96-Cm-246 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 96246.0000 243.953000 2 1 0 09643 1451 1 0.0 0.0 0 0 0 69643 1451 2 1.00000000 20000000.0 7 0 10 79643 1451 3 1800.00000 0.0 1 0 232 719643 1451 4 96-Cm-246 MINSK EVAL-NOV95 V.Maslov, + 9643 1451 5 INDC(BLR)-4 DIST-DEC06 9643 1451 6 ----ENDF/B-VII MATERIAL 9643 9643 1451 7 -----INCIDENT NEUTRON DATA 9643 1451 8 ------ENDF-6 FORMAT 9643 1451 9 9643 1451 10 **************************************************************** 9643 1451 11 9643 1451 12 ENDF/B-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 9643 1451 13 9643 1451 14 **************************************************************** 9643 1451 15 9643 1451 16 ENDF/B-VI MOD 3 Evaluation, July 1995 9643 1451 17 (V.M. Maslov, E.Sh. Sukhovitskii, Yu.V. Porodzinskii, 9643 1451 18 A.B. Klepatskii, G.B. Morogovskii, Radiation Physics 9643 1451 19 and Chemistry Problems Inst., Minsk-Sosny, Belorus) 9643 1451 20 9643 1451 21 The evaluation was made under Project Agreement CIS-03-95 9643 1451 22 with the International Science and Technology Center (Moscow), 9643 1451 23 and was financed by Japan (request of Y.Kikuchi, JAERI, Tokai). 9643 1451 24 9643 1451 25 MF=1 GENERAL INFORMATION 9643 1451 26 MT=452 NUMBER OF NEUTRONS PER FISSION 9643 1451 27 Sum of MT=455 and MT=456. 9643 1451 28 MT=455 DELAYED NEUTRON DATA 9643 1451 29 Decay constants from Brady et al. [1]. 9643 1451 30 Number of neutrons per fission from systematics of 9643 1451 31 Tuttle [2]. 9643 1451 32 MT=456 NUMBER OF NEUTRONS PER FISSION BASED ON 9643 1451 33 Madland-Nix model calculations [3]. Above emissive 9643 1451 34 fission threshold a superposition of neutron emission 9643 1451 35 in (n,xnf) reactions [4] and prompt fission neutrons 9643 1451 36 9643 1451 37 MF=2 RESONANCE PARAMETERS 9643 1451 38 MT=151 Single-level Breit-Wigner analysis. 9643 1451 39 Resolved resonance region (1.0E-5 - 400 eV) 9643 1451 40 Parameters for Breit-Wigner formula are based on the 9643 1451 41 data of Moore et al. [5] and Maguire et al. [6], 9643 1451 42 revised by danon et al. [7]. 9643 1451 43 Unresolved resonance region (0.4 - 43.0277 keV) 9643 1451 44 Energy independent parameters: 9643 1451 45 9643 1451 46 R = 9.0323 fm from Optical Model calculations 9643 1451 47 S1 = 2.769E-4 from Optical Model calculations 9643 1451 48 S2 = 1.023E-4 from Optical Model calculations 9643 1451 49 9643 1451 50 Energy dependent parameters: 9643 1451 51 S0: decreases from 0.89e-4 at 0.4keV to 0.859E-4 at 9643 1451 52 43 keV. 9643 1451 53 D: spin dependent, normalized to = 17.5 eV 9643 1451 54 taking into account missing level [8]. 9643 1451 55 WF: spin dependent as defined by the transition state 9643 1451 56 spectra at inner and outer barrier humps, normalized 9643 1451 57 to = 1.33E-03 eV to fit unresolved resonance 9643 1451 58 region experimental fission data [6],[7]. 9643 1451 59 WG: from Cascade Model taking into account spin 9643 1451 60 dependent fission competition. Normalized to 9643 1451 61 = 0.0347 eV. 9643 1451 62 9643 1451 63 Calculated 2200 m/s cross sections and resonance integrals 9643 1451 64 9643 1451 65 2200 m/sec Res.Int. 9643 1451 66 ---------- -------- 9643 1451 67 Total 10.664 b - 9643 1451 68 Elastic 9.208 b - 9643 1451 69 Fission 0.144 b 114.596 9643 1451 70 Capture 1.311 b 10.281 9643 1451 71 9643 1451 72 MF=3 NEUTRON CROSS SECTIONS 9643 1451 73 MT=1,2,4,51-70,91,102. 9643 1451 74 Total, direct elastic and direct inelastic for MT=51-54 and 9643 1451 75 optical transmission coefficients are from Coupled 9643 1451 76 channels calculations. 9643 1451 77 Deformed optical potential used: 9643 1451 78 9643 1451 79 VR =46.33-0.3*E(MeV) RR = 1.26 fm AR = 0.615 fm 9643 1451 80 WD = 3.68+0.4*E(MeV) E<10 MeV RD = 1.24 fm 9643 1451 81 WD = 7.68 E=>10 MeV AD = 0.5 fm 9643 1451 82 VSO= 6.4 RSO=1.12 ASO=0.47 B2=0.203 B4=0.009 9643 1451 83 9643 1451 84 Capture, compound elastic and inelastic by Statistical 9643 1451 85 Model, see MT=18-21. 9643 1451 86 Above neutron energy 5 MeV capture is assumed to be 0.001 9643 1451 87 barn as predicted by direct and semi-direct capture 9643 1451 88 calculations. 9643 1451 89 Adopted level scheme of 246Cm taken from Nucl.Data Sheets 9643 1451 90 [9] (19 levels) plus 2 levels added [10] for band 9643 1451 91 K,P=0+, plus 1 level added for band K,P=1- according to 9643 1451 92 EJK = E(BH)+A(J(J+1)-K(K+1)). 9643 1451 93 9643 1451 94 Level No. Energy (MeV) Spin-parity 9643 1451 95 g.s. 0.0 0 + 0 9643 1451 96 1 0.04258 2 + 0 9643 1451 97 2 0.14201 4 + 0 9643 1451 98 3 0.29490 6 + 0 9643 1451 99 4 0.50040 8 + 0 9643 1451 100 5 0.78207 10 + 0 * 9643 1451 101 6 0.84167 2 - 2 9643 1451 102 7 0.87643 3 - 2 9643 1451 103 8 0.92331 4 - 2 9643 1451 104 9 0.98000 5 - 2 9643 1451 105 10 1.05170 6 - 2 9643 1451 106 11 1.07885 1 - 1 9643 1451 107 12 1.10485 2 - 1 9643 1451 108 13 1.10550 12 + 0 * 9643 1451 109 14 1.12427 2 + 2 9643 1451 110 15 1.12802 3 - 1 9643 1451 111 16 1.12940 7 - 2 9643 1451 112 17 1.16549 3 + 2 9643 1451 113 18 1.17474 0 + 0 9643 1451 114 19 1.17920 8 - 2 9643 1451 115 20 1.19580 4 - 1 * 9643 1451 116 21 1.21053 2 + 0 9643 1451 117 * - ADDED 9643 1451 118 9643 1451 119 Overlapping levels are assumed above 1.22 MeV. 9643 1451 120 Level density parameters: see MT18-21. 9643 1451 121 MT=16,17. (N,2N) AND (N,3N) CROSS SECTION 9643 1451 122 From Statistical Model calculations [11] taking into 9643 1451 123 account pre-equilibrium neutron emission: see MT=18-21. 9643 1451 124 MT=18,19,20,21. FISSION CROSS SECTION 9643 1451 125 Based on data of Fomushkin et al. [12], Maguire et al. [6], 9643 1451 126 revised by Danon et al. [7]. 9643 1451 127 First chance fission (MT=19) is calculated with the level 9643 1451 128 density and fission barrier parameters: 9643 1451 129 9643 1451 130 Transition Spectra Band Heads of 247Cm 9643 1451 131 9643 1451 132 Inner Saddle Outer Saddle 9643 1451 133 K,P EKP K,P EKP 9643 1451 134 1/2+ 0.0 1/2+ 0.0 9643 1451 135 5/2+ 0.08 1/2- 0.0 9643 1451 136 1/2- 0.05 3/2+ 0.08 9643 1451 137 3/2- 0.0 3/2- 0.08 9643 1451 138 5/2+ 0.0 9643 1451 139 5/2- 0.0 9643 1451 140 9643 1451 141 Fission Barrier Parameters of 247Cm 9643 1451 142 9643 1451 143 Barrier Barrier Height (MeV) Curvature (MeV) 9643 1451 144 Inner 6.17 0.7 9643 1451 145 Outer 5.40 0.6 9643 1451 146 9643 1451 147 The contribution of emissive fission to the total fission 9643 1451 148 cross section is calculated according to Ignatyuk et al. 9643 1451 149 [11] and Maslov [13]. 9643 1451 150 9643 1451 151 MF=4 ANGULAR DISTRIBUTIONS OF SECONDARY NEUTRONS 9643 1451 152 MT=2,51-54 from coupled channels calculations with added 9643 1451 153 isotropic statistical contribution. 9643 1451 154 MT=16,17,18-21,55-70,91 isotropic. 9643 1451 155 9643 1451 156 MF=5 ENERGY DISTRIBUTIONS OF SECONDARY NEUTRONS 9643 1451 157 MT=16,17,18,19,20,21 calculated by Cascade Nrutron Emission 9643 1451 158 Statistical Model taking into account the history of the 9643 1451 159 decay and allowing pre-equillibrium emission of the first 9643 1451 160 neutron [4]. 9643 1451 161 9643 1451 162 ---------------------------------------------------------------- 9643 1451 163 REFERENCES 9643 1451 164 9643 1451 165 1. M.C. Brady, R.Q. Wright, T.R. England, Oak Ridge National 9643 1451 166 Lab. report ORNL/CSD/TM-226 (1991); see also IAEA report 9643 1451 167 IAEA-NDS-102 (1992) 9643 1451 168 2. R.J. Tuttle, Delayed Neutron Properties, Proc.Consultants' 9643 1451 169 Meeting, 1979, Vienna, IAEA report INDC(NDS)-107/G, p.29 9643 1451 170 3. D.G. Madland, J.R. Nix, Nucl.Sci.Eng. 81, 213, (1982) 9643 1451 171 4. Maslov V.M., Yu.V. Porodzinskii, E.Sh. Sukhovitskii, Neutron 9643 1451 172 Physics, Int. Conf., 14-18 Sept., Kiev, Ukraine (1988) vol.1,9643 1451 173 p.413 9643 1451 174 5. M.S. Moore, G.A. Keyworth, Phys.Rev.C 3, 1656 (1971) 9643 1451 175 6. H.T. Maguire Jr., et al., Nucl.Sci.Eng. 89, 293 (1985) 9643 1451 176 7. Y. Danon et al., Nucl.Sci.Eng. 109, 341 (1991) 9643 1451 177 8. Yu.V. Porodzinskii and E.Sh.Sukhovitskii, Yad.Konst. 4, 27 9643 1451 178 (1987) 9643 1451 179 9. Y.A. Ellis-Akovali, Nucl.Data Sheets 33, 119 (1981) 9643 1451 180 10. Yu.V. Porodzinskij and E.Sh. Sukhovitskij, Sov.J.Nucl.Phys. 9643 1451 181 53, 64 (1991) 9643 1451 182 11. A.V. Ignatjuk, V.M. Maslov, A.B.Pashchenko, Sov.J.Nucl.Phys. 9643 1451 183 47, 224 (1988) 9643 1451 184 12. E.F. Fomushkin et al., Sov.J.Nucl.Phys. 36, 338 (1980) 9643 1451 185 13. V.M. Maslov, Ann.Nucl.Energy 20, 163 (1993) 9643 1451 186 14. V.M. Maslov et al., IAEA report INDC(BLR)-4 (1996) 9643 1451 187 9643 1451 188 ************************ C O N T E N T S *********************** 9643 1451 189 ***************** Program LINEAR (VERSION 2007-1) ***************9643 1451 190 For All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 191 Data Linearized Using Energy Dependent Uncertainty 9643 1451 192 Energy Accuracy 9643 1451 193 (eV) (per-cent) 9643 1451 194 ----------- ----------- 9643 1451 195 0.0 .010000000 9643 1451 196 1.00000000 .010000000 9643 1451 197 10.0000000 .100000000 9643 1451 198 2.00000E+9 .100000000 9643 1451 199 ***************** Program RECENT (VERSION 2007-1) ***************9643 1451 200 for All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 201 Data Linearized Using Energy Dependent Uncertainty 9643 1451 202 Energy Accuracy 9643 1451 203 (eV) (per-cent) 9643 1451 204 ----------- ----------- 9643 1451 205 0.0 .010000000 9643 1451 206 1.00000000 .010000000 9643 1451 207 10.0000000 .100000000 9643 1451 208 2.00000E+9 .100000000 9643 1451 209 ***************** Program SIGMA1 (VERSION 2007-1) ***************9643 1451 210 Data Doppler Broadened to 1800.00000 Kelvin 9643 1451 211 for All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 212 Data Linearized Using Energy Dependent Uncertainty 9643 1451 213 Energy Accuracy 9643 1451 214 (eV) (per-cent) 9643 1451 215 ----------- ----------- 9643 1451 216 0.0 .010000000 9643 1451 217 1.00000000 .010000000 9643 1451 218 10.0000000 .100000000 9643 1451 219 2.00000E+9 .100000000 9643 1451 220 ***************** Program FIXUP (Version 2007-1) ****************9643 1451 221 Corrected ZA/AWR in All Sections-----------------------------Yes 9643 1451 222 Corrected Thresholds-----------------------------------------No 9643 1451 223 Extended Cross Sections to 20 MeV----------------------------No 9643 1451 224 Allow Cross Section Deletion---------------------------------Yes 9643 1451 225 Allow Cross Section Reconstruction---------------------------Yes 9643 1451 226 Make All Cross Sections Non-Negative-------------------------Yes 9643 1451 227 Delete Energies Not in Ascending Order-----------------------Yes 9643 1451 228 Deleted Duplicate Points-------------------------------------Yes 9643 1451 229 Check for Ascending MAT/MF/MT Order--------------------------Yes 9643 1451 230 Check for Legal MF/MT Numbers--------------------------------Yes 9643 1451 231 Allow Creation of Missing Sections---------------------------No 9643 1451 232 Allow Insertion of Energy Points-----------------------------No 9643 1451 233 Create Uniform Energy Grid-----------------------------------No 9643 1451 234 Delete Section if Cross Section =0 at All Energies-----------Yes 9643 1451 235 **************** Program DICTIN (VERSION 2007-1) ****************9643 1451 236 1 451 307 09643 1451 237 1 452 5 09643 1451 238 1 455 7 09643 1451 239 1 456 5 09643 1451 240 2 151 197 09643 1451 241 3 1 2042 09643 1451 242 3 2 533 09643 1451 243 3 4 25 09643 1451 244 3 16 9 09643 1451 245 3 17 6 09643 1451 246 3 18 571 09643 1451 247 3 19 572 09643 1451 248 3 20 8 09643 1451 249 3 21 7 09643 1451 250 3 51 15 09643 1451 251 3 52 15 09643 1451 252 3 53 16 09643 1451 253 3 54 17 09643 1451 254 3 55 14 09643 1451 255 3 56 11 09643 1451 256 3 57 11 09643 1451 257 3 58 11 09643 1451 258 3 59 11 09643 1451 259 3 60 10 09643 1451 260 3 61 11 09643 1451 261 3 62 10 09643 1451 262 3 63 10 09643 1451 263 3 64 10 09643 1451 264 3 65 10 09643 1451 265 3 66 10 09643 1451 266 3 67 9 09643 1451 267 3 68 9 09643 1451 268 3 69 8 09643 1451 269 3 70 8 09643 1451 270 3 91 12 09643 1451 271 3 102 1168 09643 1451 272 4 2 81 09643 1451 273 4 16 2 09643 1451 274 4 17 2 09643 1451 275 4 18 2 09643 1451 276 4 19 2 09643 1451 277 4 20 2 09643 1451 278 4 21 2 09643 1451 279 4 51 81 09643 1451 280 4 52 75 09643 1451 281 4 53 72 09643 1451 282 4 54 69 09643 1451 283 4 55 2 09643 1451 284 4 56 2 09643 1451 285 4 57 2 09643 1451 286 4 58 2 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8000000.00 .006400000 20000000.0 .006400000 9643 1455 321 9643 1 0 322 96246.0000 243.953000 0 2 0 09643 1456 323 0.0 0.0 0 0 1 59643 1456 324 5 2 9643 1456 325 1.00000E-5 3.60500000 .025300000 3.60500000 6484470.00 4.483000009643 1456 326 14000000.0 5.34100000 20000000.0 5.94400000 9643 1456 327 9643 1 0 328 9643 0 0 329 96246.0000 243.953000 0 0 1 09643 2151 330 96246.0000 1.00000000 0 1 2 09643 2151 331 1.00000E-5 400.000000 1 2 0 09643 2151 332 0.0 .904282000 0 0 1 09643 2151 333 243.953000 0.0 0 0 102 179643 2151 334 4.31500000 .500000000 .033490600 3.10600E-4 .031650000 .0015300009643 2151 335 15.3300000 .500000000 .036030000 5.50000E-4 .035000000 4.80000E-49643 2151 336 32.9500000 .500000000 .035037500 1.83290E-4 .034700000 1.54220E-49643 2151 337 47.0000000 .500000000 .035090000 2.18090E-4 .034700000 1.72200E-49643 2151 338 84.4300000 .500000000 .058324000 .022968000 .034700000 6.56200E-49643 2151 339 91.8400000 .500000000 .054719000 .019858000 .034700000 1.61110E-49643 2151 340 131.000000 .500000000 .050221000 .015503000 .034700000 1.82880E-59643 2151 341 158.400000 .500000000 .065865000 .030478000 .034700000 6.87290E-49643 2151 342 193.500000 .500000000 .104170000 .069406000 .034700000 6.47110E-59643 2151 343 232.800000 .500000000 .050462000 .015621000 .034700000 1.40680E-49643 2151 344 250.700000 .500000000 .044111000 .009051800 .034700000 3.58970E-49643 2151 345 278.300000 .500000000 .042660000 .006701900 .034700000 .0012579009643 2151 346 288.200000 .500000000 .101971000 .066981000 .034700000 2.90060E-49643 2151 347 313.400000 .500000000 .061737000 .026896000 .034700000 1.40910E-49643 2151 348 357.000000 .500000000 .099801000 .064901000 .034700000 2.00280E-49643 2151 349 362.000000 .500000000 .069044000 .034000000 .034700000 3.43810E-49643 2151 350 381.100000 .500000000 .188484000 .153440000 .034700000 3.43560E-49643 2151 351 400.000000 43027.7000 2 2 0 09643 2151 352 0.0 .904282000 1 0 3 09643 2151 353 243.953000 0.0 0 0 1 09643 2151 354 .500000000 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242.205480 10.4358123 242.657803 10.36998179643 3 1 1870 243.194650 10.2924547 243.731496 10.2156455 244.268342 10.13968559643 3 1 1871 244.536765 10.1020913 244.996919 10.0383912 245.380381 9.986213859643 3 1 1872 245.572112 9.96051499 245.763843 9.93513034 245.955574 9.910272119643 3 1 1873 246.099373 9.88032650 246.402069 9.81857824 246.654201 9.768382609643 3 1 1874 246.799189 9.74037612 246.843300 9.73188305 246.906333 9.714350719643 3 1 1875 247.032399 9.67999560 247.253015 9.62132994 247.441300 9.573128729643 3 1 1876 247.535036 9.54994924 247.551578 9.54597598 247.628772 9.514327829643 3 1 1877 247.792810 9.44907435 247.933414 9.39588040 247.987174 9.376554459643 3 1 1878 248.003716 9.37063534 248.074018 9.34667591 248.130535 9.328524849643 3 1 1879 248.180160 9.31362488 248.229784 9.29994375 248.279410 9.287794709643 3 1 1880 248.301465 9.28343306 248.345576 9.26670722 248.378659 9.255864299643 3 1 1881 248.411743 9.24643188 248.422770 9.24408694 248.469638 9.234423639643 3 1 1882 248.519263 9.22959025 248.568888 9.23124588 248.593700 9.235061949643 3 1 1883 248.618513 9.24122287 248.661246 9.25823491 248.702600 9.283905969643 3 1 1884 248.723277 9.30074921 248.726033 9.30339928 248.743954 9.320919489643 3 1 1885 248.764631 9.34447947 248.785308 9.37171798 248.805985 9.402996469643 3 1 1886 248.826662 9.43870648 248.847338 9.47926931 248.868016 9.525148139643 3 1 1887 248.888693 9.57682883 248.902477 9.61550278 248.909370 9.635013959643 3 1 1888 248.930047 9.70044245 248.950724 9.77337926 248.971401 9.854473639643 3 1 1889 248.990699 9.93841935 248.992079 9.94511121 249.012755 10.05495839643 3 1 1890 249.033432 10.1751779 249.040324 10.2189806 249.054109 10.30705739643 3 1 1891 249.059623 10.3467683 249.089949 10.5787746 249.112004 10.76763849643 3 1 1892 249.134060 10.9733131 249.150602 11.1411301 249.156115 11.19728809643 3 1 1893 249.178171 11.4560867 249.200226 11.7356867 249.222282 12.03756319643 3 1 1894 249.230553 12.1596785 249.244337 12.3789189 249.247095 12.42595139643 3 1 1895 249.266393 12.7559700 249.288448 13.1600394 249.310504 13.59265929643 3 1 1896 249.329803 13.9976187 249.332559 14.0556026 249.354615 14.55151569643 3 1 1897 249.398726 15.7245069 249.412511 16.1376693 249.443527 17.06878959643 3 1 1898 249.453865 17.4178740 249.489016 18.6598952 249.495219 18.90437089643 3 1 1899 249.503490 19.2306719 249.534506 20.5081496 249.536573 20.60306949643 3 1 1900 249.577927 22.5038066 249.587577 22.9477617 249.594469 23.29385229643 3 1 1901 249.617903 24.5282158 249.619281 24.6071889 249.675799 27.85005389643 3 1 1902 249.677177 27.9361584 249.701990 29.5516799 249.713017 30.27064159643 3 1 1903 249.750236 32.8473116 249.759885 33.5538993 249.784698 35.43426159643 3 1 1904 249.787455 35.6433984 249.828808 39.0197800 249.839836 39.94351989643 3 1 1905 249.861891 41.7927128 249.883947 43.7684502 249.906002 45.78450469643 3 1 1906 249.939086 48.9480594 249.950114 50.0310968 249.961141 51.11486929643 3 1 1907 250.016280 56.7477712 250.032822 58.4982600 250.056256 60.97896309643 3 1 1908 250.138964 69.9308609 250.220293 78.8246002 250.220294 78.82470589643 3 1 1909 250.291974 86.3877655 250.352627 92.4016131 250.354832 92.61615939643 3 1 1910 250.358140 92.9376198 250.423755 98.5916450 250.444156 100.3464359643 3 1 1911 250.452979 101.082816 250.500398 104.456018 250.510323 105.0608569643 3 1 1912 250.528519 106.117080 250.553608 107.569200 250.576489 108.6291789643 3 1 1913 250.582003 108.866050 250.605161 109.857904 250.637142 110.8493269643 3 1 1914 250.639348 110.917394 250.654786 111.336811 250.698566 112.0328139643 3 1 1915 250.702096 112.047932 250.748522 112.064425 250.763961 111.8153409643 3 1 1916 250.794839 111.195163 250.823511 110.612998 250.836744 110.2903839643 3 1 1917 250.880856 108.502835 250.889678 108.143629 250.891883 108.0421979643 3 1 1918 250.977349 102.885375 250.981208 102.651842 250.996095 101.5183239643 3 1 1919 251.088729 93.9093610 251.097000 93.1496866 251.119055 91.12155869643 3 1 1920 251.157652 87.4163865 251.179708 85.1889244 251.201764 82.96054019643 3 1 1921 251.378207 64.6278086 251.379586 64.4892243 251.436103 58.81303059643 3 1 1922 251.493998 53.2322295 251.505026 52.2196599 251.521568 50.70207419643 3 1 1923 251.543623 48.7044468 251.560165 47.3058101 251.604276 43.57867449643 3 1 1924 251.615304 42.6647255 251.618061 42.4364451 251.655280 39.57053409643 3 1 1925 251.686984 37.2556787 251.692498 36.8664340 251.698012 36.50619539643 3 1 1926 251.753151 32.9089290 251.780720 31.2434971 251.783477 31.07713309643 3 1 1927 251.813803 29.3424920 251.822075 28.9231448 251.863428 26.82853319643 3 1 1928 251.866875 26.6540763 251.879970 26.0527361 251.904782 24.96851589643 3 1 1929 251.912364 24.6374934 251.946136 23.2945168 251.954407 22.96604659643 3 1 1930 251.993005 21.5620726 252.006789 21.1015104 252.028845 20.42351149643 3 1 1931 252.031602 20.3389293 252.070199 19.2601141 252.108796 18.27760329643 3 1 1932 252.111552 18.2136921 252.144636 17.4481323 252.147393 17.38934299643 3 1 1933 252.185990 16.6451909 252.194261 16.5008713 252.224587 15.97274689643 3 1 1934 252.227344 15.9291918 252.249400 15.6143236 252.262495 15.42779529643 3 1 1935 252.299714 14.9500494 252.336932 14.5181758 252.359677 14.27888119643 3 1 1936 252.374151 14.1270910 252.392760 13.9495622 252.411370 13.79954489643 3 1 1937 252.448589 13.5301868 252.485807 13.2873852 252.497524 13.21814759643 3 1 1938 252.523026 13.0680734 252.560245 12.8686659 252.585746 12.74351699643 3 1 1939 252.597463 12.6960959 252.634681 12.5597096 252.657426 12.48242419643 3 1 1940 252.662940 12.4647130 252.682239 12.4030406 252.707051 12.32805659643 3 1 1941 252.731864 12.2569037 252.751162 12.2042173 252.756676 12.19272149643 3 1 1942 252.781488 12.1440194 252.806301 12.0980006 252.831114 12.05436079643 3 1 1943 252.855926 12.0128277 252.905550 11.9351290 252.955176 11.86325859643 3 1 1944 252.971717 11.8405985 252.988259 11.8180557 253.021342 11.77467539643 3 1 1945 253.087509 11.6920215 253.153675 11.6135503 253.192272 11.56971879643 3 1 1946 253.236383 11.5387812 253.324605 11.4804606 253.390771 11.43843389643 3 1 1947 253.456938 11.3975076 253.523104 11.3578132 253.589271 11.31824689643 3 1 1948 253.743659 11.2289128 253.831881 11.1789359 253.928731 11.12478719643 3 1 1949 253.955984 11.1097362 254.034208 11.0814811 254.139685 11.04402119643 3 1 1950 254.350638 10.9706686 254.561591 10.8989720 254.699122 10.85311819643 3 1 1951 254.807712 10.8270293 255.071430 10.7651190 255.335149 10.70435089643 3 1 1952 255.510962 10.6643419 255.629893 10.6375990 255.862586 10.60450549643 3 1 1953 256.229723 10.5533458 256.643399 10.4966619 257.057075 10.44074189643 3 1 1954 257.367332 10.3991900 257.677589 10.3579061 257.987847 10.31684469643 3 1 1955 258.608361 10.2352533 258.691096 10.2244474 259.228875 10.17745089643 3 1 1956 259.642551 10.1415357 259.766654 10.1308273 260.469903 10.07031679643 3 1 1957 261.317939 9.99782623 261.772983 9.95908917 262.910592 9.862648479643 3 1 1958 264.073240 9.76459839 265.235888 9.66702423 266.411055 9.568895579643 3 1 1959 267.011158 9.51899825 267.451233 9.48252682 267.611260 9.465236849643 3 1 1960 268.211363 9.40058519 268.811466 9.33614994 269.371562 9.276241839643 3 1 1961 269.851644 9.22510443 270.651782 9.14042087 271.291892 9.073314969643 3 1 1962 271.531932 9.04836069 271.611946 9.03511526 271.972008 8.975791509643 3 1 1963 272.272059 8.92662753 272.572110 8.87776336 273.072196 8.797171849643 3 1 1964 273.452261 8.73686446 273.532274 8.72441475 273.852330 8.674957439643 3 1 1965 273.972349 8.65688439 274.172385 8.61021258 274.332412 8.573434439643 3 1 1966 274.492439 8.53712382 274.652466 8.50137643 274.808462 8.467190359643 3 1 1967 274.812493 8.46633201 275.016455 8.39808018 275.224449 8.330486479643 3 1 1968 275.328446 8.29773927 275.484440 8.25056020 275.527100 8.238543979643 3 1 1969 275.612420 8.21493118 275.719070 8.18843384 275.804390 8.170376999643 3 1 1970 275.879045 8.14494004 275.943035 8.12681283 275.975030 8.119419769643 3 1 1971 276.007025 8.11383816 276.039020 8.10985260 276.092345 8.107496699643 3 1 1972 276.135005 8.11034049 276.180332 8.11909930 276.198995 8.125491509643 3 1 1973 276.220325 8.13320329 276.260319 8.15441520 276.294980 8.179777739643 3 1 1974 276.300313 8.18381431 276.340307 8.22365113 276.380300 8.274798879643 3 1 1975 276.420294 8.33926590 276.422960 8.34432287 276.440291 8.377912329643 3 1 1976 276.460288 8.42087930 276.480285 8.46839022 276.500282 8.520798689643 3 1 1977 276.518945 8.57463109 276.520279 8.57884699 276.529610 8.610980479643 3 1 1978 276.540275 8.64826949 276.580269 8.80679476 276.617597 8.979897989643 3 1 1979 276.622929 9.00848389 276.653591 9.17478549 276.678920 9.332373269643 3 1 1980 276.689585 9.40518895 276.702917 9.50598684 276.713582 9.587194899643 3 1 1981 276.737578 9.78518915 276.742910 9.83281849 276.761574 10.00031939643 3 1 1982 276.782904 10.2072753 276.785570 10.2332665 276.809567 10.48583519643 3 1 1983 276.822898 10.6371406 276.833563 10.7589767 276.857559 11.05409909643 3 1 1984 276.865558 11.1598816 276.881555 11.3840202 276.894887 11.58384389643 3 1 1985 276.905552 11.7448243 276.929548 12.1317063 276.945545 12.41594109643 3 1 1986 276.962876 12.7400103 276.977540 13.0159416 277.003537 13.55183829643 3 1 1987 277.029533 14.1224562 277.030865 14.1545085 277.078858 15.31571519643 3 1 1988 277.081524 15.3839282 277.098855 15.8790418 277.133516 16.87423439643 3 1 1989 277.159513 17.6815911 277.166844 17.9230487 277.193507 18.80543789643 3 1 1990 277.194174 18.8285740 277.238833 20.5126034 277.254830 21.11864629643 3 1 1991 277.294824 22.7628879 277.310822 23.4614397 277.318820 23.82454539643 3 1 1992 277.334818 24.5530552 277.358814 25.7346512 277.412139 28.36594339643 3 1 1993 277.414805 28.4978094 277.420138 28.7820102 277.468130 31.42030759643 3 1 1994 277.473463 31.7290534 277.526788 34.8225289 277.532120 35.13874669643 3 1 1995 277.545452 35.9633876 277.596110 39.1035900 277.598777 39.27408199643 3 1 1996 277.689429 45.1583399 277.793413 52.0004386 277.804078 52.67574949643 3 1 1997 277.873400 57.0549510 277.937390 60.7167041 277.990715 63.75044149643 3 1 1998 277.991782 63.8028760 278.049906 66.5642116 278.050439 66.58935549643 3 1 1999 278.099498 68.6124613 278.112296 69.0584992 278.142158 70.09104579643 3 1 2000 278.154956 70.5059255 278.172020 70.9376447 278.207215 71.81808389643 3 1 2001 278.217880 71.9765238 278.228545 72.1153773 278.291895 72.91941069643 3 1 2002 278.299573 73.0017880 278.350659 73.0000040 278.361857 72.88444719643 3 1 2003 278.395985 72.4484897 278.442911 71.8319623 278.445044 71.80338659643 3 1 2004 278.462108 71.4040671 278.500502 70.4144318 278.504768 70.27792809643 3 1 2005 278.526098 69.5897657 278.547428 68.8614680 278.564492 68.18005849643 3 1 2006 278.598620 66.8091341 278.607152 66.4500536 278.630082 65.36159339643 3 1 2007 278.662610 63.8104631 278.678608 62.9758546 278.705270 61.53899199643 3 1 2008 278.726600 60.3857824 278.758595 58.5329466 278.785258 56.95056929643 3 1 2009 278.806588 55.6822551 278.849248 53.0451036 279.003890 43.28090179643 3 1 2010 279.017222 42.4659592 279.067880 39.3741185 279.094543 37.81515189643 3 1 2011 279.131870 35.6383925 279.185195 32.6846046 279.201193 31.85958899643 3 1 2012 279.254518 29.1183115 279.265183 28.5711980 279.281180 27.80959319643 3 1 2013 279.297178 27.0713316 279.305177 26.7033299 279.345170 24.96501419643 3 1 2014 279.377165 23.6763443 279.405161 22.5533783 279.433157 21.50986089643 3 1 2015 279.435157 21.4377594 279.441155 21.2326297 279.465152 20.41535479643 3 1 2016 279.495147 19.4480167 279.505145 19.1431289 279.523809 18.57662279643 3 1 2017 279.525142 18.5373968 279.555138 17.7055650 279.577134 17.13142729643 3 1 2018 279.585133 16.9235052 279.614462 16.2068576 279.615129 16.19114059643 3 1 2019 279.617128 16.1470030 279.645124 15.5308592 279.657122 15.28815049643 3 1 2020 279.691783 14.5892935 279.697115 14.4924356 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