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 12000.0000 0.0 1 0 243 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 1200.00000 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 SIGMA1 (VERSION 2009-1) ***************9643 1451 221 Data Doppler Broadened to 12000.0000 Kelvin 9643 1451 222 for All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 223 Data Linearized Using Energy Dependent Uncertainty 9643 1451 224 Energy Accuracy 9643 1451 225 (eV) (per-cent) 9643 1451 226 ----------- ----------- 9643 1451 227 0.0 .010000000 9643 1451 228 1.00000000 .010000000 9643 1451 229 2.00000000 .100000000 9643 1451 230 20000000.0 .100000000 9643 1451 231 ***************** Program FIXUP (Version 2009-1) ****************9643 1451 232 Corrected ZA/AWR in All Sections-----------------------------Yes 9643 1451 233 Corrected Thresholds-----------------------------------------No 9643 1451 234 Extended Cross Sections to 20 MeV----------------------------No 9643 1451 235 Allow Cross Section Deletion---------------------------------No 9643 1451 236 Allow Cross Section Reconstruction---------------------------Yes 9643 1451 237 Make All Cross Sections Non-Negative-------------------------Yes 9643 1451 238 Delete Energies Not in Ascending Order-----------------------Yes 9643 1451 239 Deleted Duplicate Points-------------------------------------Yes 9643 1451 240 Check for Ascending MAT/MF/MT Order--------------------------Yes 9643 1451 241 Check for Legal MF/MT Numbers--------------------------------Yes 9643 1451 242 Allow Creation of Missing Sections---------------------------No 9643 1451 243 Allow Insertion of Energy Points-----------------------------No 9643 1451 244 Create Uniform Energy Grid-----------------------------------No 9643 1451 245 Delete Section if Cross Section =0 at All Energies-----------Yes 9643 1451 246 **************** Program DICTIN (VERSION 2009-1) ****************9643 1451 247 1 451 318 09643 1451 248 1 452 5 09643 1451 249 1 455 7 09643 1451 250 1 456 5 09643 1451 251 2 151 197 09643 1451 252 3 1 3356 09643 1451 253 3 2 519 09643 1451 254 3 4 1057 09643 1451 255 3 16 62 09643 1451 256 3 17 49 09643 1451 257 3 18 561 09643 1451 258 3 19 637 09643 1451 259 3 20 61 09643 1451 260 3 21 26 09643 1451 261 3 51 81 09643 1451 262 3 52 63 09643 1451 263 3 53 33 09643 1451 264 3 54 21 09643 1451 265 3 55 60 09643 1451 266 3 56 120 09643 1451 267 3 57 119 09643 1451 268 3 58 117 09643 1451 269 3 59 105 09643 1451 270 3 60 99 09643 1451 271 3 61 116 09643 1451 272 3 62 116 09643 1451 273 3 63 116 09643 1451 274 3 64 117 09643 1451 275 3 65 77 09643 1451 276 3 66 115 09643 1451 277 3 67 106 09643 1451 278 3 68 71 09643 1451 279 3 69 110 09643 1451 280 3 70 113 09643 1451 281 3 91 67 09643 1451 282 3 102 1342 09643 1451 283 4 2 81 09643 1451 284 4 16 2 09643 1451 285 4 17 2 09643 1451 286 4 18 2 09643 1451 287 4 19 2 09643 1451 288 4 20 2 09643 1451 289 4 21 2 09643 1451 290 4 51 81 09643 1451 291 4 52 75 09643 1451 292 4 53 72 09643 1451 293 4 54 69 09643 1451 294 4 55 2 09643 1451 295 4 56 2 09643 1451 296 4 57 2 09643 1451 297 4 58 2 09643 1451 298 4 59 2 09643 1451 299 4 60 2 09643 1451 300 4 61 2 09643 1451 301 4 62 2 09643 1451 302 4 63 2 09643 1451 303 4 64 2 09643 1451 304 4 65 2 09643 1451 305 4 66 2 09643 1451 306 4 67 2 09643 1451 307 4 68 2 09643 1451 308 4 69 2 09643 1451 309 4 70 2 09643 1451 310 4 91 2 09643 1451 311 5 16 208 09643 1451 312 5 17 67 09643 1451 313 5 18 576 09643 1451 314 5 19 492 09643 1451 315 5 20 362 09643 1451 316 5 21 262 09643 1451 317 5 91 248 09643 1451 318 9643 1 0 319 96246.0000 243.953000 0 2 0 09643 1452 320 0.0 0.0 0 0 1 59643 1452 321 5 2 9643 1452 322 1.00000E-5 3.61416000 .025300000 3.61416000 6484470.00 4.491490009643 1452 323 14000000.0 5.34740000 20000000.0 5.95040000 9643 1452 324 9643 1 0 325 96246.0000 243.953000 0 2 0 09643 1455 326 0.0 0.0 0 0 6 09643 1455 327 1.372000-2 2.950100-2 1.128400-1 3.033700-1 8.600900-1 2.929700+09643 1455 328 0.0 0.0 0 0 1 59643 1455 329 5 2 9643 1455 330 1.00000E-5 .009160000 .025300000 .009160000 6000000.00 .0091600009643 1455 331 8000000.00 .006400000 20000000.0 .006400000 9643 1455 332 9643 1 0 333 96246.0000 243.953000 0 2 0 09643 1456 334 0.0 0.0 0 0 1 59643 1456 335 5 2 9643 1456 336 1.00000E-5 3.60500000 .025300000 3.60500000 6484470.00 4.483000009643 1456 337 14000000.0 5.34100000 20000000.0 5.94400000 9643 1456 338 9643 1 0 339 9643 0 0 340 96246.0000 243.953000 0 0 1 09643 2151 341 96246.0000 1.00000000 0 1 2 09643 2151 342 1.00000E-5 400.000000 1 2 0 09643 2151 343 0.0 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198 329643 2151 401 0.0 0.0 2.00000000 1.00000000 0.0 3.000000009643 2151 402 400.000000 17.4886000 0.0 .004842610 .034711500 9.39853E-49643 2151 403 450.000000 17.4872000 0.0 .004842220 .034713000 9.40200E-49643 2151 404 550.000000 17.4844000 0.0 .004841430 .034715900 9.40889E-49643 2151 405 650.000000 17.4816000 0.0 .004840640 .034718700 9.41582E-49643 2151 406 750.000000 17.4787000 0.0 .004839850 .034721600 9.42274E-49643 2151 407 850.000000 17.4758000 0.0 .004839060 .034724500 9.42969E-49643 2151 408 950.000000 17.4730000 0.0 .004838290 .034727400 9.43661E-49643 2151 409 1100.00000 17.4688000 0.0 .004837100 .034731700 9.44704E-49643 2151 410 1300.00000 17.4631000 0.0 .004835530 .034737400 9.46092E-49643 2151 411 1500.00000 17.4574000 0.0 .004833960 .034743200 9.47487E-49643 2151 412 1800.00000 17.4489000 0.0 .004831610 .034751900 9.49580E-49643 2151 413 2150.00000 17.4390000 0.0 .004828860 .034761900 9.52026E-49643 2151 414 2450.00000 17.4305000 0.0 .004826510 .034770600 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1848 195.871598 109.869840 195.909746 105.411857 195.960684 99.59053579643 3 1 1849 195.964832 99.1165289 195.971190 98.4325593 196.043621 90.81898729643 3 1 1850 196.058066 89.3334188 196.090106 86.2125353 196.097944 85.44913439643 3 1 1851 196.120222 83.3214424 196.152267 80.3961485 196.182378 77.70264739643 3 1 1852 196.206590 75.6504001 196.219528 74.5767048 196.260913 71.14258079643 3 1 1853 196.263355 70.9441179 196.315236 66.9910951 196.344332 64.82192599643 3 1 1854 196.348950 64.4998299 196.369559 63.0625408 196.423883 59.35934879643 3 1 1855 196.425309 59.2642806 196.478205 55.9766651 196.478372 55.96653469643 3 1 1856 196.506285 54.2734861 196.537411 52.5167825 196.583393 49.98197319643 3 1 1857 196.587262 49.7729089 196.629374 47.6621088 196.650934 46.60384289643 3 1 1858 196.668239 45.7545551 196.675355 45.4309993 196.721336 43.38571739643 3 1 1859 196.749216 42.1717230 196.767318 41.4434159 196.813299 39.63427519643 3 1 1860 196.823497 39.2415953 196.830192 38.9838394 196.859280 37.95179099643 3 1 1861 196.905261 36.3568280 196.911169 36.1563083 196.951243 34.90599399643 3 1 1862 196.992146 33.6585612 196.996059 33.5489070 196.997224 33.51626569643 3 1 1863 197.043205 32.2583001 197.073123 31.4583068 197.089186 31.06450589643 3 1 1864 197.135168 29.9638467 197.154099 29.5209496 197.168622 29.21006529643 3 1 1865 197.181149 28.9419621 197.227130 27.9811050 197.235076 27.81847009643 3 1 1866 197.264668 27.2652158 197.308309 26.4663390 197.316052 26.32763979643 3 1 1867 197.351951 25.7409884 197.395593 25.0437692 197.397029 25.02131659643 3 1 1868 197.427465 24.5876777 197.439234 24.4200405 197.478005 23.88004439643 3 1 1869 197.482875 23.8181654 197.526517 23.2764446 197.558982 22.88228579643 3 1 1870 197.570159 22.7612392 197.613801 22.2995761 197.657442 21.84807179643 3 1 1871 197.680448 21.6149941 197.686309 21.5633219 197.701083 21.43311129643 3 1 1872 197.744725 21.0571147 197.788367 20.6890800 197.801912 20.57712859643 3 1 1873 197.832008 20.3605035 197.875650 20.0531125 197.919291 19.75191399643 3 1 1874 197.923378 19.7242380 197.962933 19.4904797 198.006574 19.23777559643 3 1 1875 198.044843 19.0203543 198.050216 18.9940767 198.093858 18.78499499643 3 1 1876 198.117715 18.6728773 198.137499 18.5799327 198.181140 18.37854669643 3 1 1877 198.206796 18.2623418 198.236074 18.1499812 198.291008 17.94384679643 3 1 1878 198.345942 17.7418813 198.368750 17.6595658 198.400875 17.56018759643 3 1 1879 198.455808 17.3935432 198.462841 17.3725818 198.510742 17.22986289643 3 1 1880 198.530703 17.1713310 198.565675 17.0849341 198.620608 16.95152109643 3 1 1881 198.693853 16.7767606 198.767097 16.6050877 198.773632 16.59000529643 3 1 1882 198.840342 16.4625088 198.913586 16.3247655 198.986831 16.18893359643 3 1 1883 199.036540 16.0978593 199.060075 16.0612384 199.169942 15.89285149643 3 1 1884 199.279809 15.7269923 199.299446 15.6977197 199.395528 15.57540049643 3 1 1885 199.522950 15.4152723 199.649988 15.2573840 199.650372 15.25698679643 3 1 1886 199.777794 15.1265653 199.862817 15.0404455 199.947690 14.95450769643 3 1 1887 200.117587 14.7841599 200.175801 14.7262628 200.287483 14.63423509643 3 1 1888 200.457379 14.4953907 200.627275 14.3575310 200.701615 14.29761729643 3 1 1889 200.832007 14.2084041 201.071575 14.0458300 201.227428 13.94086559643 3 1 1890 201.311142 13.8932610 201.550710 13.7580804 201.790277 13.62380809643 3 1 1891 201.933458 13.5440299 202.029845 13.5006205 202.269412 13.39341869643 3 1 1892 202.508980 13.2868242 202.783321 13.1654142 202.999921 13.07007179643 3 1 1893 203.092435 13.0375444 203.401549 12.9295374 203.710663 12.82211719643 3 1 1894 204.019777 12.7152095 204.066385 12.6991580 204.328891 12.62499059643 3 1 1895 204.638005 12.5380517 204.947119 12.4514649 205.142879 12.39683609643 3 1 1896 205.282527 12.3649217 205.644229 12.2826250 206.005931 12.20066219643 3 1 1897 206.367633 12.1189943 206.584891 12.0700975 206.729335 12.04349169643 3 1 1898 207.091037 11.9771012 207.633590 11.8778996 208.037076 11.80442339643 3 1 1899 208.178694 11.7834889 208.728901 11.7025062 209.279109 11.62182749643 3 1 1900 209.829316 11.5414136 209.901905 11.5308352 210.230610 11.48295329643 3 1 1901 210.379524 11.4655877 210.929731 11.4016314 211.487700 11.33696039643 3 1 1902 212.045670 11.2724582 212.417650 11.2295427 213.161610 11.14389919643 3 1 1903 213.196586 11.1398834 213.905569 11.0723746 214.660025 11.00074739643 3 1 1904 215.414481 10.9293182 216.168937 10.8580790 216.923392 10.78702709643 3 1 1905 217.589049 10.7244953 218.254705 10.6621178 218.832052 10.60814839643 3 1 1906 219.409399 10.5543124 219.986745 10.5006242 220.564091 10.44710279643 3 1 1907 221.141438 10.3937736 221.529050 10.3580951 221.919378 10.32228389643 3 1 1908 222.309706 10.2866068 222.347949 10.2831265 222.700034 10.24374249643 3 1 1909 223.090361 10.2002617 223.480689 10.1569946 223.773435 10.12470919643 3 1 1910 224.066181 10.0925886 224.358927 10.0606600 224.598510 10.03469579643 3 1 1911 224.700646 10.0237089 224.882512 9.99795296 225.166515 9.958028649643 3 1 1912 225.379517 9.92832294 225.592518 9.89887023 225.805521 9.869737899643 3 1 1913 225.882527 9.85932963 225.947522 9.84755980 226.089523 9.822079939643 3 1 1914 226.231524 9.79689992 226.373526 9.77211142 226.480027 9.753853589643 3 1 1915 226.586527 9.73596230 226.693028 9.71853315 226.771241 9.706098569643 3 1 1916 226.856666 9.69295010 226.918943 9.68376258 226.942091 9.680357699643 3 1 1917 227.006159 9.67136200 227.070227 9.66279792 227.075472 9.662137709643 3 1 1918 227.134296 9.65319347 227.198365 9.64402965 227.262434 9.635533939643 3 1 1919 227.326502 9.62780993 227.390570 9.62097607 227.433283 9.616980759643 3 1 1920 227.475995 9.61348571 227.518708 9.61053957 227.561420 9.608195579643 3 1 1921 227.604133 9.60651137 227.646845 9.60554980 227.689557 9.605378919643 3 1 1922 227.712996 9.60575953 227.732269 9.60609244 227.774982 9.607774649643 3 1 1923 227.817694 9.61048759 227.860407 9.61432471 227.903119 9.619386419643 3 1 1924 227.945832 9.62578134 227.988544 9.63362578 228.031256 9.643045149643 3 1 1925 228.069592 9.65303365 228.073968 9.65469124 228.110022 9.669807659643 3 1 1926 228.111228 9.67031556 228.158937 9.69263051 228.206646 9.717653649643 3 1 1927 228.254356 9.74563129 228.302065 9.77682605 228.349774 9.811521089643 3 1 1928 228.397484 9.85001951 228.445193 9.89264240 228.467240 9.914404279643 3 1 1929 228.492902 9.94515846 228.521883 9.98282716 228.540611 10.00722759643 3 1 1930 228.588320 10.0746096 228.636030 10.1476275 228.683739 10.22671279643 3 1 1931 228.731448 10.3123253 228.750160 10.3486530 228.779157 10.41193369643 3 1 1932 228.823870 10.5165567 228.826866 10.5235774 228.874576 10.64342709643 3 1 1933 228.918350 10.7612843 228.922285 10.7728814 228.969994 10.92267179643 3 1 1934 229.017703 11.0822499 229.025194 11.1089411 229.065412 11.25239449643 3 1 1935 229.086540 11.3326548 229.113121 11.4423929 229.159838 11.64662559643 3 1 1936 229.206555 11.8627544 229.226519 11.9604823 229.253272 12.09157259643 3 1 1937 229.254730 12.0991299 229.299988 12.3498791 229.346705 12.62264429643 3 1 1938 229.380873 12.8328449 229.393422 12.9146244 229.427843 13.15025009643 3 1 1939 229.440139 13.2344840 229.486855 13.5705829 229.507016 13.72287959643 3 1 1940 229.533572 13.9346706 229.578837 14.3126467 229.580289 14.32477879643 3 1 1941 229.627006 14.7333614 229.633159 14.7896722 229.673722 15.18034569643 3 1 1942 229.720439 15.6499577 229.729830 15.7495037 229.759301 16.06206979643 3 1 1943 229.790515 16.4099142 229.860589 17.2388824 229.880823 17.49233969643 3 1 1944 229.885444 17.5502528 229.926821 18.0934191 229.993052 19.00938339643 3 1 1945 230.011586 19.2791528 230.031817 19.5867139 230.059284 20.00446709643 3 1 1946 230.125515 21.0611798 230.137730 21.2653843 230.182810 22.05023619643 3 1 1947 230.191747 22.2058948 230.257978 23.4108391 230.263872 23.52269389643 3 1 1948 230.324209 24.7117100 230.333803 24.9098453 230.390015 26.07114429643 3 1 1949 230.416756 26.6436934 230.484797 28.1697917 230.495701 28.41443679643 3 1 1950 230.516157 28.8922961 230.574647 30.3030414 230.635790 31.84176789643 3 1 1951 230.642300 32.0056494 230.679908 32.9805205 230.768443 35.37603209643 3 1 1952 230.785168 35.8405435 230.837115 37.3407669 230.894586 39.00095949643 3 1 1953 230.904325 39.2887396 231.020728 42.8625562 231.038439 43.41815229643 3 1 1954 231.059061 44.0651978 231.188918 48.2838274 231.278256 51.24684479643 3 1 1955 231.436348 56.5453486 231.617297 62.6584571 231.698163 65.30476079643 3 1 1956 231.769472 67.6377688 231.775189 67.8155438 231.914710 72.08348549643 3 1 1957 231.942146 72.9224599 231.954960 73.2871596 232.074609 76.59770379643 3 1 1958 232.095110 77.1157841 232.113245 77.5738449 232.216534 80.07524119643 3 1 1959 232.264631 81.1179561 232.268337 81.1982456 232.325343 82.36056379643 3 1 1960 232.419249 84.0455293 232.434151 84.2931790 232.525614 85.59141829643 3 1 1961 232.541635 85.7818578 232.571345 86.0929797 232.617076 86.57122189643 3 1 1962 232.682424 87.0992108 232.708538 87.2679237 232.800000 87.63642629643 3 1 1963 232.823213 87.6715561 232.896982 87.6713102 232.935223 87.57352509643 3 1 1964 232.936476 87.5703031 232.993964 87.3601325 233.002810 87.30572209643 3 1 1965 233.070445 86.8089675 233.090946 86.6581150 233.135478 86.22347949643 3 1 1966 233.187927 85.6301963 233.205668 85.3803980 233.268146 84.49989769643 3 1 1967 233.329261 83.5488162 233.340890 83.3359289 233.400814 82.23817849643 3 1 1968 233.446940 81.3229774 233.504399 80.0503531 233.569941 78.59792299643 3 1 1969 233.578219 78.4019420 233.683480 75.6731081 233.739855 74.21103049643 3 1 1970 233.749317 73.9470017 233.915586 69.0989103 233.924357 68.84310589643 3 1 1971 233.934527 68.5317746 234.121152 62.6506183 234.444746 52.27383059643 3 1 1972 234.537324 49.3743604 234.583123 47.9402808 234.675349 45.13586609643 3 1 1973 234.701590 44.3511331 234.761691 42.6130063 234.810103 41.21326259643 3 1 1974 234.858567 39.8638454 234.911270 38.4298906 234.918616 38.23006689643 3 1 1975 235.008650 35.8763783 235.041786 35.0436004 235.060848 34.57924399643 3 1 1976 235.098683 33.6578348 235.188716 31.5588061 235.210426 31.07553769643 3 1 1977 235.225003 30.7511550 235.278749 29.5929281 235.347148 28.19107079643 3 1 1978 235.360004 27.9350481 235.368782 27.7603055 235.435950 26.48448269643 3 1 1979 235.469294 25.8780564 235.510264 25.1567171 235.538592 24.68146239643 3 1 1980 235.584577 23.9103258 235.591439 23.8007848 235.658890 22.76237509643 3 1 1981 235.694291 22.2415579 235.713585 21.9578319 235.714625 21.94310699643 3 1 1982 235.770360 21.1855446 235.826095 20.4585308 235.835730 20.33794539643 3 1 1983 235.849989 20.1668673 235.881830 19.7850312 235.937565 19.14500809643 3 1 1984 235.957876 18.9216806 235.993299 18.5492914 236.005688 18.42468059643 3 1 1985 236.045990 18.0195279 236.080021 17.6917861 236.098681 17.52228859643 3 1 1986 236.151372 17.0649076 236.161386 16.9818256 236.204062 16.62798569643 3 1 1987 236.256753 16.2103289 236.263239 16.1611611 236.309444 15.83633139643 3 1 1988 236.362135 15.4831515 236.368983 15.4393673 236.414825 15.14649309643 3 1 1989 236.428502 15.0630980 236.467516 14.8396666 236.520207 14.55234459643 3 1 1990 236.532693 14.4874701 236.572898 14.2932612 236.576581 14.27635809643 3 1 1991 236.625588 14.0516299 236.678279 13.8218799 236.717797 13.65688179643 3 1 1992 236.741075 13.5631712 236.757315 13.5043096 236.784178 13.41075149643 3 1 1993 236.796833 13.3667213 236.836350 13.2345306 236.872285 13.11867939643 3 1 1994 236.908219 13.0067648 236.944154 12.8985791 236.949457 12.88313609643 3 1 1995 236.980088 12.8034542 237.016023 12.7133256 237.051957 12.62637059643 3 1 1996 237.087892 12.5424117 237.095574 12.5250691 237.123826 12.46137719643 3 1 1997 237.157839 12.3872295 237.159761 12.3835817 237.195695 12.31790469643 3 1 1998 237.231630 12.2546052 237.267564 12.1935489 237.303499 12.13460109643 3 1 1999 237.339433 12.0776393 237.375367 12.0225428 237.411301 11.96919849643 3 1 2000 237.447236 11.9174968 237.470412 11.8851470 237.483170 11.87026019643 3 1 2001 237.510769 11.8391658 237.519105 11.8297899 237.555039 11.79072699643 3 1 2002 237.590974 11.7529298 237.626908 11.7163188 237.662843 11.68081449643 3 1 2003 237.698777 11.6463455 237.734712 11.6128414 237.770646 11.58023909643 3 1 2004 237.782985 11.5694003 237.824548 11.5395533 237.878450 11.50254529643 3 1 2005 237.925964 11.4712682 237.932351 11.4670705 237.986252 11.43301369643 3 1 2006 238.029949 11.4063097 238.073645 11.3803419 238.117341 11.35504579643 3 1 2007 238.161036 11.3303625 238.199748 11.3090656 238.219297 11.30065929643 3 1 2008 238.277558 11.2764829 238.335819 11.2530801 238.394080 11.23035889643 3 1 2009 238.452341 11.2082373 238.510603 11.1866432 238.568864 11.16551329643 3 1 2010 238.627125 11.1447906 238.685386 11.1244259 238.756354 11.10008809643 3 1 2011 238.772778 11.0944630 238.824894 11.0769617 238.860169 11.06780539643 3 1 2012 238.947561 11.0456003 239.034953 11.0237909 239.151475 10.99521019643 3 1 2013 239.267997 10.9670834 239.384519 10.9393133 239.501041 10.91182659643 3 1 2014 239.658422 10.8750735 239.675824 10.8719055 239.850607 10.84046879643 3 1 2015 240.026057 10.8092070 240.201507 10.7781815 240.464682 10.73200049643 3 1 2016 240.727856 10.6861717 240.991031 10.6406390 241.254205 10.59536589643 3 1 2017 241.348996 10.5791436 241.517380 10.5528594 241.780555 10.51199629643 3 1 2018 242.043729 10.4713403 242.306904 10.4308868 242.482354 10.40403109643 3 1 2019 242.738690 10.3649620 242.981349 10.3281737 243.224009 10.29159949643 3 1 2020 243.466668 10.2552814 243.628441 10.2312469 243.790214 10.20739419643 3 1 2021 243.832749 10.2011844 243.951987 10.1838110 244.073317 10.16633369643 3 1 2022 244.194647 10.1490793 244.315977 10.1321112 244.437306 10.11551369643 3 1 2023 244.518193 10.1047082 244.599079 10.0941583 244.679966 10.08391389643 3 1 2024 244.760852 10.0740351 244.821518 10.0669084 244.882182 10.06006309643 3 1 2025 244.942847 10.0535384 245.003512 10.0473804 245.064177 10.04164049643 3 1 2026 245.113728 10.0373412 245.124841 10.0363905 245.185506 10.03174289643 3 1 2027 245.246170 10.0277116 245.295190 10.0249611 245.344209 10.02271609643 3 1 2028 245.393229 10.0210296 245.442248 10.0199604 245.491268 10.01957229643 3 1 2029 245.540287 10.0199345 245.589307 10.0211231 245.638326 10.02322049643 3 1 2030 245.687346 10.0263158 245.736365 10.0305060 245.757230 10.03280039643 3 1 2031 245.785385 10.0359596 245.834404 10.0427732 245.883424 10.05102219643 3 1 2032 245.932443 10.0608376 245.981462 10.0723610 246.030481 10.08574429643 3 1 2033 246.079501 10.1011498 246.081994 10.1020449 246.128520 10.11889699643 3 1 2034 246.177540 10.1390334 246.226559 10.1617482 246.275579 10.18725199643 3 1 2035 246.324598 10.2157664 246.373618 10.2475288 246.406756 10.27136439643 3 1 2036 246.422637 10.2828522 246.471657 10.3220718 246.520676 10.36532739643 3 1 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