96-Cm-246 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2009 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 1500.00000 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 2009-1) ***************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 2.00000000 .100000000 9643 1451 198 20000000.0 .100000000 9643 1451 199 ***************** Program RECENT (VERSION 2009-1) ***************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 2.00000000 .100000000 9643 1451 208 20000000.0 .100000000 9643 1451 209 ***************** Program SIGMA1 (VERSION 2009-1) ***************9643 1451 210 Data Doppler Broadened to 1500.00000 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 2.00000000 .100000000 9643 1451 219 20000000.0 .100000000 9643 1451 220 ***************** Program FIXUP (Version 2009-1) ****************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---------------------------------No 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 2009-1) ****************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 3870 09643 1451 242 3 2 735 09643 1451 243 3 4 929 09643 1451 244 3 16 58 09643 1451 245 3 17 44 09643 1451 246 3 18 723 09643 1451 247 3 19 794 09643 1451 248 3 20 57 09643 1451 249 3 21 26 09643 1451 250 3 51 78 09643 1451 251 3 52 58 09643 1451 252 3 53 27 09643 1451 253 3 54 19 09643 1451 254 3 55 56 09643 1451 255 3 56 117 09643 1451 256 3 57 114 09643 1451 257 3 58 111 09643 1451 258 3 59 100 09643 1451 259 3 60 95 09643 1451 260 3 61 112 09643 1451 261 3 62 113 09643 1451 262 3 63 113 09643 1451 263 3 64 114 09643 1451 264 3 65 74 09643 1451 265 3 66 110 09643 1451 266 3 67 103 09643 1451 267 3 68 68 09643 1451 268 3 69 107 09643 1451 269 3 70 110 09643 1451 270 3 91 64 09643 1451 271 3 102 1623 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 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.0091600009643 1455 320 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 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21500.0000 16.8996000 0.0 .001478360 .035322500 .0015565709643 2151 383 24500.0000 16.8175000 0.0 .001467580 .035410000 .0015913009643 2151 384 28000.0000 16.7223000 0.0 .001455090 .035512200 .0016328009643 2151 385 32500.0000 16.6007000 0.0 .001439180 .035644000 .0016877509643 2151 386 37500.0000 16.4667000 0.0 .001421680 .035790800 .0017509809643 2151 387 43027.7000 16.3198000 0.0 .001402560 .035953600 .0018236509643 2151 388 243.953000 0.0 1 0 2 09643 2151 389 .500000000 0.0 2 0 198 329643 2151 390 0.0 0.0 2.00000000 1.00000000 0.0 3.000000009643 2151 391 400.000000 17.4886000 0.0 .004842610 .034711500 9.39853E-49643 2151 392 450.000000 17.4872000 0.0 .004842220 .034713000 9.40200E-49643 2151 393 550.000000 17.4844000 0.0 .004841430 .034715900 9.40889E-49643 2151 394 650.000000 17.4816000 0.0 .004840640 .034718700 9.41582E-49643 2151 395 750.000000 17.4787000 0.0 .004839850 .034721600 9.42274E-49643 2151 396 850.000000 17.4758000 0.0 .004839060 .034724500 9.42969E-49643 2151 397 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1831 151.019911 8.44824093 151.266411 8.38846397 151.512911 8.329339369643 3 1 1832 151.538321 8.32331653 151.727644 8.27854086 151.795397 8.262704689643 3 1 1833 151.910611 8.22889157 152.093578 8.17571929 152.276544 8.123136769643 3 1 1834 152.459511 8.07121814 152.594255 8.03353643 152.642477 8.016733719643 3 1 1835 152.825444 7.95383278 153.008410 7.89190547 153.126827 7.852497129643 3 1 1836 153.138027 7.84792878 153.167690 7.83585245 153.303284 7.781399009643 3 1 1837 153.438877 7.72771874 153.574471 7.67490209 153.666913 7.639554629643 3 1 1838 153.710064 7.61931135 153.845658 7.55679097 153.945368 7.511721809643 3 1 1839 153.981251 7.49553676 154.071978 7.45554904 154.116844 7.431314919643 3 1 1840 154.236098 7.36820895 154.390469 7.28860424 154.477042 7.245212009643 3 1 1841 154.483594 7.24123751 154.493383 7.23531291 154.596297 7.174377909643 3 1 1842 154.699211 7.11495717 154.747085 7.08810757 154.802125 7.051439239643 3 1 1843 154.905039 6.98479840 155.007953 6.92033592 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5.76467349 156.560927 5.76467397 156.601063 5.775748479643 3 1 1857 156.628966 5.79283534 156.641200 5.80048973 156.675161 5.834707909643 3 1 1858 156.683394 5.84635543 156.697193 5.86949915 156.706036 5.884477119643 3 1 1859 156.736910 5.95119346 156.741026 5.96240024 156.748364 5.984973019643 3 1 1860 156.767785 6.04510078 156.784250 6.10517298 156.788368 6.122199059643 3 1 1861 156.799534 6.17407708 156.808950 6.21808030 156.827474 6.315401849643 3 1 1862 156.829533 6.32769626 156.850116 6.46416560 156.850705 6.468511569643 3 1 1863 156.870698 6.61662811 156.870699 6.61663634 156.884819 6.744853289643 3 1 1864 156.891281 6.80372853 156.899514 6.88667290 156.911864 7.021689379643 3 1 1865 156.918933 7.10669417 156.928330 7.22005417 156.932447 7.273495869643 3 1 1866 156.949942 7.52224308 156.953030 7.56904503 156.954468 7.592852729643 3 1 1867 156.971554 7.87645451 156.973612 7.91286718 156.982185 8.077381959643 3 1 1868 156.992137 8.26880161 156.993166 8.29012966 157.008603 8.629735009643 3 1 1869 157.009902 8.66032799 157.014778 8.77541806 157.025069 9.033479799643 3 1 1870 157.036390 9.33667739 157.037619 9.37130427 157.041535 9.481876339643 3 1 1871 157.050798 9.76076800 157.058002 9.98661183 157.065206 10.22724249643 3 1 1872 157.065336 10.2317616 157.074468 10.5498642 157.079614 10.74068409643 3 1 1873 157.090934 11.1772810 157.093054 11.2642559 157.094022 11.30404939643 3 1 1874 157.107400 11.8757289 157.108430 11.9225073 157.120771 12.50565579643 3 1 1875 157.123867 12.6521945 157.139249 13.4583112 157.140333 13.51519619643 3 1 1876 157.156799 14.4717865 157.157727 14.5313869 157.173265 15.53050789643 3 1 1877 157.176205 15.7380515 157.185615 16.4031290 157.189732 16.70374489643 3 1 1878 157.194683 17.0853916 157.197965 17.3386876 157.206198 17.99465169643 3 1 1879 157.210315 18.3407755 157.213161 18.5876201 157.222664 19.41281179643 3 1 1880 157.231639 20.2601811 157.235014 20.5792006 157.239130 20.98066489643 3 1 1881 157.247363 21.8244051 157.250118 22.1155610 157.254567 22.58627439643 3 1 1882 157.259714 23.1563277 157.268596 24.1701953 157.268975 24.21350669643 3 1 1883 157.272063 24.5821311 157.283383 25.9741352 157.284413 26.10636879643 3 1 1884 157.287074 26.4581156 157.296762 27.7400862 157.297791 27.88038539643 3 1 1885 157.305552 28.9831286 157.309112 29.4894969 157.312199 29.94168229643 3 1 1886 157.321462 31.3548705 157.324030 31.7601252 157.326607 32.16721729643 3 1 1887 157.337928 34.0284217 157.341015 34.5556353 157.342508 34.82075499643 3 1 1888 157.354394 36.9334733 157.355423 37.1233905 157.360986 38.18993509643 3 1 1889 157.369831 39.8873483 157.370860 40.0925681 157.379464 41.87100839643 3 1 1890 157.384239 42.8589412 157.387327 43.5222614 157.397943 45.88459839643 3 1 1891 157.398647 46.0414046 157.403793 47.2302777 157.413055 49.44588699643 3 1 1892 157.416421 50.2802970 157.420259 51.2325679 157.427463 53.08238219643 3 1 1893 157.434899 55.0591853 157.436725 55.5450430 157.441871 56.96130009643 3 1 1894 157.453192 60.1840306 157.453377 60.2384734 157.456279 61.09320879643 3 1 1895 157.469658 65.1993471 157.471855 65.8958050 157.477890 67.81049569643 3 1 1896 157.486124 70.5395062 157.490333 71.9789870 157.495644 73.79679939643 3 1 1897 157.502590 76.2671481 157.508811 78.5483000 157.513396 80.23085639643 3 1 1898 157.519057 82.3870374 157.527289 85.6170525 157.531149 87.13277769643 3 1 1899 157.535523 88.9134247 157.546586 93.5491134 157.548901 94.51989909643 3 1 1900 157.551989 95.8608481 157.565882 102.065360 157.566654 102.4103849643 3 1 1901 157.568455 103.242912 157.584407 110.846094 157.585179 111.2282499643 3 1 1902 157.589038 113.139834 157.604475 121.028290 157.607563 122.6073589643 3 1 1903 157.608077 122.878034 157.623772 131.481177 157.626087 132.7509509643 3 1 1904 157.631747 135.958683 157.643068 142.623368 157.650786 147.1704129643 3 1 1905 157.655417 149.989004 157.671369 160.029165 157.672013 160.4466469643 3 1 1906 157.676000 163.033417 157.694011 175.115791 157.700958 179.9204379643 3 1 1907 157.702243 180.809850 157.718710 192.611152 157.728487 199.8336779643 3 1 1908 157.729903 200.913712 157.744438 212.007696 157.754730 220.0958629643 3 1 1909 157.758847 223.426617 157.771196 233.423463 157.780973 241.5771629643 3 1 1910 157.787792 247.434308 157.803099 260.590500 157.814934 271.0504139643 3 1 1911 157.826384 281.480433 157.832945 287.460906 157.853527 306.6941099643 3 1 1912 157.866906 319.546086 157.873287 325.827797 157.899838 351.9801009643 3 1 1913 157.910130 362.354918 157.929170 381.984499 157.968585 422.6318519643 3 1 1914 158.034450 491.140875 158.060796 518.534821 158.083848 541.7638659643 3 1 1915 158.112664 570.011190 158.133247 589.281004 158.138187 593.7187509643 3 1 1916 158.159593 612.926696 158.181000 631.092171 158.182646 632.4874719643 3 1 1917 158.194173 641.698236 158.205699 650.362757 158.225458 665.1969589643 3 1 1918 158.245217 677.908611 158.260696 687.847539 158.264318 689.9635529643 3 1 1919 158.278808 697.637878 158.290006 703.553644 158.298568 707.5457739643 3 1 1920 158.317011 715.066164 158.324914 718.276898 158.335453 721.8169489643 3 1 1921 158.353895 726.837077 158.359164 728.263438 158.371019 730.5348439643 3 1 1922 158.389462 732.816118 158.400000 734.109354 158.409386 734.5273369643 3 1 1923 158.431615 734.201234 158.434250 733.982930 158.464548 729.7527859643 3 1 1924 158.467182 729.213800 158.468500 728.942376 158.494846 721.7306899643 3 1 1925 158.498798 720.381486 158.508019 717.222858 158.526461 709.7115939643 3 1 1926 158.533706 706.752942 158.541939 702.852459 158.558076 694.3090149643 3 1 1927 158.566639 689.765345 158.575366 684.608125 158.597595 670.2090029643 3 1 1928 158.607475 663.797706 158.617355 656.834247 158.637114 641.8813289643 3 1 1929 158.645348 635.641674 158.653581 629.011027 158.683220 603.7242619643 3 1 1930 158.689806 598.099437 158.704626 584.847604 158.739205 552.5434369643 3 1 1931 158.749085 543.019478 158.808363 484.252039 158.903868 388.6137519643 3 1 1932 158.909631 382.994246 158.923833 369.153989 158.951621 342.6674699643 3 1 1933 158.956766 337.909651 158.976319 319.839193 158.992786 305.0304529643 3 1 1934 158.996903 301.444830 159.019543 281.738543 159.023661 278.2527369643 3 1 1935 159.025719 276.511599 159.050418 256.303822 159.051961 255.0421249643 3 1 1936 159.058651 249.723853 159.077176 235.491655 159.084379 229.9613039643 3 1 1937 159.085409 229.195277 159.103933 215.822359 159.105992 214.3369349643 3 1 1938 159.116797 206.749226 159.126575 200.125619 159.130691 197.4166689643 3 1 1939 159.147157 186.587702 159.149215 185.273694 159.157448 180.2236989643 3 1 1940 159.167740 173.915316 159.179060 167.191513 159.181633 165.6642209643 3 1 1941 159.188323 161.832321 159.200672 154.989350 159.203245 153.5645559643 3 1 1942 159.208906 150.522571 159.222284 143.577713 159.224857 142.2429629643 3 1 1943 159.229488 139.914986 159.243896 132.905711 159.246469 131.6549139643 3 1 1944 159.265508 122.992614 159.266537 122.524800 159.268081 121.8479189643 3 1 1945 159.286606 114.007197 159.287120 113.797660 159.289693 112.7496079643 3 1 1946 159.306674 106.080483 159.308732 105.302908 159.311305 104.3315659643 3 1 1947 159.326743 98.7218121 159.330344 97.4644414 159.333431 96.38747199643 3 1 1948 159.346810 91.9043745 159.351956 90.2493554 159.356073 88.92644229643 3 1 1949 159.366879 85.5969153 159.373568 83.6210819 159.378714 82.10239879643 3 1 1950 159.386947 79.7751814 159.395180 77.5466764 159.401355 75.87676939643 3 1 1951 159.407015 74.4122385 159.416792 71.9924267 159.423996 70.21110759643 3 1 1952 159.427083 69.4814667 159.438404 66.9056552 159.440462 66.43785269643 3 1 1953 159.446637 65.0755532 159.453840 63.5595494 159.460016 62.30348349643 3 1 1954 159.469278 60.4216397 159.470307 60.2222417 159.481628 58.11211249643 3 1 1955 159.486773 57.1540785 159.491919 56.2315469 159.503239 54.30040259643 3 1 1956 159.503240 54.3002384 159.514560 52.4445540 159.519705 51.64218169643 3 1 1957 159.524852 50.8707640 159.536172 49.1759047 159.537202 49.02752909643 3 1 1958 159.546464 47.7610069 159.552638 46.9176206 159.559843 45.97143179643 3 1 1959 159.568076 44.9452050 159.569104 44.8171987 159.582484 43.21678279643 3 1 1960 159.585570 42.8664135 159.589688 42.4176271 159.602037 41.07324749643 3 1 1961 159.605125 40.7500943 159.611300 40.1457891 159.618503 39.44160719643 3 1 1962 159.631110 38.2582768 159.634969 37.8963388 159.639086 37.52502119643 3 1 1963 159.643717 37.1403285 159.651435 36.4997946 159.667902 35.18778119643 3 1 1964 159.668931 35.1089354 159.673048 34.7938552 159.684368 33.99646919643 3 1 1965 159.694145 33.3351801 159.700834 32.8832955 159.707010 32.48194749643 3 1 1966 159.717300 31.8665729 159.719359 31.7481444 159.732738 30.97956389643 3 1 1967 159.740972 30.5232681 159.744573 30.3395181 159.748175 30.15593909643 3 1 1968 159.763612 29.3979782 159.769787 29.1053559 159.774933 28.86177189643 3 1 1969 159.779049 28.6821821 159.794487 28.0328201 159.795001 28.01193879643 3 1 1970 159.808895 27.4481360 159.809924 27.4095852 159.820215 27.03542709643 3 1 1971 159.840798 26.3130724 159.842856 26.2438614 159.858036 25.77879909643 3 1 1972 159.861381 25.6764812 159.881963 25.0735925 159.888138 24.89979069643 3 1 1973 159.895857 24.7038438 159.902546 24.5343008 159.923129 24.03342659643 3 1 1974 159.933420 23.7921939 159.933678 23.7867095 159.943712 23.57371709643 3 1 1975 159.964294 23.1530364 159.971499 23.0107762 159.978702 22.86875469643 3 1 1976 159.984877 22.7599035 160.005460 22.4096766 160.021926 22.13839239643 3 1 1977 160.026043 22.0706613 160.046625 21.7418571 160.071325 21.40524619643 3 1 1978 160.072354 21.3916706 160.096024 21.0798922 160.116607 20.81650919643 3 1 1979 160.120724 20.7695458 160.147996 20.4692891 160.157773 20.36181499643 3 1 1980 160.186589 20.0564656 160.194822 19.9794120 160.223638 19.71903459643 3 1 1981 160.231871 19.6447475 160.268920 19.3203167 160.291562 19.12706329643 3 1 1982 160.305969 19.0193928 160.324494 18.8844011 160.343018 18.74962259643 3 1 1983 160.392417 18.3991977 160.396534 18.3707083 160.441815 18.09697999643 3 1 1984 160.475777 17.8966060 160.491214 17.8056535 160.536497 17.54443319643 3 1 1985 160.540613 17.5237069 160.573545 17.3608346 160.627061 17.10118229643 3 1 1986 160.639410 17.0413385 160.676460 16.8658193 160.705275 16.74521289643 3 1 1987 160.771140 16.4756420 160.816423 16.2939348 160.828772 16.25081749643 3 1 1988 160.837005 16.2221138 160.902870 15.9970749 160.968735 15.77606469643 3 1 1989 161.026367 15.5859686 161.042834 15.5394172 161.116932 15.33387879643 3 1 1990 161.131340 15.2945847 161.191030 15.1320425 161.236312 15.01059999643 3 1 1991 161.265128 14.9435165 161.339226 14.7737242 161.413324 14.60634349643 3 1 1992 161.446257 14.5331275 161.516532 14.3987425 161.524471 14.38358009643 3 1 1993 161.612978 14.2175290 161.715892 14.0273392 161.726183 14.00859339643 3 1 1994 161.800869 13.8925403 161.818806 13.8647003 161.921720 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