044224625 3600 1961 7000000.00 .000413864 7500000.00 .000324342 8000000.00 .0002372794625 3600 1962 8500000.00 .000164624 9000000.00 9.99883E-5 9500000.00 6.61075E-54625 3600 1963 10000000.0 4.45651E-5 11000000.0 2.03240E-5 12000000.0 1.77457E-54625 3600 1964 13000000.0 1.71731E-5 14000000.0 1.83784E-5 15000000.0 1.99903E-54625 3600 1965 16000000.0 2.14347E-5 17000000.0 2.25796E-5 18000000.0 2.34536E-54625 3600 1966 19000000.0 3.93669E-5 20000000.0 3.70554E-5 21000000.0 1.59398E-54625 3600 1967 22000000.0 4.2810E-10 23000000.0 1.8098E-10 24000000.0 8.3185E-114625 3600 1968 25000000.0 4.3767E-11 26000000.0 1.7060E-11 27000000.0 9.0422E-124625 3600 1969 28000000.0 3.6939E-12 29000000.0 1.3888E-12 30000000.0 8.3279E-134625 3600 1970 4625 3 0 1971 4.61020E+4 1.01030E+2 0 0 0 04625 3601 1972 -3.14649E+5-3.56589E+5 0 0 1 394625 3601 1973 39 2 4625 3601 1974 360118.500 0.0 473722.000 4.7358E-21 2000000.00 1.10961E-64625 3601 1975 2500000.00 6.52129E-6 3000000.00 5.51718E-5 3500000.00 7.25530E-54625 3601 1976 4000000.00 .000241790 4500000.00 .000356185 5000000.00 .0006172964625 3601 1977 5500000.00 .000770597 6000000.00 .000753479 6500000.00 .0006403864625 3601 1978 7000000.00 .000539983 7500000.00 .000437538 8000000.00 .0003322374625 3601 1979 8500000.00 .000241219 9000000.00 .000157089 9500000.00 .0001165794625 3601 1980 10000000.0 9.32332E-5 11000000.0 5.42709E-5 12000000.0 6.76612E-54625 3601 1981 13000000.0 6.85213E-5 14000000.0 7.17610E-5 15000000.0 7.51935E-54625 3601 1982 16000000.0 7.77285E-5 17000000.0 7.92933E-5 18000000.0 8.01312E-54625 3601 1983 19000000.0 .000102621 20000000.0 9.66152E-5 21000000.0 4.28829E-54625 3601 1984 22000000.0 6.5769E-10 23000000.0 2.7845E-10 24000000.0 1.2820E-104625 3601 1985 25000000.0 6.7493E-11 26000000.0 2.6347E-11 27000000.0 1.3973E-114625 3601 1986 28000000.0 5.7171E-12 29000000.0 2.1548E-12 30000000.0 1.2920E-124625 3601 1987 4625 3 0 1988 4.61020E+4 1.01030E+2 0 0 0 04625 3602 1989 -3.14649E+5-4.19869E+5 0 0 1 384625 3602 1990 38 2 4625 3602 1991 424024.900 0.0 473722.000 2.8241E-21 2000000.00 1.04924E-64625 3602 1992 2500000.00 3.28488E-6 3000000.00 4.90152E-5 3500000.00 6.04930E-54625 3602 1993 4000000.00 .000207359 4500000.00 .000321102 5000000.00 .0005432804625 3602 1994 5500000.00 .000696205 6000000.00 .000693564 7000000.00 .0005000944625 3602 1995 7500000.00 .000404338 8000000.00 .000306691 8500000.00 .0002220844625 3602 1996 9000000.00 .000159639 9500000.00 .000122728 10000000.0 .0001014464625 3602 1997 11000000.0 6.39563E-5 12000000.0 8.17972E-5 13000000.0 8.06785E-54625 3602 1998 14000000.0 8.19750E-5 15000000.0 8.35189E-5 16000000.0 8.42221E-54625 3602 1999 17000000.0 8.40746E-5 18000000.0 8.32223E-5 19000000.0 8.36079E-54625 3602 2000 20000000.0 7.87294E-5 21000000.0 3.71286E-5 22000000.0 6.5832E-104625 3602 2001 23000000.0 2.7875E-10 24000000.0 1.2832E-10 25000000.0 6.7529E-114625 3602 2002 26000000.0 2.6335E-11 27000000.0 1.3961E-11 28000000.0 5.7092E-124625 3602 2003 29000000.0 2.1507E-12 30000000.0 1.2912E-12 4625 3602 2004 4625 3 0 2005 4.61020E+4 1.01030E+2 0 0 0 04625 3603 2006 -3.14649E+5-4.38399E+5 0 0 1 384625 3603 2007 38 2 4625 3603 2008 442738.300 0.0 473722.000 1.9702E-21 2000000.00 8.57480E-74625 3603 2009 2500000.00 2.19755E-6 3000000.00 4.13131E-5 3500000.00 5.04323E-54625 3603 2010 4000000.00 .000164916 4500000.00 .000257369 5000000.00 .0004297954625 3603 2011 5500000.00 .000548254 6000000.00 .000538903 6500000.00 .0004549324625 3603 2012 7000000.00 .000373608 8000000.00 .000222330 8500000.00 .0001565964625 3603 2013 9000000.00 .000109055 9500000.00 7.86573E-5 10000000.0 5.98987E-54625 3603 2014 11000000.0 3.78314E-5 12000000.0 4.48020E-5 13000000.0 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