83-Bi-209 ENDF/B-VI, Processed by Red Cullen using PREPRO2004 6000 0 0 0 8.32090E+4 2.07185E+2 2 0 0 28325 1451 1 0.0 0.0 0 0 0 68325 1451 2 1.00000E+0 1.50000E+8 7 0 10 68325 1451 3 1.20000E+3 0.0 1 0 177 858325 1451 4 83-BI-209 LANL,ANL EVAL-JUL98 M.CHADWICK,P.YOUNG,A.SMITH 8325 1451 5 Ch99b,Ch99 DIST-JUN 0 REV1- 20000628 8325 1451 6 ----ENDF/B-VI MATERIAL 8325 8325 1451 7 -----INCIDENT NEUTRON DATA 8325 1451 8 ------ENDF-6 FORMAT 8325 1451 9 8325 1451 10 **************************************************************** 8325 1451 11 8325 1451 12 ENDF/B-VI MOD 2 Evaluation, July 1999, M.B. Chadwick,P.G.Young 8325 1451 13 8325 1451 14 This evaluation provides a complete representation of the 8325 1451 15 nuclear data needed for transport, damage, heating, radioactivity 8325 1451 16 and shielding applications over the incident neutron energy range 8325 1451 17 from 1e-11 to 150 MeV. The evaluation from 20 to 150 MeV is built 8325 1451 18 on the previous evaluation below 20 MeV by Smith, Smith, and 8325 1451 19 Guenther. Above 20 MeV, production cross sections and 8325 1451 20 emission spectra are given for neutrons, protons, deuterons, 8325 1451 21 tritons, alpha particles, gamma rays, and all residual nuclides 8325 1451 22 produced (A>5) in the reaction chains. To summarize, the ENDF 8325 1451 23 sections with non-zero data above 20 MeV are: 8325 1451 24 8325 1451 25 MF=3 MT= 1 Total Cross Section 8325 1451 26 MT= 2 Elastic Scattering Cross Section 8325 1451 27 MT= 3 Nonelastic Cross Section 8325 1451 28 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 8325 1451 29 8325 1451 30 MF=4 MT= 2 Elastic Angular Distributions 8325 1451 31 8325 1451 32 MF=6 MT= 5 Production Cross Sections and Energy-Angle 8325 1451 33 Distributions for Emission Neutrons, Protons, 8325 1451 34 Deuterons, and Alphas; and Angle-Integrated 8325 1451 35 Spectra for Gamma Rays and Residual Nuclei That 8325 1451 36 Are Stable Against Particle Emission 8325 1451 37 8325 1451 38 The evaluation is based on nuclear model calculations that have 8325 1451 39 been benchmarked to experimental data, especially for n+209Bi and 8325 1451 40 p +209Bi reactions [Ch99b]. We use the GNASH code system [Yo92], 8325 1451 41 which utilizes Hauser-Feshbach statistical, preequilibrium and 8325 1451 42 direct-reaction theories. Spherical optical model calculations ar 8325 1451 43 used to obtain particle transmission coefficients for the Hauser- 8325 1451 44 Feshbach calculations, as well as for the elastic proton angular 8325 1451 45 distributions. 8325 1451 46 Cross sections and spectra for producing individual residual 8325 1451 47 nuclei are included for reactions. The energy-angle-correlations 8325 1451 48 for all outgoing particles are based on Kalbach systematics 8325 1451 49 (Ka88). 8325 1451 50 A model was developed to calculate the energy distributions of 8325 1451 51 all recoil nuclei in the GNASH calculations [Ch96]. The recoil 8325 1451 52 energy distributions are represented in the laboratory system in 8325 1451 53 MT=5, MF=6, and are given as isotropic in the lab system. All 8325 1451 54 other data in MT=5,MF=6 are given in the center-of-mass system. 8325 1451 55 This method of representation utilizes the LCT=3 option approved 8325 1451 56 at the November, 1996, CSEWG meeting. 8325 1451 57 Preequilibrium corrections were performed in the course of the 8325 1451 58 GNASH calculations using the exciton model of Kalbach [Ka77, 8325 1451 59 Ka85], validated by comparison with calculations using Feshbach, 8325 1451 60 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 8325 1451 61 nuclear data sheets were matched to continuum level densities 8325 1451 62 using the formulation of Ignatyuk et al. [Ig75] and pairing and 8325 1451 63 shell parameters from the Cook [Co67] analysis. Neutron and 8325 1451 64 charged-particle transmission coefficients were obtained from the 8325 1451 65 optical potentials, as discussed below. Gamma-ray transmission 8325 1451 66 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 8325 1451 67 8325 1451 68 SOME Bi209-SPECIFIC INFORMATION CONCERNING THE EVAL. 8325 1451 69 8325 1451 70 An optical potential developed by Chiba [Ch99] for neutron 8325 1451 71 reactions on lead was modified for use on bismuth. For 8325 1451 72 protons, the Becchetti-Greenlees potential was used, and 8325 1451 73 above 20 MeV the relativistic medium-energy global 8325 1451 74 proton potential of Madland [Ma88] was used. A detailed 8325 1451 75 study of direct reactions on bismuth was undertaken. 8325 1451 76 Collective excitations of excited vibrational states were 8325 1451 77 treated using the weak-coupling model, with a h9/2 proton 8325 1451 78 coupled to a 208Pb core. This allows extensive deformation- 8325 1451 79 length information on direct reactions on 208Pb to be used 8325 1451 80 in the bismuth calculations. The direct and preequilibrium 8325 1451 81 reaction mechanisms were tested through comparisons with 8325 1451 82 neutron emission data at 26 MeV, measured by Marcinkowski [Ma96]. 8325 1451 83 We used the Ignatyuk [Ig75] level density formalism. 8325 1451 84 8325 1451 85 Kim et al.[Ki98] measured 209Bi(n,xn) excitation functions up 8325 1451 86 to 150 MeV. Comparisons with calculations provide a 8325 1451 87 stringent test of the reaction theories embodied within GNASH. 8325 1451 88 Our results agree with the measurements well. The incident 8325 1451 89 proton channel calculations were tested through comparisons 8325 1451 90 with (p,xn) and (p,xp) emission spectra at 90 MeV [Wu77,Ka83]. 8325 1451 91 Again, agreement was good. 8325 1451 92 8325 1451 93 **************************************************************** 8325 1451 94 8325 1451 95 ENDF/B-VI MOD 1 Revision, May 1995, V. McLane (NNDC) 8325 1451 96 8325 1451 97 Minor revision to File 1 comments; MOD not changed. 8325 1451 98 8325 1451 99 **************************************************************** 8325 1451 100 8325 1451 101 ENDF/B-VI MOD 1 Evaluation, August 1989, A. Smith, D. Smith, 8325 1451 102 and P. Guenther (ANL) 8325 1451 103 8325 1451 104 For complete documentation, see Guenther [Gu98]. 8325 1451 105 8325 1451 106 **************************************************************** 8325 1451 107 REFERENCES 8325 1451 108 8325 1451 109 [Be92] O. Bersillon, "SCAT2 - A Spherical Optical Model Code," 8325 1451 110 in Proc. ICTP Workshop on Computation and Analysis of Nuclear 8325 1451 111 Data Relevant to Nuclear Energy and Safety, 10 February-13 8325 1451 112 March, 1992, Trieste, Italy, to be published in World Scientifi 8325 1451 113 Press, and Progress Report of the Nuclear Physics Division, 8325 1451 114 Bruyeres-le-Chatel 1977, CEA-N-2037 (1978) p. 111 8325 1451 115 [Ch93] M.B. Chadwick and P G. Young, Phys.Rev.C 47, 2255 (1993) 8325 1451 116 [Ch96] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 8325 1451 117 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 8325 1451 118 Driven Technologies: Calculational Method for Heavy Recoils," 8325 1451 119 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 8325 1451 120 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 8325 1451 121 [Ch99] M.B. Chadwick, P.G. Young, R.E. MacFarlane, et al., Los 8325 1451 122 National Laboratory report LA-UR-99-1222 (1999) 8325 1451 123 [Ch99b] M. B. Chadwick and P. G. Young, 8325 1451 124 "Nuclear model calculations for bismuth" in 8325 1451 125 APT PROGRESS REPORT: 1 March 1999-- 1 May 1999, internal Los 8325 1451 126 Alamos National Laboratory memo T--2--99/M-12, April 1999 from 8325 1451 127 R.E. MacFarlane to L. Waters. 8325 1451 128 [Co67] J.L. Cook, H. Ferguson, and A.R. deL Musgrove, Aust.J. 8325 1451 129 Phys. 20, 477 (1967) 8325 1451 130 [Gu89] P. Guenther, R.D. Lawson, J.W. Meadows, A.B. Smith et al., 8325 1451 131 Argonne National Laboratory report ANL/NDM-109 (1989) 8325 1451 132 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, 8325 1451 133 "Phenomenological Description of the Energy Dependence of the 8325 1451 134 Level Density Parameter," Sov. J. Nucl. Phys. 21, 255 (1975). 8325 1451 135 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 8325 1451 136 [Ka83] A.M. Kalend, Phys. Rev. C28, 105 (1983) 8325 1451 137 [Ka85] C. Kalbach, "PRECO-D2: Program for Calculating 8325 1451 138 Preequilibrium and Direct Reaction Double Differential Cross 8325 1451 139 Sections," Los Alamos National Laboratory report LA-10248-MS 8325 1451 140 (1985) 8325 1451 141 [Ka88] C. Kalbach, Phys.Rev.C 37, 2350 (1988); see also 8325 1451 142 C. Kalbach and F. M. Mann, Phys.Rev.C 23, 112 (1981) 8325 1451 143 [Ki87] E. Kim, Nucl. Sci. Eng. 129, 209 (1998) 8325 1451 144 [Ko90] J. Kopecky and M. Uhl, Phys.Rev.C 41, 1941 (1990) 8325 1451 145 [Ma88] D.G. Madland,"Recent Results in the Development of a 8325 1451 146 Global Medium-Energy Nucleon-Nucleus Optical Model Potential", 8325 1451 147 "Proc. of a Specialists Meeting on Preequilibrium Reactions", 8325 1451 148 Semmering, Asutria 1988, OECD Paris NEANDC-245, pages 103-116 8325 1451 149 [Ma96] A. Marcinkowski, J. Phys. G 22, 1219 (1996). 8325 1451 150 [Wu77] J.R. Wu and C.C. Chang, Phys. Rev. C16, 1812 (1977). 8325 1451 151 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 8325 1451 152 report LA-12343-MS (1992) 8325 1451 153 8325 1451 154 ************************ C O N T E N T S *********************** 8325 1451 155 ***************** Program LINEAR (VERSION 2004-1) ***************8325 1451 156 For All Data Greater than 1.0000E-10 barns in Absolute Value 8325 1451 157 Data Linearized to Within an Accuracy of .100000000 per-cent 8325 1451 158 ***************** Program RECENT (VERSION 2004-1) ***************8325 1451 159 for All Data Greater than 1.0000E-10 barns in Absolute Value 8325 1451 160 Data Linearized to within an Accuracy of .100000000 per-cent 8325 1451 161 ***************** Program SIGMA1 (VERSION 2004-1) ***************8325 1451 162 Data Doppler Broadened to 1200.00000 Kelvin 8325 1451 163 for All Data Greater than 1.0000E-10 barns in Absolute Value 8325 1451 164 Data Linearized to Within an Accuracy pf .100000000 per-cent 8325 1451 165 ***************** Program FIXUP (Version 2004-1) ****************8325 1451 166 Corrected ZA/AWR in All Sections-----------------------------Yes 8325 1451 167 Corrected Thresholds-----------------------------------------No 8325 1451 168 Extended Cross Sections to 20 MeV----------------------------No 8325 1451 169 Allow Cross Section Deletion---------------------------------No 8325 1451 170 Allow Cross Section Reconstruction---------------------------Yes 8325 1451 171 Make All Cross Sections Non-Negative-------------------------Yes 8325 1451 172 Delete Energies Not in Ascending Order-----------------------Yes 8325 1451 173 Deleted Duplicate Points-------------------------------------Yes 8325 1451 174 Check for Ascending MAT/MF/MT Order--------------------------Yes 8325 1451 175 Check for Legal MF/MT Numbers--------------------------------Yes 8325 1451 176 Allow Creation of Missing Sections---------------------------No 8325 1451 177 Allow Insertion of Energy Points-----------------------------No 8325 1451 178 Create Uniform Energy Grid-----------------------------------No 8325 1451 179 Delete Section if Cross Section =0 at All Energies-----------Yes 8325 1451 180 **************** Program DICTIN (VERSION 2004-1) ****************8325 1451 181 1 451 266 28325 1451 182 2 151 108 18325 1451 183 3 1 8756 28325 1451 184 3 2 3070 28325 1451 185 3 4 24 18325 1451 186 3 5 7 28325 1451 187 3 16 12 18325 1451 188 3 17 6 18325 1451 189 3 22 109 18325 1451 190 3 28 9 18325 1451 191 3 32 7 18325 1451 192 3 33 6 18325 1451 193 3 51 10 18325 1451 194 3 52 10 18325 1451 195 3 53 9 18325 1451 196 3 54 9 18325 1451 197 3 55 9 18325 1451 198 3 56 9 18325 1451 199 3 57 9 18325 1451 200 3 58 9 18325 1451 201 3 59 8 18325 1451 202 3 60 9 18325 1451 203 3 61 9 18325 1451 204 3 62 8 18325 1451 205 3 63 8 18325 1451 206 3 64 8 18325 1451 207 3 65 8 18325 1451 208 3 66 8 18325 1451 209 3 67 8 18325 1451 210 3 68 8 18325 1451 211 3 69 8 18325 1451 212 3 91 12 18325 1451 213 3 102 5713 18325 1451 214 3 103 94 18325 1451 215 3 104 9 18325 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1850 9787.25446 8.50478135 9788.06630 8.50325352 9788.87813 8.501733048325 3 1 1851 9789.68997 8.50021902 9790.50180 8.49871079 9791.62588 8.496630848325 3 1 1852 9792.74996 8.49455937 9793.87404 8.49249523 9794.99812 8.490437478325 3 1 1853 9796.12220 8.48838526 9797.24628 8.48633794 9798.37036 8.484294918325 3 1 1854 9799.49443 8.48225570 9801.11810 8.47931601 9802.74177 8.476382318325 3 1 1855 9804.36544 8.47345372 9805.98911 8.47052952 9807.61278 8.467609098325 3 1 1856 9809.23645 8.46469193 9810.86012 8.46177761 9813.10828 8.457746458325 3 1 1857 9814.98175 8.45439026 9816.48052 8.45170756 9817.47970 8.450703248325 3 1 1858 9819.97765 8.44819607 9822.47560 8.44569197 9824.97356 8.443190478325 3 1 1859 9827.47151 8.44069119 9829.96946 8.43819384 9832.46741 8.435698148325 3 1 1860 9835.46496 8.43270521 9838.46250 8.42971406 9842.95882 8.425230028325 3 1 1861 9847.45514 8.42074868 9851.95145 8.41626956 9856.44776 8.411792268325 3 1 1862 9860.94408 8.40731645 9865.44040 8.40284190 9871.43549 8.396877468325 3 1 1863 9877.43057 8.39091456 9883.43823 8.38494045 9892.46859 8.375962258325 3 1 1864 9901.49895 8.36698580 9910.57962 8.35796071 9922.72071 8.345895588325 3 1 1865 9936.88532 8.33182137 9944.97938 8.32377967 9961.16750 8.307697348325 3 1 1866 9977.35563 8.29161611 9999.61429 8.26950580 10025.9200 8.243376948325 3 1 1867 10058.2963 8.21121979 10090.6725 8.17906395 10123.0488 8.146908948325 3 1 1868 10171.6132 8.09867789 10203.9894 8.06652477 10220.1775 8.047036698325 3 1 1869 10268.7419 7.98857368 10336.7320 7.90672747 10395.0093 7.836575588325 3 1 1870 10440.3360 7.78201431 10492.1380 7.70801282 10543.9400 7.634013188325 3 1 1871 10595.7420 7.56001566 10647.5440 7.48602054 10699.3460 7.398688188325 3 1 1872 10751.1480 7.31135893 10789.9995 7.24586441 10828.8510 7.180372048325 3 1 1873 10854.7520 7.13671229 10867.7025 7.11131221 10906.5540 7.035114678325 3 1 1874 10945.4055 6.95892064 10984.2570 6.88273009 11023.1085 6.806544088325 3 1 1875 11049.0095 6.75575645 11061.9600 6.72826761 11087.8610 6.673293108325 3 1 1876 11113.7620 6.61832136 11139.6630 6.56335267 11165.5640 6.508387378325 3 1 1877 11191.4650 6.45342584 11217.3660 6.39846851 11243.2670 6.343515888325 3 1 1878 11269.1680 6.28856851 11295.0690 6.23362707 11320.9700 6.178692338325 3 1 1879 11346.8710 6.13344030 11372.7720 6.08819690 11398.6730 6.042963368325 3 1 1880 11431.0493 6.00399093 11450.4750 5.98061749 11469.9008 5.971803368325 3 1 1881 11489.3265 5.96299845 11499.0394 5.95860155 11508.7523 5.964604418325 3 1 1882 11528.1780 5.97662171 11541.1285 5.98464255 11547.6038 5.996016368325 3 1 1883 11567.0295 6.03015255 11586.4553 6.08700272 11592.9305 6.105959148325 3 1 1884 11605.8810 6.16330118 11618.8315 6.22065902 11625.3068 6.260180208325 3 1 1885 11638.2573 6.33923639 11651.2078 6.44053115 11657.6830 6.491185368325 3 1 1886 11664.1583 6.55600730 11677.1088 6.68566619 11690.0593 6.848418628325 3 1 1887 11696.5345 6.92980408 11703.0098 7.02827081 11709.4850 7.126747028325 3 1 1888 11715.9603 7.24108955 11722.4355 7.35544261 11728.9108 7.488059188325 3 1 1889 11735.3860 7.62068747 11741.8613 7.77438313 11748.3365 7.928091868325 3 1 1890 11754.8118 8.10615562 11761.2870 8.28423401 11767.7623 8.490531568325 3 1 1891 11774.2375 8.69683926 11787.1880 9.17298340 11796.9009 9.578857248325 3 1 1892 11800.1385 9.73074007 11806.6138 10.0345377 11813.0890 10.37434048325 3 1 1893 11816.3267 10.5442602 11822.8019 10.9245716 11826.0395 11.11473988325 3 1 1894 11832.5148 11.5407119 11835.7524 11.7537085 11842.2277 12.23112248325 3 1 1895 11845.4653 12.4698409 11851.9405 13.0053416 11855.1782 13.27311698325 3 1 1896 11861.6534 13.8741843 11864.8910 14.1747364 11871.3663 14.84995368325 3 1 1897 11874.6039 15.1875775 11881.0792 15.9465344 11884.3168 16.32602958325 3 1 1898 11890.7920 17.1796651 11894.0297 17.6065208 11900.5049 18.54800898325 3 1 1899 11906.9802 19.5667153 11910.2178 20.1178316 11913.4554 20.66897748325 3 1 1900 11919.9307 21.8616580 11926.4059 23.1520056 11929.6435 23.84981478325 3 1 1901 11932.8812 24.5476800 11939.3564 26.0566365 11945.8317 27.68723828325 3 1 1902 11949.0693 28.5675222 11952.3069 29.4478453 11958.7822 31.34697248325 3 1 1903 11965.2574 33.3921955 11968.4950 34.4906947 11971.7327 35.58926898325 3 1 1904 11978.2079 37.9506339 11984.6832 40.4802969 11987.9208 41.83093948325 3 1 1905 11991.1584 43.1816241 12000.8713 47.5587069 12010.5842 52.31793648325 3 1 1906 12020.2970 57.4300760 12033.2475 64.6901724 12039.7228 68.45721418325 3 1 1907 12049.4357 74.1076015 12059.1485 79.7577285 12068.8614 85.09347598325 3 1 1908 12077.9915 89.6729575 12086.8303 93.5418738 12092.7227 95.66245608325 3 1 1909 12095.6689 96.7226700 12096.9640 97.0813450 12103.1802 98.80270578325 3 1 1910 12104.9933 99.1524518 12111.1934 100.348182 12113.8644 100.6271838325 3 1 1911 12119.2065 101.184975 12122.6060 101.293606 12124.5486 101.3556118325 3 1 1912 12131.3476 101.086588 12133.0474 101.019278 12140.7367 100.1014938325 3 1 1913 12141.5461 100.004867 12147.2119 98.9231494 12150.7733 98.24314528325 3 1 1914 12160.1624 95.8454159 12161.4575 95.5146687 12175.7030 91.06952018325 3 1 1915 12189.3011 86.2649378 12201.6040 81.9181258 12202.2516 81.68861878325 3 1 1916 12211.9644 78.2465570 12221.0298 75.0340395 12222.6486 74.49831698325 3 1 1917 12233.3328 70.9626589 12240.4555 68.6056837 12243.6932 67.61997258325 3 1 1918 12253.4060 64.6630535 12263.1189 61.9286778 12266.3565 61.01726398325 3 1 1919 12272.8318 59.3419422 12279.3070 57.6667118 12282.5447 56.89986098325 3 1 1920 12292.2575 54.5994698 12301.9704 52.4982407 12305.2080 51.79786348325 3 1 1921 12311.6833 50.5196228 12318.1585 49.2414476 12321.3962 48.65831748325 3 1 1922 12331.1090 46.9090433 12340.8219 45.3121800 12344.0595 44.77991488325 3 1 1923 12350.5348 43.8281572 12360.2477 42.4005745 12363.4853 41.92473258325 3 1 1924 12369.9605 41.0918721 12379.6734 39.8426071 12382.9110 39.42620238325 3 1 1925 12389.3863 38.6944877 12395.8615 37.9627980 12402.3368 37.23111768325 3 1 1926 12408.8120 36.5821914 12421.7625 35.2843752 12434.7130 34.13621358325 3 1 1927 12441.1883 33.5621464 12447.6635 33.0495776 12460.6140 32.02446418325 3 1 1928 12473.5645 31.1096629 12480.0398 30.6522716 12486.5150 30.24055378325 3 1 1929 12499.4655 29.4171344 12512.4160 28.6876232 12525.3665 27.95813048325 3 1 1930 12538.3170 27.3184461 12551.2675 26.6787766 12564.2180 26.11433868325 3 1 1931 12577.1685 25.5499158 12583.6438 25.2994272 12603.0695 24.54799258325 3 1 1932 12622.4953 23.8773966 12628.9705 23.6538728 12641.9210 23.26300488325 3 1 1933 12661.3468 22.6767175 12667.8220 22.4812949 12680.7725 22.14578168325 3 1 1934 12700.1983 21.6425229 12706.6735 21.4747753 12719.6240 21.18402418325 3 1 1935 12739.0498 20.7479060 12745.5250 20.6025376 12758.4755 20.34970158325 3 1 1936 12777.9013 19.9704549 12784.3765 19.8440426 12797.3270 19.62431188325 3 1 1937 12823.2280 19.1848604 12836.1785 18.9651395 12849.1290 18.77727998325 3 1 1938 12875.0300 18.4015692 12887.9805 18.2137176 12900.9310 18.05372758325 3 1 1939 12926.8320 17.7337538 12952.7330 17.4137860 12978.6340 17.14387988325 3 1 1940 13004.5350 16.8739782 13017.4855 16.7390294 13030.4360 16.62456688325 3 1 1941 13056.3370 16.3956452 13082.2380 16.1667269 13095.1885 16.05226938325 3 1 1942 13108.1390 15.9564178 13134.0400 15.7647177 13172.8915 15.47717228325 3 1 1943 13185.8420 15.3813252 13211.7430 15.2219453 13250.5945 14.98288008325 3 1 1944 13289.4460 14.7438181 13328.2975 14.5446879 13367.1490 14.34556048325 3 1 1945 13406.0005 14.1464357 13444.8520 13.9803964 13496.6540 13.75901408325 3 1 1946 13548.4560 13.5376347 13600.2580 13.3511830 13652.0600 13.16473388325 3 1 1947 13703.8620 12.9782869 13755.6640 12.8183712 13820.4165 12.61847928325 3 1 1948 13859.2680 12.4985454 13911.0700 12.3386355 13927.2582 12.29359748325 3 1 1949 13975.8225 12.1584857 14024.3869 12.0233753 14072.9513 11.88826628325 3 1 1950 14105.3275 11.7981945 14153.8919 11.6630880 14202.4563 11.52798298325 3 1 1951 14251.0207 11.3928797 14299.5850 11.2577784 14348.1494 11.12267918325 3 1 1952 14396.7138 10.9875818 14429.0900 10.8975186 14446.4101 10.84933888325 3 1 1953 14463.7301 10.7945108 14507.6875 10.6553624 14536.3250 10.56471118325 3 1 1954 14564.9625 10.4740612 14593.6000 10.3834129 14607.9188 10.33808958325 3 1 1955 14622.2375 10.2854970 14650.8750 10.1803137 14679.5125 10.07513268325 3 1 1956 14708.1500 9.96995405 14728.1963 9.89633098 14738.2194 9.853386688325 3 1 1957 14762.5613 9.74909568 14788.3350 9.63867351 14811.2450 9.540523088325 3 1 1958 14822.7000 9.49144884 14845.6100 9.37843480 14868.5200 9.265424638325 3 1 1959 14891.4300 9.15241889 14914.3400 9.02215413 14940.1138 8.875612938325 3 1 1960 14957.2963 8.77792390 14965.8875 8.72908191 14974.4788 8.673030698325 3 1 1961 14991.6613 8.56093393 15008.8438 8.44884290 15017.4350 8.392800988325 3 1 1962 15026.0263 8.32960251 15043.2088 8.20321382 15060.3913 8.076833738325 3 1 1963 15068.9825 8.01364835 15073.2782 7.97796995 15086.1650 7.870943538325 3 1 1964 15099.0519 7.76392334 15111.9388 7.65691112 15120.5300 7.585576188325 3 1 1965 15124.8257 7.54565407 15137.7125 7.42590072 15150.5994 7.306158048325 3 1 1966 15163.4863 7.18642864 15172.0775 7.10661988 15176.3732 7.063756058325 3 1 1967 15189.2600 6.93518530 15199.9991 6.82805759 15210.7382 6.720945728325 3 1 1968 15221.4772 6.61385281 15232.2163 6.50678095 15242.9554 6.399733588325 3 1 1969 15246.5350 6.36406157 15253.6944 6.29997700 15260.8538 6.235910438325 3 1 1970 15268.0132 6.17186012 15275.1725 6.10782879 15282.3319 6.056423738325 3 1 1971 15289.4913 6.00504123 15296.6507 5.96870752 15303.8100 5.932402798325 3 1 1972 15310.9694 5.91524117 15314.5491 5.90667829 15318.1288 5.905279998325 3 1 1973 15325.2882 5.91725455 15326.0041 5.91845660 15332.4475 5.950192248325 3 1 1974 15333.8794 5.95725549 15339.6069 6.00894546 15341.7547 6.028345108325 3 1 1975 15344.9765 6.07396948 15349.6300 6.13990181 15350.3460 6.154406528325 3 1 1976 15355.7156 6.26322671 15356.7894 6.28499790 15361.0850 6.398575918325 3 1 1977 15362.1590 6.42698373 15366.4546 6.56736173 15367.5285 6.602467908325 3 1 1978 15371.8241 6.77344054 15372.8981 6.81620101 15377.1937 7.024191778325 3 1 1979 15378.2675 7.07620009 15382.5632 7.32844962 15383.6371 7.391527698325 3 1 1980 15387.2168 7.63668921 15387.9327 7.69203289 15390.7965 7.913474428325 3 1 1981 15393.3022 8.13187462 15394.3762 8.22550766 15397.9559 8.576893668325 3 1 1982 15398.6718 8.65594406 15401.5356 8.97223326 15404.0413 9.283292068325 3 1 1983 15405.1152 9.41663432 15408.5159 9.88954152 15409.4109 10.02805938325 3 1 1984 15411.7377 10.3882427 15414.7804 10.9107403 15414.9594 10.94148438325 3 1 1985 15418.1811 11.5550892 15419.9709 11.9329684 15421.4028 12.23533368325 3 1 1986 15424.6246 12.9892064 15424.8035 13.0355741 15427.8463 13.82432478325 3 1 1987 15429.6361 14.3379723 15431.0680 14.7489655 15433.9317 15.65328568325 3 1 1988 15434.4687 15.8376790 15436.4375 16.5138066 15438.9433 17.44390318325 3 1 1989 15439.3013 17.5874393 15441.4491 18.4486787 15443.9548 19.53319628325 3 1 1990 15444.1338 19.6167460 15446.4606 20.7029140 15448.7517 21.85500198325 3 1 1991 15448.9664 21.9629753 15451.4722 23.3188308 15453.3694 24.43859998325 3 1 1992 15455.0160 25.4105424 15457.9872 27.3439664 15458.4525 27.64676978325 3 1 1993 15461.8890 30.0992021 15462.6050 30.6568772 15465.3255 32.77594318325 3 1 1994 15468.7620 35.6810434 15472.0554 38.6782565 15475.0623 41.59018878325 3 1 1995 15479.0715 45.7119720 15483.0808 50.0658057 15483.7967 50.87634628325 3 1 1996 15488.8083 56.5501853 15493.1039 61.4130529 15497.1132 65.95136958325 3 1 1997 15497.3995 66.2543674 15500.2633 69.2848656 15501.1511 70.22425008325 3 1 1998 15503.1270 72.1307844 15505.0601 73.9958003 15505.9908 74.77973638325 3 1 1999 15508.9691 77.2879896 15509.3700 77.5711826 15509.8855 77.93528498325 3 1 2000 15512.1479 79.5331018 15512.2910 79.6341494 15515.1548 81.28722308325 3 1 2001 15515.2980 81.3518863 15518.0185 82.5800165 15518.1617 82.62634338325 3 1 2002 15520.8823 83.5061406 15522.0278 83.7315017 15523.7460 84.06931358325 3 1 2003 15525.8939 84.2293297 15526.6098 84.2825866 15530.0463 84.09298488325 3 1 2004 15530.2611 84.0811136 15533.9124 83.4036823 15535.7738 82.82057838325 3 1 2005 15538.7807 81.8784459 15543.6491 79.8011192 15550.9517 76.00846138325 3 1 2006 15552.2404 75.2643571 15557.6815 72.1228801 15561.9055 69.68430158325 3 1 2007 15566.4159 67.0805886 15570.9264 64.4770409 15571.9287 63.89854318325 3 1 2008 15575.4368 62.0362504 15579.9472 59.6420955 15581.5938 58.76814168325 3 1 2009 15584.4575 57.3883586 15588.7532 55.3187980 15589.2902 55.08338358325 3 1 2010 15594.1227 52.9650714 15595.9126 52.1805412 15598.9553 50.97428028325 3 1 2011 15603.0720 49.3423775 15603.7879 49.0864799 15608.6205 47.35922008325 3 1 2012 15610.2313 46.7835292 15612.2002 46.1529465 15616.1378 44.89192238325 3 1 2013 15618.1066 44.2614471 15620.0755 43.6992119 15624.0131 42.57486618325 3 1 2014 15625.9819 42.0127241 15627.9508 41.5110821 15631.8884 40.50790608325 3 1 2015 15633.8572 40.0063504 15637.7949 39.1095199 15641.7325 38.21277798325 3 1 2016 15643.5224 37.8528499 15648.8919 36.7731811 15652.4716 36.05343918325 3 1 2017 15654.2615 35.7410572 15659.6310 34.8040054 15663.2107 34.17933338325 3 1 2018 15665.0006 33.9066859 15670.3700 33.0888362 15673.9497 32.54361598325 3 1 2019 15675.7396 32.3042581 15681.1091 31.5862490 15684.6888 31.10759808325 3 1 2020 15688.2685 30.6849587 15695.4279 29.8397327 15702.5872 29.08940968325 3 1 2021 15706.1669 28.7142631 15709.7466 28.3854498 15716.9060 27.72785898325 3 1 2022 15720.4857 27.3990792 15724.0654 27.1142096 15731.2247 26.54450618325 3 1 2023 15734.8044 26.2596628 15738.3841 26.0109096 15745.5435 25.51342538325 3 1 2024 15749.1232 25.2646931 15752.7029 25.0458989 15759.8622 24.60833448325 3 1 2025 15763.4419 24.3895570 15767.0216 24.2012569 15777.7607 23.63638318325 3 1 2026 15784.9200 23.2598215 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3551 34668.4142 21.1756122 34668.7918 21.2678014 34669.2826 21.38687798325 3 1 3552 34669.8150 21.4314951 34670.0000 21.4467990 34670.1869 21.46207998325 3 1 3553 34670.4531 21.4431132 34670.9628 21.4059914 34671.0572 21.38415828325 3 1 3554 34671.6236 21.2521985 34671.9823 21.1680555 34672.2277 21.07182568325 3 1 3555 34672.8790 20.8154102 34672.9262 20.7967581 34673.5869 20.45195278325 3 1 3556 34673.8701 20.3038311 34674.1533 20.1256905 34675.0500 19.56075198325 3 1 3557 34675.0737 19.5458008 34676.2299 18.7333953 34677.5514 17.80464998325 3 1 3558 34678.2594 17.3073839 34678.3066 17.2742598 34678.9674 16.85245058325 3 1 3559 34679.5809 16.4612427 34679.6517 16.4161437 34680.1473 16.14178798325 3 1 3560 34680.5720 15.9069371 34680.8552 15.7504838 34680.9968 15.68484228325 3 1 3561 34681.4216 15.4881461 34681.7047 15.3571886 34682.0587 15.19358048325 3 1 3562 34682.0823 15.1848629 34682.4599 15.0455587 34682.8375 14.90642558325 3 1 3563 34683.2150 14.7674944 34683.4038 14.6980897 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35356.4140 12.2103564 35385.3420 12.18642988325 3 1 3602 35443.1980 12.1385771 35501.0540 12.0907247 35558.9100 12.04287258325 3 1 3603 35616.7660 11.9950207 35674.6220 11.9471690 35703.5500 11.92324338325 3 1 3604 35732.4780 11.9057025 35790.3340 11.8706211 35848.1900 11.83553998325 3 1 3605 35906.0460 11.8004588 35992.8300 11.7478375 36079.6140 11.69521648325 3 1 3606 36165.7400 11.6429946 36250.5500 11.6055709 36307.0900 11.58062198325 3 1 3607 36384.8325 11.5463173 36448.4400 11.5182501 36490.8450 11.49953888325 3 1 3608 36533.2500 11.4808275 36575.6550 11.4621165 36618.0600 11.44340558325 3 1 3609 36660.4650 11.4246948 36688.7350 11.4122212 36717.0050 11.39974778325 3 1 3610 36745.2750 11.3872744 36773.5450 11.3748013 36787.6800 11.36856488325 3 1 3611 36794.7475 11.3664328 36815.9500 11.3600369 36837.1525 11.35364128325 3 1 3612 36858.3550 11.3472457 36872.4900 11.3429823 36886.6250 11.33871918325 3 1 3613 36900.7600 11.3344560 36914.8950 11.3301932 36929.0300 11.32593078325 3 1 3614 36941.3982 11.3222012 36953.7663 11.3184721 36966.1344 11.31474348325 3 1 3615 36975.4105 11.3119471 36984.6866 11.3091511 36993.9628 11.30635548325 3 1 3616 37003.2388 11.3035601 37012.5149 11.3007652 37021.7910 11.29797098325 3 1 3617 37030.8462 11.2952436 37039.4597 11.2926501 37048.0733 11.29005728325 3 1 3618 37053.8156 11.2883291 37059.5580 11.2866015 37065.3003 11.28487438325 3 1 3619 37070.3800 11.2833470 37071.0427 11.2836138 37076.1224 11.28565988325 3 1 3620 37082.7482 11.2883294 37087.1654 11.2901097 37091.5826 11.29189068325 3 1 3621 37095.9998 11.2936722 37100.4170 11.2954545 37104.8342 11.29723768325 3 1 3622 37109.2513 11.2990216 37112.7851 11.3004496 37116.3188 11.30187848325 3 1 3623 37119.8526 11.3033080 37123.3863 11.3047386 37126.9200 11.30617038325 3 1 3624 37126.9201 11.3061705 37130.4538 11.3137103 37133.9876 11.32125178325 3 1 3625 37137.5213 11.3287945 37141.3643 11.3369996 37143.9263 11.34247118325 3 1 3626 37146.4883 11.3479438 37149.0502 11.3534177 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3677 37263.1019 14.9393648 37263.6762 14.7521566 37263.7203 14.74029298325 3 1 3678 37264.4271 14.5501784 37265.2222 14.3363460 37265.4431 14.27694628325 3 1 3679 37266.0173 14.1520779 37266.8124 13.9791992 37267.2100 13.89276118325 3 1 3680 37267.6075 13.8221231 37268.4026 13.6808508 37268.9768 13.57884178325 3 1 3681 37269.1977 13.5477798 37269.9928 13.4359939 37270.8762 13.31181158325 3 1 3682 37271.6272 13.2062559 37271.8480 13.1823550 37272.8198 13.07717848325 3 1 3683 37273.7916 12.9720174 37274.2775 12.9194438 37274.7633 12.87935768325 3 1 3684 37275.7351 12.7991809 37276.7069 12.7190149 37277.6787 12.63885878325 3 1 3685 37277.7229 12.6352134 37278.7830 12.5688485 37280.0198 12.49143348325 3 1 3686 37281.0799 12.4250878 37281.2566 12.4168988 37282.4934 12.35958998325 3 1 3687 37283.7302 12.3022894 37284.9670 12.2449963 37286.1155 12.19179968325 3 1 3688 37286.2038 12.1889904 37287.4406 12.1496486 37288.7658 12.10750068325 3 1 3689 37290.1793 12.0625501 37291.5928 12.0176051 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