83-Bi-209 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 83209.0000 207.185000 2 0 0 08325 1451 1 0.0 0.0 0 0 0 68325 1451 2 1.00000000 150000000. 7 0 10 78325 1451 3 0.0 0.0 1 0 194 808325 1451 4 83-Bi-209 LANL,ANL EVAL-JUL98 M.Chadwick,P.Young,A.Smith 8325 1451 5 CH99B,CH99 DIST-DEC06 8325 1451 6 ----ENDF/B-VII 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-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 8325 1451 13 8325 1451 14 Covariance data removed except of those for total (MF/MT=33/1) 8325 1451 15 that were judged to be of high quality (M. Herman). 8325 1451 16 8325 1451 17 **************************************************************** 8325 1451 18 8325 1451 19 ENDF/B-VI MOD 2 Evaluation, July 1999, M.B. Chadwick,P.G.Young 8325 1451 20 8325 1451 21 This evaluation provides a complete representation of the 8325 1451 22 nuclear data needed for transport, damage, heating, radioactivity 8325 1451 23 and shielding applications over the incident neutron energy range 8325 1451 24 from 1e-11 to 150 MeV. The evaluation from 20 to 150 MeV is built 8325 1451 25 on the previous evaluation below 20 MeV by Smith, Smith, and 8325 1451 26 Guenther. Above 20 MeV, production cross sections and 8325 1451 27 emission spectra are given for neutrons, protons, deuterons, 8325 1451 28 tritons, alpha particles, gamma rays, and all residual nuclides 8325 1451 29 produced (A>5) in the reaction chains. To summarize, the ENDF 8325 1451 30 sections with non-zero data above 20 MeV are: 8325 1451 31 8325 1451 32 MF=3 MT= 1 Total Cross Section 8325 1451 33 MT= 2 Elastic Scattering Cross Section 8325 1451 34 MT= 3 Nonelastic Cross Section 8325 1451 35 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 8325 1451 36 8325 1451 37 MF=4 MT= 2 Elastic Angular Distributions 8325 1451 38 8325 1451 39 MF=6 MT= 5 Production Cross Sections and Energy-Angle 8325 1451 40 Distributions for Emission Neutrons, Protons, 8325 1451 41 Deuterons, and Alphas; and Angle-Integrated 8325 1451 42 Spectra for Gamma Rays and Residual Nuclei That 8325 1451 43 Are Stable Against Particle Emission 8325 1451 44 8325 1451 45 The evaluation is based on nuclear model calculations that have 8325 1451 46 been benchmarked to experimental data, especially for n+209Bi and 8325 1451 47 p +209Bi reactions [Ch99b]. We use the GNASH code system [Yo92], 8325 1451 48 which utilizes Hauser-Feshbach statistical, preequilibrium and 8325 1451 49 direct-reaction theories. Spherical optical model calculations ar 8325 1451 50 used to obtain particle transmission coefficients for the Hauser- 8325 1451 51 Feshbach calculations, as well as for the elastic proton angular 8325 1451 52 distributions. 8325 1451 53 Cross sections and spectra for producing individual residual 8325 1451 54 nuclei are included for reactions. The energy-angle-correlations 8325 1451 55 for all outgoing particles are based on Kalbach systematics 8325 1451 56 (Ka88). 8325 1451 57 A model was developed to calculate the energy distributions of 8325 1451 58 all recoil nuclei in the GNASH calculations [Ch96]. The recoil 8325 1451 59 energy distributions are represented in the laboratory system in 8325 1451 60 MT=5, MF=6, and are given as isotropic in the lab system. All 8325 1451 61 other data in MT=5,MF=6 are given in the center-of-mass system. 8325 1451 62 This method of representation utilizes the LCT=3 option approved 8325 1451 63 at the November, 1996, CSEWG meeting. 8325 1451 64 Preequilibrium corrections were performed in the course of the 8325 1451 65 GNASH calculations using the exciton model of Kalbach [Ka77, 8325 1451 66 Ka85], validated by comparison with calculations using Feshbach, 8325 1451 67 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 8325 1451 68 nuclear data sheets were matched to continuum level densities 8325 1451 69 using the formulation of Ignatyuk et al. [Ig75] and pairing and 8325 1451 70 shell parameters from the Cook [Co67] analysis. Neutron and 8325 1451 71 charged-particle transmission coefficients were obtained from the 8325 1451 72 optical potentials, as discussed below. Gamma-ray transmission 8325 1451 73 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 8325 1451 74 8325 1451 75 SOME Bi209-SPECIFIC INFORMATION CONCERNING THE EVAL. 8325 1451 76 8325 1451 77 An optical potential developed by Chiba [Ch99] for neutron 8325 1451 78 reactions on lead was modified for use on bismuth. For 8325 1451 79 protons, the Becchetti-Greenlees potential was used, and 8325 1451 80 above 20 MeV the relativistic medium-energy global 8325 1451 81 proton potential of Madland [Ma88] was used. A detailed 8325 1451 82 study of direct reactions on bismuth was undertaken. 8325 1451 83 Collective excitations of excited vibrational states were 8325 1451 84 treated using the weak-coupling model, with a h9/2 proton 8325 1451 85 coupled to a 208Pb core. This allows extensive deformation- 8325 1451 86 length information on direct reactions on 208Pb to be used 8325 1451 87 in the bismuth calculations. The direct and preequilibrium 8325 1451 88 reaction mechanisms were tested through comparisons with 8325 1451 89 neutron emission data at 26 MeV, measured by Marcinkowski [Ma96]. 8325 1451 90 We used the Ignatyuk [Ig75] level density formalism. 8325 1451 91 8325 1451 92 Kim et al.[Ki98] measured 209Bi(n,xn) excitation functions up 8325 1451 93 to 150 MeV. Comparisons with calculations provide a 8325 1451 94 stringent test of the reaction theories embodied within GNASH. 8325 1451 95 Our results agree with the measurements well. The incident 8325 1451 96 proton channel calculations were tested through comparisons 8325 1451 97 with (p,xn) and (p,xp) emission spectra at 90 MeV [Wu77,Ka83]. 8325 1451 98 Again, agreement was good. 8325 1451 99 8325 1451 100 **************************************************************** 8325 1451 101 8325 1451 102 ENDF/B-VI MOD 1 Revision, May 1995, V. McLane (NNDC) 8325 1451 103 8325 1451 104 Minor revision to File 1 comments; MOD not changed. 8325 1451 105 8325 1451 106 **************************************************************** 8325 1451 107 8325 1451 108 ENDF/B-VI MOD 1 Evaluation, August 1989, A. Smith, D. Smith, 8325 1451 109 and P. Guenther (ANL) 8325 1451 110 8325 1451 111 For complete documentation, see Guenther [Gu98]. 8325 1451 112 8325 1451 113 **************************************************************** 8325 1451 114 REFERENCES 8325 1451 115 8325 1451 116 [Be92] O. Bersillon, "SCAT2 - A Spherical Optical Model Code," 8325 1451 117 in Proc. ICTP Workshop on Computation and Analysis of Nuclear 8325 1451 118 Data Relevant to Nuclear Energy and Safety, 10 February-13 8325 1451 119 March, 1992, Trieste, Italy, to be published in World Scientifi 8325 1451 120 Press, and Progress Report of the Nuclear Physics Division, 8325 1451 121 Bruyeres-le-Chatel 1977, CEA-N-2037 (1978) p. 111 8325 1451 122 [Ch93] M.B. Chadwick and P G. Young, Phys.Rev.C 47, 2255 (1993) 8325 1451 123 [Ch96] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 8325 1451 124 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 8325 1451 125 Driven Technologies: Calculational Method for Heavy Recoils," 8325 1451 126 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 8325 1451 127 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 8325 1451 128 [Ch99] M.B. Chadwick, P.G. Young, R.E. MacFarlane, et al., Los 8325 1451 129 National Laboratory report LA-UR-99-1222 (1999) 8325 1451 130 [Ch99b] M. B. Chadwick and P. G. Young, 8325 1451 131 "Nuclear model calculations for bismuth" in 8325 1451 132 APT PROGRESS REPORT: 1 March 1999-- 1 May 1999, internal Los 8325 1451 133 Alamos National Laboratory memo T--2--99/M-12, April 1999 from 8325 1451 134 R.E. MacFarlane to L. Waters. 8325 1451 135 [Co67] J.L. Cook, H. Ferguson, and A.R. deL Musgrove, Aust.J. 8325 1451 136 Phys. 20, 477 (1967) 8325 1451 137 [Gu89] P. Guenther, R.D. Lawson, J.W. Meadows, A.B. Smith et al., 8325 1451 138 Argonne National Laboratory report ANL/NDM-109 (1989) 8325 1451 139 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, 8325 1451 140 "Phenomenological Description of the Energy Dependence of the 8325 1451 141 Level Density Parameter," Sov. J. Nucl. Phys. 21, 255 (1975). 8325 1451 142 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 8325 1451 143 [Ka83] A.M. Kalend, Phys. Rev. C28, 105 (1983) 8325 1451 144 [Ka85] C. Kalbach, "PRECO-D2: Program for Calculating 8325 1451 145 Preequilibrium and Direct Reaction Double Differential Cross 8325 1451 146 Sections," Los Alamos National Laboratory report LA-10248-MS 8325 1451 147 (1985) 8325 1451 148 [Ka88] C. Kalbach, Phys.Rev.C 37, 2350 (1988); see also 8325 1451 149 C. Kalbach and F. M. Mann, Phys.Rev.C 23, 112 (1981) 8325 1451 150 [Ki87] E. Kim, Nucl. Sci. Eng. 129, 209 (1998) 8325 1451 151 [Ko90] J. Kopecky and M. Uhl, Phys.Rev.C 41, 1941 (1990) 8325 1451 152 [Ma88] D.G. Madland,"Recent Results in the Development of a 8325 1451 153 Global Medium-Energy Nucleon-Nucleus Optical Model Potential", 8325 1451 154 "Proc. of a Specialists Meeting on Preequilibrium Reactions", 8325 1451 155 Semmering, Asutria 1988, OECD Paris NEANDC-245, pages 103-116 8325 1451 156 [Ma96] A. Marcinkowski, J. Phys. G 22, 1219 (1996). 8325 1451 157 [Wu77] J.R. Wu and C.C. Chang, Phys. Rev. C16, 1812 (1977). 8325 1451 158 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 8325 1451 159 report LA-12343-MS (1992) 8325 1451 160 8325 1451 161 ************************ C O N T E N T S *********************** 8325 1451 162 ***************** Program LINEAR (VERSION 2007-1) ***************8325 1451 163 For All Data Greater than 1.0000E-10 barns in Absolute Value 8325 1451 164 Data Linearized Using Energy Dependent Uncertainty 8325 1451 165 Energy Accuracy 8325 1451 166 (eV) (per-cent) 8325 1451 167 ----------- ----------- 8325 1451 168 0.0 .010000000 8325 1451 169 1.00000000 .010000000 8325 1451 170 10.0000000 .100000000 8325 1451 171 2.00000E+9 .100000000 8325 1451 172 ***************** Program RECENT (VERSION 2007-1) ***************8325 1451 173 for All Data Greater than 1.0000E-10 barns in Absolute Value 8325 1451 174 Data Linearized Using Energy Dependent Uncertainty 8325 1451 175 Energy Accuracy 8325 1451 176 (eV) (per-cent) 8325 1451 177 ----------- ----------- 8325 1451 178 0.0 .010000000 8325 1451 179 1.00000000 .010000000 8325 1451 180 10.0000000 .100000000 8325 1451 181 2.00000E+9 .100000000 8325 1451 182 ***************** Program FIXUP (Version 2007-1) ****************8325 1451 183 Corrected ZA/AWR in All Sections-----------------------------Yes 8325 1451 184 Corrected Thresholds-----------------------------------------No 8325 1451 185 Extended Cross Sections to 20 MeV----------------------------No 8325 1451 186 Allow Cross Section Deletion---------------------------------Yes 8325 1451 187 Allow Cross Section Reconstruction---------------------------Yes 8325 1451 188 Make All Cross Sections Non-Negative-------------------------Yes 8325 1451 189 Delete Energies Not in Ascending Order-----------------------Yes 8325 1451 190 Deleted Duplicate Points-------------------------------------Yes 8325 1451 191 Check for Ascending MAT/MF/MT Order--------------------------Yes 8325 1451 192 Check for Legal MF/MT Numbers--------------------------------Yes 8325 1451 193 Allow Creation of Missing Sections---------------------------No 8325 1451 194 Allow Insertion of Energy Points-----------------------------No 8325 1451 195 Create Uniform Energy Grid-----------------------------------No 8325 1451 196 Delete Section if Cross Section =0 at All Energies-----------Yes 8325 1451 197 **************** Program DICTIN (VERSION 2007-1) ****************8325 1451 198 1 451 278 08325 1451 199 2 151 108 08325 1451 200 3 1 7080 08325 1451 201 3 2 2398 08325 1451 202 3 4 24 08325 1451 203 3 5 7 08325 1451 204 3 16 12 08325 1451 205 3 17 6 08325 1451 206 3 22 9 08325 1451 207 3 28 9 08325 1451 208 3 32 7 08325 1451 209 3 33 6 08325 1451 210 3 51 10 08325 1451 211 3 52 10 08325 1451 212 3 53 9 08325 1451 213 3 54 9 08325 1451 214 3 55 9 08325 1451 215 3 56 9 08325 1451 216 3 57 9 08325 1451 217 3 58 9 08325 1451 218 3 59 8 08325 1451 219 3 60 9 08325 1451 220 3 61 9 08325 1451 221 3 62 8 08325 1451 222 3 63 8 08325 1451 223 3 64 8 08325 1451 224 3 65 8 08325 1451 225 3 66 8 08325 1451 226 3 67 8 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1899 15595.9125 52.1312501 15601.6400 49.9314165 15607.3675 47.73179958325 3 1 1900 15613.0950 45.8706642 15618.8225 44.0096961 15624.5500 42.43440738325 3 1 1901 15630.2775 40.8592472 15636.0050 39.5207041 15641.7325 38.18226038325 3 1 1902 15647.4600 37.0384555 15653.1875 35.8947278 15658.9150 34.91103278325 3 1 1903 15664.6425 33.9273980 15670.3700 33.1038939 15676.0975 32.28043758325 3 1 1904 15681.8250 31.4570236 15687.5525 30.7838887 15693.2800 30.11078798325 3 1 1905 15699.0075 29.4377177 15704.7350 28.8798133 15710.4625 28.32193388325 3 1 1906 15716.1900 27.7640869 15721.9175 27.3081098 15733.3725 26.39622978325 3 1 1907 15739.1000 25.9403203 15744.8275 25.5719891 15756.2825 24.83537788325 3 1 1908 15762.0100 24.4670937 15767.7375 24.1709121 15779.1925 23.57858518325 3 1 1909 15790.6475 22.9862891 15802.1025 22.5115968 15819.2850 21.79960028325 3 1 1910 15830.7400 21.4184795 15842.1950 21.0373749 15853.6500 20.65628438325 3 1 1911 15865.1050 20.3497040 15876.5600 20.0431346 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17427.4104 13.0356630 17427.8039 13.06204018325 3 1 1950 17428.1973 13.0884655 17428.5907 13.1149535 17428.9841 13.14151328325 3 1 1951 17429.5349 13.1788407 17429.9283 13.2056202 17430.2431 13.25200188325 3 1 1952 17430.5578 13.2984538 17430.8725 13.3450030 17431.1873 13.39167798325 3 1 1953 17431.6594 13.4619206 17431.9742 13.5089526 17432.2889 13.59398178325 3 1 1954 17432.6036 13.6792267 17432.9184 13.7647532 17433.2331 13.85055448325 3 1 1955 17433.5479 13.9886204 17433.8626 14.1270772 17434.1773 14.26606228325 3 1 1956 17434.3347 14.3733263 17434.4921 14.4807702 17434.6494 14.58834628325 3 1 1957 17434.8068 14.6962147 17434.9642 14.8043348 17435.1215 14.95806378325 3 1 1958 17435.2789 15.1122102 17435.4363 15.2667194 17435.5936 15.47506168325 3 1 1959 17435.7510 15.6840079 17435.9084 15.8936479 17435.9871 16.03479928325 3 1 1960 17436.1444 16.3177420 17436.3018 16.6016447 17436.4592 16.97293458325 3 1 1961 17436.6165 17.3450578 17436.7739 17.8283478 17436.9313 18.31314268325 3 1 1962 17437.0887 18.9323555 17437.1673 19.2426545 17437.2460 19.63122948325 3 1 1963 17437.3247 20.0207621 17437.4034 20.4110241 17437.4821 20.90780658325 3 1 1964 17437.5608 21.4054870 17437.6395 21.9041674 17437.7181 22.52025238325 3 1 1965 17437.7968 23.1383682 17437.8755 23.8796075 17437.9542 24.62241918325 3 1 1966 17438.0329 25.5213723 17438.1116 26.4223252 17438.1902 27.46588548325 3 1 1967 17438.3083 29.2527028 17438.3870 30.6505963 17438.4263 31.35042258325 3 1 1968 17438.4657 32.1759560 17438.5444 33.8289623 17438.6231 35.78831238325 3 1 1969 17438.6624 36.7693588 17438.7017 37.9337788 17438.7804 40.27154228325 3 1 1970 17438.8591 43.0605698 17438.8984 44.4571187 17438.9378 46.07466308325 3 1 1971 17438.9771 47.6923555 17439.0165 49.5113693 17439.0558 51.33045458325 3 1 1972 17439.0952 53.3699541 17439.1345 55.4093390 17439.1739 57.73149388325 3 1 1973 17439.2446 61.9093653 17439.2761 64.0149440 17439.3390 68.22978728325 3 1 1974 17439.3705 70.5722107 17439.4649 77.6061644 17439.4964 80.06902428325 3 1 1975 17439.6853 94.8451322 17439.7797 101.203279 17439.8584 105.2724658325 3 1 1976 17439.9213 107.289326 17439.9371 107.789079 17439.9921 108.3760808325 3 1 1977 17440.0000 108.458266 17440.0047 108.506016 17440.0629 107.8605128325 3 1 1978 17440.0787 107.678686 17440.1259 106.115692 17440.1574 105.0596248325 3 1 1979 17440.2046 102.595609 17440.2361 100.939994 17440.2833 97.72952408325 3 1 1980 17440.3462 93.4341974 17440.4092 88.5867612 17440.5980 74.04681688325 3 1 1981 17440.6924 67.4324612 17440.7239 65.2301574 17440.7869 61.33550528325 3 1 1982 17440.8262 58.9118339 17440.8655 56.7512038 17440.9049 54.59028798325 3 1 1983 17440.9442 52.6540196 17440.9836 50.7177228 17441.0229 48.98978598325 3 1 1984 17441.0623 47.2619378 17441.1016 45.7655747 17441.1803 42.77710888325 3 1 1985 17441.2590 40.2656630 17441.2983 39.0147061 17441.3376 37.95894208325 3 1 1986 17441.4163 35.8503162 17441.4950 34.0692303 17441.5344 33.17971208325 3 1 1987 17441.5737 32.4249959 17441.6524 30.9174208 17441.7311 29.59895708325 3 1 1988 17441.8098 28.4112703 17441.8884 27.3897247 17441.9671 26.36914018325 3 1 1989 17442.0458 25.5270968 17442.1245 24.6868243 17442.2032 23.98715108325 3 1 1990 17442.2819 23.2888766 17442.3606 22.7022782 17442.4392 22.11753868325 3 1 1991 17442.5179 21.6401354 17442.5966 21.1636302 17442.6753 20.68793348325 3 1 1992 17442.7540 20.3105101 17442.9113 19.5580570 17443.0687 18.95246268325 3 1 1993 17443.1474 18.6505667 17443.2261 18.4110835 17443.3835 17.93362198325 3 1 1994 17443.4621 17.6958259 17443.5408 17.5149429 17443.6982 17.15424698325 3 1 1995 17443.8556 16.7944621 17444.0130 16.5234887 17444.2490 16.11843028325 3 1 1996 17444.4064 15.9148284 17444.5637 15.7118274 17444.7211 15.50911008325 3 1 1997 17444.8785 15.3623173 17445.0358 15.2159375 17445.1932 15.06974788325 3 1 1998 17445.3506 14.9238097 17445.5080 14.8229307 17445.6653 14.72231618325 3 1 1999 17445.8227 14.6218173 17446.1375 14.4212886 17446.4522 14.29059608325 3 1 2000 17446.7669 14.1603380 17447.0817 14.0303993 17447.2390 13.96562208325 3 1 2001 17447.3964 13.9266570 17447.7112 13.8489815 17448.0259 13.77154658325 3 1 2002 17448.3406 13.6942960 17448.8127 13.5786983 17449.1275 13.53609538325 3 1 2003 17449.4422 13.4936169 17449.7569 13.4512355 17450.2291 13.38780008325 3 1 2004 17450.7012 13.3245372 17451.0159 13.2824420 17451.4094 13.25722928325 3 1 2005 17451.8028 13.2320946 17452.1962 13.2070225 17452.5896 13.18200558325 3 1 2006 17452.9831 13.1570306 17453.3765 13.1321049 17453.7699 13.10721748325 3 1 2007 17454.1633 13.0823637 17454.5568 13.0575341 17454.9502 13.03273808325 3 1 2008 17455.7370 13.0142767 17456.5239 12.9958930 17457.3107 12.97757768325 3 1 2009 17458.0976 12.9593145 17458.8844 12.9410995 17459.6713 12.92292088325 3 1 2010 17460.4581 12.9047773 17461.2450 12.8866595 17462.0318 12.86856818325 3 1 2011 17462.8187 12.8504954 17463.6055 12.8458878 17464.3924 12.84129548325 3 1 2012 17465.1792 12.8367175 17465.9661 12.8321513 17466.7529 12.82759658325 3 1 2013 17467.5398 12.8230507 17468.3266 12.8185141 17469.1135 12.81398458325 3 1 2014 17470.6872 12.8049458 17472.2609 12.7959293 17473.8346 12.78693118325 3 1 2015 17475.4083 12.7779479 17476.9820 12.7689773 17478.5557 12.76001738325 3 1 2016 17480.1294 12.7510662 17482.4899 12.7376538 17484.0636 12.72871978325 3 1 2017 17485.6373 12.7197909 17487.2110 12.7175495 17488.7847 12.71531208325 3 1 2018 17490.3584 12.7130780 17491.9321 12.7108471 17493.5058 12.70861898325 3 1 2019 17495.0795 12.7063931 17498.2269 12.7019477 17501.3743 12.69750928325 3 1 2020 17504.5217 12.6930763 17507.6691 12.6886480 17510.8165 12.68422348325 3 1 2021 17513.9639 12.6798020 17518.6850 12.6731747 17523.4061 12.66655218325 3 1 2022 17528.1272 12.6599332 17532.8483 12.6533172 17537.5694 12.64670378325 3 1 2023 17543.8642 12.6378886 17550.1590 12.6290763 17556.4538 12.62026628325 3 1 2024 17562.7486 12.6114579 17567.8682 12.6042950 17572.9878 12.59713308325 3 1 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34.4563985 23120.1631 31.3545528 23120.1806 28.74799998325 3 2 8026 23120.1980 26.5696745 23120.2155 24.7238750 23120.2330 23.16348008325 3 2 8027 23120.2505 21.8380054 23120.2679 20.7121261 23120.2912 19.44765058325 3 2 8028 23120.3145 18.4056146 23120.3378 17.5388420 23120.3728 16.48981228325 3 2 8029 23120.4077 15.6709087 23120.4427 15.0171793 23120.4893 14.33649838325 3 2 8030 23120.5475 13.7007397 23120.6058 13.2271253 23120.6757 12.80403008325 3 2 8031 23120.7689 12.4008002 23120.9087 12.0031464 23121.0951 11.68267018325 3 2 8032 23121.3513 11.4324898 23121.8057 11.2140483 23122.6794 11.05336748325 3 2 8033 23124.8928 10.9492054 23138.1732 10.8927397 23855.4000 10.72135278325 3 2 8034 23885.0479 10.6389035 23892.6410 10.5185916 23895.6515 10.35768548325 3 2 8035 23897.1010 10.1643028 23897.9373 9.93359584 23898.4390 9.682345698325 3 2 8036 23898.8014 9.37859912 23899.0523 9.04401438 23899.2195 8.714860668325 3 2 8037 23899.3533 8.34625889 23899.4537 7.97232337 23899.5429 7.533990368325 3 2 8038 23899.6098 7.11227312 23899.6655 6.68102626 23899.7213 6.163743268325 3 2 8039 23899.8049 5.29802741 23899.8286 5.11473814 23899.8439 5.059869698325 3 2 8040 23899.8467 5.05845338 23899.8551 5.07583538 23899.8606 5.108524988325 3 2 8041 23899.8662 5.16340814 23899.8718 5.24464579 23899.8774 5.357790428325 3 2 8042 23899.8829 5.50648390 23899.8885 5.70418064 23899.8941 5.958459048325 3 2 8043 23899.8997 6.28137917 23899.9052 6.67951776 23899.9080 6.918342708325 3 2 8044 23899.9108 7.18484197 23899.9136 7.48181384 23899.9164 7.812326438325 3 2 8045 23899.9192 8.17973656 23899.9220 8.58770730 23899.9248 9.040222808325 3 2 8046 23899.9275 9.52279990 23899.9303 10.0756939 23899.9331 10.68690098325 3 2 8047 23899.9359 11.3617084 23899.9387 12.1056865 23899.9415 12.92463368325 3 2 8048 23899.9443 13.8244942 23899.9487 15.4163716 23899.9532 17.28949028325 3 2 8049 23899.9576 19.3801362 23899.9621 21.7969385 23899.9666 24.49820008325 3 2 8050 23899.9721 28.1641874 23899.9788 33.0661646 23899.9911 42.40338718325 3 2 8051 23899.9967 46.2349929 23900.0022 49.3922046 23900.0067 51.39604458325 3 2 8052 23900.0112 52.8160835 23900.0167 53.7487169 23900.0201 53.90907038325 3 2 8053 23900.0256 53.5811916 23900.0312 52.6416624 23900.0401 50.30386108325 3 2 8054 23900.0697 40.6622091 23900.0809 37.4639266 23900.0920 34.71053908325 3 2 8055 23900.1032 32.3264315 23900.1171 29.8433346 23900.1282 28.17631428325 3 2 8056 23900.1450 26.0793622 23900.1617 24.3937672 23900.1784 23.01154658325 3 2 8057 23900.2007 21.5213358 23900.2230 20.3333369 23900.2509 19.15395858325 3 2 8058 23900.2844 18.0573767 23900.3234 17.0825326 23900.3680 16.23624878325 3 2 8059 23900.4237 15.4452467 23900.4906 14.7475201 23900.5687 14.15338608325 3 2 8060 23900.6690 13.6055839 23900.8084 13.0817747 23900.9757 12.65999318325 3 2 8061 23901.2265 12.2518532 23901.5610 11.9184059 23902.0628 11.62635878325 3 2 8062 23902.8990 11.3687016 23904.3485 11.1599334 23907.1904 10.99671358325 3 2 8063 23914.1817 10.8739853 23941.5763 10.7874395 24406.7280 10.66542868325 3 2 8064 24892.6190 10.5922695 25046.6820 10.6431453 25108.3072 10.76852278325 3 2 8065 25143.8602 10.9689446 25165.1920 11.2219886 25179.4132 11.51830148325 3 2 8066 25191.2642 11.9203185 25199.5599 12.3519201 25206.6705 12.88844598325 3 2 8067 25212.5960 13.5226820 25217.3364 14.2179061 25220.8917 14.89827228325 3 2 8068 25224.4470 15.7693979 25226.8172 16.4912179 25229.1874 17.35990768325 3 2 8069 25231.5576 18.4150194 25233.9278 19.7089634 25235.7055 20.87734028325 3 2 8070 25237.4831 22.2563611 25239.2608 23.8925697 25241.0384 25.84238008325 3 2 8071 25242.8161 28.1736284 25244.5937 30.9636486 25245.7788 33.11947048325 3 2 8072 25246.9639 35.5391681 25248.6230 39.4033291 25250.0452 43.16710128325 3 2 8073 25251.9413 48.7603684 25255.4966 59.7736046 25256.9187 63.47718128325 3 2 8074 25258.1038 65.7811682 25259.2889 67.1266832 25260.1422 67.41656038325 3 2 8075 25261.1851 66.9726126 25262.3702 65.4638618 25263.5553 63.05532998325 3 2 8076 25265.2144 58.6364517 25269.4808 45.8025610 25271.3770 40.73320178325 3 2 8077 25273.0361 36.8681531 25274.8138 33.3156989 25276.5914 30.31714988325 3 2 8078 25278.3691 27.7969361 25280.1467 25.6794087 25281.9244 23.89576598325 3 2 8079 25283.7020 22.3875990 25285.4797 21.1060515 25287.2573 20.01143588325 3 2 8080 25289.6275 18.7875629 25291.9977 17.7787961 25294.3679 16.93951298325 3 2 8081 25297.9232 15.9247180 25301.4785 15.1299292 25305.0338 14.49698058325 3 2 8082 25309.7742 13.8364951 25315.6997 13.2186089 25321.6252 12.75858118325 3 2 8083 25328.7358 12.3466267 25338.2166 11.9531703 25352.4378 11.56369628325 3 2 8084 25371.3994 11.2476460 25397.4716 10.9976773 25443.6905 10.77298928325 3 2 8085 25532.5730 10.5920271 25769.5930 10.4151736 26328.7170 10.09839778325 3 2 8086 26549.4600 9.86388229 26684.3585 9.60611796 26770.2030 9.327488078325 3 2 8087 26831.5205 9.00694087 26873.2164 8.67395019 26902.6488 8.337948488325 3 2 8088 26927.1758 7.95245914 26946.7974 7.53775007 26961.5136 7.138697578325 3 2 8089 26976.2298 6.64502537 26997.0778 5.85193988 27001.9832 5.723560118325 3 2 8090 27005.3557 5.69113671 27008.1149 5.72390429 27010.5676 5.822051238325 3 2 8091 27011.7940 5.90467580 27013.6335 6.08399689 27015.4730 6.348872568325 3 2 8092 27016.6994 6.58648808 27017.9257 6.88488821 27019.1521 7.256867848325 3 2 8093 27020.3784 7.71778711 27021.6048 8.28631180 27022.2180 8.617715828325 3 2 8094 27022.8311 8.98461532 27023.4443 9.39056445 27024.0575 9.839221408325 3 2 8095 27024.6707 10.3345841 27025.2838 10.8808344 27025.8970 11.48268748325 3 2 8096 27026.5102 12.1448272 27027.1234 12.8722056 27027.7365 13.66974928325 3 2 8097 27028.7176 15.1048262 27029.6987 16.7525997 27030.6797 18.62969208325 3 2 8098 27031.6608 20.7474393 27032.6419 23.1069517 27033.8683 26.37502558325 3 2 8099 27035.5851 31.4086384 27038.0378 38.7818266 27039.2642 42.08358818325 3 2 8100 27040.4905 44.8319906 27041.4716 46.5190054 27042.4527 47.69952668325 3 2 8101 27043.6791 48.4574029 27044.2923 48.5544316 27045.6412 48.19283378325 3 2 8102 27046.8676 47.3083639 27048.8297 45.1692196 27054.7162 37.34163868325 3 2 8103 27057.7821 33.7635763 27060.2348 31.3231900 27062.6875 29.23320718325 3 2 8104 27065.7534 27.0445009 27068.2061 25.5755920 27071.8851 23.74658848325 3 2 8105 27075.5642 22.2690607 27079.2432 21.0592364 27084.1486 19.75840858325 3 2 8106 27089.0540 18.7224349 27095.1858 17.6957086 27102.5439 16.74218158325 3 2 8107 27111.1283 15.8932611 27120.9391 15.1572502 27133.2026 14.46901268325 3 2 8108 27147.9188 13.8625337 27167.5404 13.2843832 27192.0674 12.78257718325 3 2 8109 27223.9525 12.3392247 27266.8748 11.9459195 27328.1923 11.59141788325 3 2 8110 27420.1685 11.2743671 27567.3305 10.9907629 27824.8640 10.73008248325 3 2 8111 28339.9310 10.4587539 28720.9460 10.3157657 28748.5389 10.35958418325 3 2 8112 28755.7743 10.4605210 28759.4534 10.6199741 28761.6608 10.83833088325 3 2 8113 28763.1324 11.1167775 28764.1135 11.4277684 28764.8493 11.78218728325 3 2 8114 28765.4625 12.2102992 28765.9530 12.6894978 28766.3210 13.16756588325 3 2 8115 28766.6889 13.7909217 28767.0568 14.6202184 28767.3634 15.53368438325 3 2 8116 28767.6086 16.4639890 28767.8539 17.6307188 28768.0378 18.70266348325 3 2 8117 28768.2218 19.9852095 28768.4057 21.5197250 28768.5897 23.35333968325 3 2 8118 28768.7737 25.5259589 28768.9699 28.2379320 28769.2151 32.13079218325 3 2 8119 28769.5340 37.3945697 28769.6811 39.4435553 28769.8038 40.72500738325 3 2 8120 28769.9264 41.4807245 28770.0172 41.6528831 28770.1226 41.42451708325 3 2 8121 28770.2453 40.6118018 28770.3924 38.9934224 28770.5886 36.12430028325 3 2 8122 28770.9811 29.8471108 28771.1773 27.0569240 28771.3490 24.92650438325 3 2 8123 28771.5330 22.9661983 28771.7169 21.3108984 28771.9009 19.91792178325 3 2 8124 28772.0848 18.7473152 28772.3301 17.4665579 28772.5753 16.44004258325 3 2 8125 28772.8206 15.6092582 28773.0659 14.9307245 28773.4338 14.12801198325 3 2 8126 28773.8017 13.5145129 28774.2922 12.9008040 28774.9054 12.35300938325 3 2 8127 28775.6412 11.8987035 28776.6223 11.4976881 28777.8486 11.18131418325 3 2 8128 28779.5656 10.9169527 28782.2635 10.6952164 28787.1689 10.51720678325 3 2 8129 28797.5929 10.3921751 28833.7702 10.3060580 28962.5653 10.23899838325 3 2 8130 28988.3012 10.2872051 28995.3659 10.3975395 28998.6964 10.54765778325 3 2 8131 29000.9168 10.7604263 29002.3297 11.0070921 29003.3390 11.28991688325 3 2 8132 29004.1464 11.6299253 29004.8529 12.0665637 29005.3575 12.50446678325 3 2 8133 29005.8621 13.1048402 29006.2658 13.7590513 29006.5686 14.39591628325 3 2 8134 29006.8713 15.2067725 29007.0732 15.8757818 29007.2750 16.67715068325 3 2 8135 29007.4769 17.6466600 29007.6787 18.8295332 29007.8806 20.28834298325 3 2 8136 29008.0320 21.6112058 29008.1834 23.1783539 29008.3348 25.04369408325 3 2 8137 29008.4861 27.2705783 29008.6376 29.9396190 29008.7385 32.00202928325 3 2 8138 29008.8394 34.3209516 29008.9403 36.9180584 29009.0715 40.73364088325 3 2 8139 29009.1926 44.6907505 29009.3945 52.0255810 29009.6165 60.20891518325 3 2 8140 29009.7376 63.9853457 29009.8385 66.3433953 29009.9394 67.73385038325 3 2 8141 29010.0141 68.0488443 29010.1009 67.6245197 29010.2019 66.12183468325 3 2 8142 29010.3028 63.7051747 29010.4441 59.2510666 29010.8074 46.25993938325 3 2 8143 29010.9689 41.1127686 29011.1102 37.1840624 29011.2616 33.56984268325 3 2 8144 29011.4130 30.5165930 29011.5644 27.9488398 29011.7157 25.79131318325 3 2 8145 29011.8672 23.9707578 29012.0185 22.4326460 29012.1699 21.12427078325 3 2 8146 29012.3213 20.0062768 29012.5231 18.7562095 29012.7250 17.72492588325 3 2 8147 29012.9268 16.8670273 29013.2296 15.8289644 29013.5324 15.01563458325 3 2 8148 29013.8352 14.3677090 29014.2389 13.6914423 29014.7435 13.05863738325 3 2 8149 29015.2481 12.5874198 29015.8537 12.1654066 29016.6611 11.76253338325 3 2 8150 29017.6703 11.4184734 29019.0833 11.1076124 29021.3036 10.82494588325 3 2 8151 29024.6342 10.6080766 29030.6897 10.4373116 29044.3145 10.31419568325 3 2 8152 29093.8778 10.2302663 29118.4672 10.2219824 29151.9982 10.27130108325 3 2 8153 29164.0694 10.3911131 29170.3285 10.5718238 29173.9051 10.78895778325 3 2 8154 29176.5876 11.0813949 29178.5995 11.4490599 29179.9407 11.82296378325 3 2 8155 29181.0584 12.2654969 29181.9526 12.7511012 29182.6232 13.22667788325 3 2 8156 29183.2938 13.8360251 29183.9644 14.6309281 29184.4115 15.30073398325 3 2 8157 29184.8586 16.1185702 29185.3057 17.1269553 29185.7527 18.38219588325 3 2 8158 29186.0881 19.5306020 29186.4234 20.8992848 29186.7587 22.53618488325 3 2 8159 29187.0940 24.4960016 29187.4293 26.8368735 29187.7646 29.61083968325 3 2 8160 29188.0328 32.1605054 29188.3905 35.9912551 29189.1505 44.77782468325 3 2 8161 29189.4188 47.4001374 29189.6423 49.0391438 29189.8659 50.00855348325 3 2 8162 29190.0313 50.2309576 29190.2235 49.9421718 29190.4471 48.90755368325 3 2 8163 29190.6706 47.2387020 29190.9836 44.1589933 29191.7883 35.16819458325 3 2 8164 29192.1460 31.6041970 29192.4589 28.8837589 29192.7943 26.37960778325 3 2 8165 29193.1296 24.2643942 29193.4649 22.4851828 29193.8002 20.98904058325 3 2 8166 29194.1355 19.7280170 29194.5826 18.3423015 29194.9179 17.48197508325 3 2 8167 29195.3650 16.5234943 29195.8120 15.7369310 29196.4827 14.80049228325 3 2 8168 29197.1533 14.0800691 29197.8239 13.5154124 29198.7181 12.93565288325 3 2 8169 29199.8358 12.4030408 29201.1770 11.9479876 29202.9653 11.53394228325 3 2 8170 29205.2007 11.1971095 29208.3303 10.9070101 29213.2482 10.65574298325 3 2 8171 29221.2956 10.4604107 29236.9434 10.3137281 29279.4160 10.20492598325 3 2 8172 29450.7044 10.1024834 29480.3522 10.1530962 29489.5760 10.26912658325 3 2 8173 29494.5173 10.4512145 29497.4820 10.6887921 29499.4586 10.97613848325 3 2 8174 29500.7762 11.2808229 29501.9292 11.6786545 29502.7528 12.08382908325 3 2 8175 29503.5763 12.6476964 29504.2352 13.2717058 29504.7293 13.88727108325 3 2 8176 29505.2234 14.6815413 29505.5528 15.3441811 29505.8823 16.14660698325 3 2 8177 29506.2117 17.1269367 29506.5411 18.3367223 29506.7882 19.43525268325 3 2 8178 29507.0352 20.7372486 29507.2823 22.2890053 29507.5294 24.14466058325 3 2 8179 29507.7765 26.3680785 29508.0235 29.0283597 29508.2706 32.19579568325 3 2 8180 29508.4847 35.3869078 29508.7482 39.8771686 29509.3741 51.74458528325 3 2 8181 29509.5718 54.9417609 29509.7365 56.9513798 29509.9012 58.15507068325 3 2 8182 29510.0296 58.4504096 29510.1647 58.1307053 29510.3294 56.91487178325 3 2 8183 29510.4941 54.9290399 29510.7247 51.2440726 29511.3177 40.42895088325 3 2 8184 29511.5812 36.1307103 29511.8118 32.8444988 29512.0589 29.81765558325 3 2 8185 29512.3059 27.2588542 29512.5531 25.1030939 29512.8001 23.29047768325 3 2 8186 29513.0472 21.7610091 29513.2942 20.4665374 29513.6236 19.03482188325 3 2 8187 29513.9530 17.8699775 29514.2825 16.9128430 29514.6119 16.11938448325 3 2 8188 29515.1060 15.1636010 29515.6001 14.4181246 29516.2590 13.65641118325 3 2 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