96-Cm-246 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 96246.0000 243.953000 2 1 0 09643 1451 1 0.0 0.0 0 0 0 69643 1451 2 1.00000000 20000000.0 7 0 10 79643 1451 3 600.000000 0.0 1 0 232 719643 1451 4 96-Cm-246 MINSK EVAL-NOV95 V.Maslov, + 9643 1451 5 INDC(BLR)-4 DIST-DEC06 9643 1451 6 ----ENDF/B-VII MATERIAL 9643 9643 1451 7 -----INCIDENT NEUTRON DATA 9643 1451 8 ------ENDF-6 FORMAT 9643 1451 9 9643 1451 10 **************************************************************** 9643 1451 11 9643 1451 12 ENDF/B-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 9643 1451 13 9643 1451 14 **************************************************************** 9643 1451 15 9643 1451 16 ENDF/B-VI MOD 3 Evaluation, July 1995 9643 1451 17 (V.M. Maslov, E.Sh. Sukhovitskii, Yu.V. Porodzinskii, 9643 1451 18 A.B. Klepatskii, G.B. Morogovskii, Radiation Physics 9643 1451 19 and Chemistry Problems Inst., Minsk-Sosny, Belorus) 9643 1451 20 9643 1451 21 The evaluation was made under Project Agreement CIS-03-95 9643 1451 22 with the International Science and Technology Center (Moscow), 9643 1451 23 and was financed by Japan (request of Y.Kikuchi, JAERI, Tokai). 9643 1451 24 9643 1451 25 MF=1 GENERAL INFORMATION 9643 1451 26 MT=452 NUMBER OF NEUTRONS PER FISSION 9643 1451 27 Sum of MT=455 and MT=456. 9643 1451 28 MT=455 DELAYED NEUTRON DATA 9643 1451 29 Decay constants from Brady et al. [1]. 9643 1451 30 Number of neutrons per fission from systematics of 9643 1451 31 Tuttle [2]. 9643 1451 32 MT=456 NUMBER OF NEUTRONS PER FISSION BASED ON 9643 1451 33 Madland-Nix model calculations [3]. Above emissive 9643 1451 34 fission threshold a superposition of neutron emission 9643 1451 35 in (n,xnf) reactions [4] and prompt fission neutrons 9643 1451 36 9643 1451 37 MF=2 RESONANCE PARAMETERS 9643 1451 38 MT=151 Single-level Breit-Wigner analysis. 9643 1451 39 Resolved resonance region (1.0E-5 - 400 eV) 9643 1451 40 Parameters for Breit-Wigner formula are based on the 9643 1451 41 data of Moore et al. [5] and Maguire et al. [6], 9643 1451 42 revised by danon et al. [7]. 9643 1451 43 Unresolved resonance region (0.4 - 43.0277 keV) 9643 1451 44 Energy independent parameters: 9643 1451 45 9643 1451 46 R = 9.0323 fm from Optical Model calculations 9643 1451 47 S1 = 2.769E-4 from Optical Model calculations 9643 1451 48 S2 = 1.023E-4 from Optical Model calculations 9643 1451 49 9643 1451 50 Energy dependent parameters: 9643 1451 51 S0: decreases from 0.89e-4 at 0.4keV to 0.859E-4 at 9643 1451 52 43 keV. 9643 1451 53 D: spin dependent, normalized to = 17.5 eV 9643 1451 54 taking into account missing level [8]. 9643 1451 55 WF: spin dependent as defined by the transition state 9643 1451 56 spectra at inner and outer barrier humps, normalized 9643 1451 57 to = 1.33E-03 eV to fit unresolved resonance 9643 1451 58 region experimental fission data [6],[7]. 9643 1451 59 WG: from Cascade Model taking into account spin 9643 1451 60 dependent fission competition. Normalized to 9643 1451 61 = 0.0347 eV. 9643 1451 62 9643 1451 63 Calculated 2200 m/s cross sections and resonance integrals 9643 1451 64 9643 1451 65 2200 m/sec Res.Int. 9643 1451 66 ---------- -------- 9643 1451 67 Total 10.664 b - 9643 1451 68 Elastic 9.208 b - 9643 1451 69 Fission 0.144 b 114.596 9643 1451 70 Capture 1.311 b 10.281 9643 1451 71 9643 1451 72 MF=3 NEUTRON CROSS SECTIONS 9643 1451 73 MT=1,2,4,51-70,91,102. 9643 1451 74 Total, direct elastic and direct inelastic for MT=51-54 and 9643 1451 75 optical transmission coefficients are from Coupled 9643 1451 76 channels calculations. 9643 1451 77 Deformed optical potential used: 9643 1451 78 9643 1451 79 VR =46.33-0.3*E(MeV) RR = 1.26 fm AR = 0.615 fm 9643 1451 80 WD = 3.68+0.4*E(MeV) E<10 MeV RD = 1.24 fm 9643 1451 81 WD = 7.68 E=>10 MeV AD = 0.5 fm 9643 1451 82 VSO= 6.4 RSO=1.12 ASO=0.47 B2=0.203 B4=0.009 9643 1451 83 9643 1451 84 Capture, compound elastic and inelastic by Statistical 9643 1451 85 Model, see MT=18-21. 9643 1451 86 Above neutron energy 5 MeV capture is assumed to be 0.001 9643 1451 87 barn as predicted by direct and semi-direct capture 9643 1451 88 calculations. 9643 1451 89 Adopted level scheme of 246Cm taken from Nucl.Data Sheets 9643 1451 90 [9] (19 levels) plus 2 levels added [10] for band 9643 1451 91 K,P=0+, plus 1 level added for band K,P=1- according to 9643 1451 92 EJK = E(BH)+A(J(J+1)-K(K+1)). 9643 1451 93 9643 1451 94 Level No. Energy (MeV) Spin-parity 9643 1451 95 g.s. 0.0 0 + 0 9643 1451 96 1 0.04258 2 + 0 9643 1451 97 2 0.14201 4 + 0 9643 1451 98 3 0.29490 6 + 0 9643 1451 99 4 0.50040 8 + 0 9643 1451 100 5 0.78207 10 + 0 * 9643 1451 101 6 0.84167 2 - 2 9643 1451 102 7 0.87643 3 - 2 9643 1451 103 8 0.92331 4 - 2 9643 1451 104 9 0.98000 5 - 2 9643 1451 105 10 1.05170 6 - 2 9643 1451 106 11 1.07885 1 - 1 9643 1451 107 12 1.10485 2 - 1 9643 1451 108 13 1.10550 12 + 0 * 9643 1451 109 14 1.12427 2 + 2 9643 1451 110 15 1.12802 3 - 1 9643 1451 111 16 1.12940 7 - 2 9643 1451 112 17 1.16549 3 + 2 9643 1451 113 18 1.17474 0 + 0 9643 1451 114 19 1.17920 8 - 2 9643 1451 115 20 1.19580 4 - 1 * 9643 1451 116 21 1.21053 2 + 0 9643 1451 117 * - ADDED 9643 1451 118 9643 1451 119 Overlapping levels are assumed above 1.22 MeV. 9643 1451 120 Level density parameters: see MT18-21. 9643 1451 121 MT=16,17. (N,2N) AND (N,3N) CROSS SECTION 9643 1451 122 From Statistical Model calculations [11] taking into 9643 1451 123 account pre-equilibrium neutron emission: see MT=18-21. 9643 1451 124 MT=18,19,20,21. FISSION CROSS SECTION 9643 1451 125 Based on data of Fomushkin et al. [12], Maguire et al. [6], 9643 1451 126 revised by Danon et al. [7]. 9643 1451 127 First chance fission (MT=19) is calculated with the level 9643 1451 128 density and fission barrier parameters: 9643 1451 129 9643 1451 130 Transition Spectra Band Heads of 247Cm 9643 1451 131 9643 1451 132 Inner Saddle Outer Saddle 9643 1451 133 K,P EKP K,P EKP 9643 1451 134 1/2+ 0.0 1/2+ 0.0 9643 1451 135 5/2+ 0.08 1/2- 0.0 9643 1451 136 1/2- 0.05 3/2+ 0.08 9643 1451 137 3/2- 0.0 3/2- 0.08 9643 1451 138 5/2+ 0.0 9643 1451 139 5/2- 0.0 9643 1451 140 9643 1451 141 Fission Barrier Parameters of 247Cm 9643 1451 142 9643 1451 143 Barrier Barrier Height (MeV) Curvature (MeV) 9643 1451 144 Inner 6.17 0.7 9643 1451 145 Outer 5.40 0.6 9643 1451 146 9643 1451 147 The contribution of emissive fission to the total fission 9643 1451 148 cross section is calculated according to Ignatyuk et al. 9643 1451 149 [11] and Maslov [13]. 9643 1451 150 9643 1451 151 MF=4 ANGULAR DISTRIBUTIONS OF SECONDARY NEUTRONS 9643 1451 152 MT=2,51-54 from coupled channels calculations with added 9643 1451 153 isotropic statistical contribution. 9643 1451 154 MT=16,17,18-21,55-70,91 isotropic. 9643 1451 155 9643 1451 156 MF=5 ENERGY DISTRIBUTIONS OF SECONDARY NEUTRONS 9643 1451 157 MT=16,17,18,19,20,21 calculated by Cascade Nrutron Emission 9643 1451 158 Statistical Model taking into account the history of the 9643 1451 159 decay and allowing pre-equillibrium emission of the first 9643 1451 160 neutron [4]. 9643 1451 161 9643 1451 162 ---------------------------------------------------------------- 9643 1451 163 REFERENCES 9643 1451 164 9643 1451 165 1. M.C. Brady, R.Q. Wright, T.R. England, Oak Ridge National 9643 1451 166 Lab. report ORNL/CSD/TM-226 (1991); see also IAEA report 9643 1451 167 IAEA-NDS-102 (1992) 9643 1451 168 2. R.J. Tuttle, Delayed Neutron Properties, Proc.Consultants' 9643 1451 169 Meeting, 1979, Vienna, IAEA report INDC(NDS)-107/G, p.29 9643 1451 170 3. D.G. Madland, J.R. Nix, Nucl.Sci.Eng. 81, 213, (1982) 9643 1451 171 4. Maslov V.M., Yu.V. Porodzinskii, E.Sh. Sukhovitskii, Neutron 9643 1451 172 Physics, Int. Conf., 14-18 Sept., Kiev, Ukraine (1988) vol.1,9643 1451 173 p.413 9643 1451 174 5. M.S. Moore, G.A. Keyworth, Phys.Rev.C 3, 1656 (1971) 9643 1451 175 6. H.T. Maguire Jr., et al., Nucl.Sci.Eng. 89, 293 (1985) 9643 1451 176 7. Y. Danon et al., Nucl.Sci.Eng. 109, 341 (1991) 9643 1451 177 8. Yu.V. Porodzinskii and E.Sh.Sukhovitskii, Yad.Konst. 4, 27 9643 1451 178 (1987) 9643 1451 179 9. Y.A. Ellis-Akovali, Nucl.Data Sheets 33, 119 (1981) 9643 1451 180 10. Yu.V. Porodzinskij and E.Sh. Sukhovitskij, Sov.J.Nucl.Phys. 9643 1451 181 53, 64 (1991) 9643 1451 182 11. A.V. Ignatjuk, V.M. Maslov, A.B.Pashchenko, Sov.J.Nucl.Phys. 9643 1451 183 47, 224 (1988) 9643 1451 184 12. E.F. Fomushkin et al., Sov.J.Nucl.Phys. 36, 338 (1980) 9643 1451 185 13. V.M. Maslov, Ann.Nucl.Energy 20, 163 (1993) 9643 1451 186 14. V.M. Maslov et al., IAEA report INDC(BLR)-4 (1996) 9643 1451 187 9643 1451 188 ************************ C O N T E N T S *********************** 9643 1451 189 ***************** Program LINEAR (VERSION 2007-1) ***************9643 1451 190 For All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 191 Data Linearized Using Energy Dependent Uncertainty 9643 1451 192 Energy Accuracy 9643 1451 193 (eV) (per-cent) 9643 1451 194 ----------- ----------- 9643 1451 195 0.0 .010000000 9643 1451 196 1.00000000 .010000000 9643 1451 197 10.0000000 .100000000 9643 1451 198 2.00000E+9 .100000000 9643 1451 199 ***************** Program RECENT (VERSION 2007-1) ***************9643 1451 200 for All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 201 Data Linearized Using Energy Dependent Uncertainty 9643 1451 202 Energy Accuracy 9643 1451 203 (eV) (per-cent) 9643 1451 204 ----------- ----------- 9643 1451 205 0.0 .010000000 9643 1451 206 1.00000000 .010000000 9643 1451 207 10.0000000 .100000000 9643 1451 208 2.00000E+9 .100000000 9643 1451 209 ***************** Program SIGMA1 (VERSION 2007-1) ***************9643 1451 210 Data Doppler Broadened to 600.000000 Kelvin 9643 1451 211 for All Data Greater than 1.0000E-10 barns in Absolute Value 9643 1451 212 Data Linearized Using Energy Dependent Uncertainty 9643 1451 213 Energy Accuracy 9643 1451 214 (eV) (per-cent) 9643 1451 215 ----------- ----------- 9643 1451 216 0.0 .010000000 9643 1451 217 1.00000000 .010000000 9643 1451 218 10.0000000 .100000000 9643 1451 219 2.00000E+9 .100000000 9643 1451 220 ***************** Program FIXUP (Version 2007-1) ****************9643 1451 221 Corrected ZA/AWR in All Sections-----------------------------Yes 9643 1451 222 Corrected Thresholds-----------------------------------------No 9643 1451 223 Extended Cross Sections to 20 MeV----------------------------No 9643 1451 224 Allow Cross Section Deletion---------------------------------Yes 9643 1451 225 Allow Cross Section Reconstruction---------------------------Yes 9643 1451 226 Make All Cross Sections Non-Negative-------------------------Yes 9643 1451 227 Delete Energies Not in Ascending Order-----------------------Yes 9643 1451 228 Deleted Duplicate Points-------------------------------------Yes 9643 1451 229 Check for Ascending MAT/MF/MT Order--------------------------Yes 9643 1451 230 Check for Legal MF/MT Numbers--------------------------------Yes 9643 1451 231 Allow Creation of Missing Sections---------------------------No 9643 1451 232 Allow Insertion of Energy Points-----------------------------No 9643 1451 233 Create Uniform Energy Grid-----------------------------------No 9643 1451 234 Delete Section if Cross Section =0 at All Energies-----------Yes 9643 1451 235 **************** Program DICTIN (VERSION 2007-1) ****************9643 1451 236 1 451 307 09643 1451 237 1 452 5 09643 1451 238 1 455 7 09643 1451 239 1 456 5 09643 1451 240 2 151 197 09643 1451 241 3 1 3155 09643 1451 242 3 2 856 09643 1451 243 3 4 25 09643 1451 244 3 16 9 09643 1451 245 3 17 6 09643 1451 246 3 18 836 09643 1451 247 3 19 838 09643 1451 248 3 20 8 09643 1451 249 3 21 7 09643 1451 250 3 51 17 09643 1451 251 3 52 17 09643 1451 252 3 53 18 09643 1451 253 3 54 18 09643 1451 254 3 55 14 09643 1451 255 3 56 11 09643 1451 256 3 57 11 09643 1451 257 3 58 11 09643 1451 258 3 59 11 09643 1451 259 3 60 10 09643 1451 260 3 61 11 09643 1451 261 3 62 10 09643 1451 262 3 63 10 09643 1451 263 3 64 10 09643 1451 264 3 65 10 09643 1451 265 3 66 10 09643 1451 266 3 67 9 09643 1451 267 3 68 9 09643 1451 268 3 69 8 09643 1451 269 3 70 8 09643 1451 270 3 91 12 09643 1451 271 3 102 1778 09643 1451 272 4 2 81 09643 1451 273 4 16 2 09643 1451 274 4 17 2 09643 1451 275 4 18 2 09643 1451 276 4 19 2 09643 1451 277 4 20 2 09643 1451 278 4 21 2 09643 1451 279 4 51 81 09643 1451 280 4 52 75 09643 1451 281 4 53 72 09643 1451 282 4 54 69 09643 1451 283 4 55 2 09643 1451 284 4 56 2 09643 1451 285 4 57 2 09643 1451 286 4 58 2 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8000000.00 .006400000 20000000.0 .006400000 9643 1455 321 9643 1 0 322 96246.0000 243.953000 0 2 0 09643 1456 323 0.0 0.0 0 0 1 59643 1456 324 5 2 9643 1456 325 1.00000E-5 3.60500000 .025300000 3.60500000 6484470.00 4.483000009643 1456 326 14000000.0 5.34100000 20000000.0 5.94400000 9643 1456 327 9643 1 0 328 9643 0 0 329 96246.0000 243.953000 0 0 1 09643 2151 330 96246.0000 1.00000000 0 1 2 09643 2151 331 1.00000E-5 400.000000 1 2 0 09643 2151 332 0.0 .904282000 0 0 1 09643 2151 333 243.953000 0.0 0 0 102 179643 2151 334 4.31500000 .500000000 .033490600 3.10600E-4 .031650000 .0015300009643 2151 335 15.3300000 .500000000 .036030000 5.50000E-4 .035000000 4.80000E-49643 2151 336 32.9500000 .500000000 .035037500 1.83290E-4 .034700000 1.54220E-49643 2151 337 47.0000000 .500000000 .035090000 2.18090E-4 .034700000 1.72200E-49643 2151 338 84.4300000 .500000000 .058324000 .022968000 .034700000 6.56200E-49643 2151 339 91.8400000 .500000000 .054719000 .019858000 .034700000 1.61110E-49643 2151 340 131.000000 .500000000 .050221000 .015503000 .034700000 1.82880E-59643 2151 341 158.400000 .500000000 .065865000 .030478000 .034700000 6.87290E-49643 2151 342 193.500000 .500000000 .104170000 .069406000 .034700000 6.47110E-59643 2151 343 232.800000 .500000000 .050462000 .015621000 .034700000 1.40680E-49643 2151 344 250.700000 .500000000 .044111000 .009051800 .034700000 3.58970E-49643 2151 345 278.300000 .500000000 .042660000 .006701900 .034700000 .0012579009643 2151 346 288.200000 .500000000 .101971000 .066981000 .034700000 2.90060E-49643 2151 347 313.400000 .500000000 .061737000 .026896000 .034700000 1.40910E-49643 2151 348 357.000000 .500000000 .099801000 .064901000 .034700000 2.00280E-49643 2151 349 362.000000 .500000000 .069044000 .034000000 .034700000 3.43810E-49643 2151 350 381.100000 .500000000 .188484000 .153440000 .034700000 3.43560E-49643 2151 351 400.000000 43027.7000 2 2 0 09643 2151 352 0.0 .904282000 1 0 3 09643 2151 353 243.953000 0.0 0 0 1 09643 2151 354 .500000000 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.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 397 950.000000 17.4730000 0.0 .004838290 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1819 100.619053 11.4095655 100.902960 11.3418086 101.029141 11.31189479643 3 1 1820 101.281503 11.2624815 101.660046 11.1889574 102.038589 11.11594629643 3 1 1821 102.164770 11.0917573 102.417132 11.0520185 102.795675 10.99279759643 3 1 1822 102.921856 10.9731704 103.174218 10.9339531 103.552761 10.87543209643 3 1 1823 103.805123 10.8366745 104.309847 10.7750692 104.877662 10.70631089643 3 1 1824 105.445476 10.6379559 106.013291 10.5699471 106.202562 10.54737759643 3 1 1825 106.581105 10.5119986 107.148920 10.4591923 107.716734 10.40661739643 3 1 1826 108.221458 10.3600572 108.978544 10.2904897 109.735630 10.22121299643 3 1 1827 110.492716 10.1631481 111.249802 10.1053203 111.991330 10.04889629643 3 1 1828 112.701740 9.99502905 113.412151 9.94134589 114.112189 9.888625809643 3 1 1829 114.807042 9.83647754 115.501894 9.78451944 116.196746 9.732767069643 3 1 1830 116.891598 9.68124185 117.586450 9.62997438 118.049685 9.595958619643 3 1 1831 118.281303 9.57902450 118.512920 9.55833951 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8.30014403 127.082762 8.28098316 127.171680 8.245413639643 3 1 1845 127.274043 8.20548087 127.376405 8.16647157 127.478768 8.128495519643 3 1 1846 127.559862 8.09932984 127.581131 8.08918311 127.683494 8.041657929643 3 1 1847 127.785856 7.99561538 127.903562 7.94477040 127.917687 7.938981449643 3 1 1848 128.021268 7.88368499 128.099738 7.84346078 128.178209 7.804750959643 3 1 1849 128.200180 7.79438764 128.256679 7.76009212 128.335149 7.714366719643 3 1 1850 128.413619 7.67079302 128.445007 7.65425464 128.479534 7.630372239643 3 1 1851 128.488950 7.62413300 128.545449 7.58672427 128.611364 7.545224569643 3 1 1852 128.677279 7.50612947 128.689834 7.49919851 128.743194 7.459656889643 3 1 1853 128.809109 7.41387004 128.875024 7.37155287 128.878163 7.369725919643 3 1 1854 128.940939 7.31984371 128.991160 7.28294140 129.041381 7.248959179643 3 1 1855 129.066492 7.23359695 129.091602 7.21267222 129.141823 7.174470239643 3 1 1856 129.192044 7.14036803 129.242265 7.10023247 129.292486 7.065337499643 3 1 1857 129.311319 7.05448886 129.342707 7.02860280 129.383512 6.999931709643 3 1 1858 129.424317 6.97630488 129.430594 6.97354316 129.465122 6.947965079643 3 1 1859 129.505926 6.92414735 129.546731 6.90760596 129.549869 6.906972709643 3 1 1860 129.581257 6.89075088 129.587535 6.88751541 129.628340 6.876027759643 3 1 1861 129.639326 6.87590768 129.669144 6.86593300 129.700533 6.864092919643 3 1 1862 129.731921 6.87089898 129.763309 6.87576594 129.794697 6.892057359643 3 1 1863 129.826085 6.92170379 129.857473 6.95508256 129.881014 6.992438389643 3 1 1864 129.895139 7.02524081 129.920249 7.08363934 129.945360 7.160785949643 3 1 1865 129.964193 7.23344760 129.983026 7.32119295 130.001859 7.426710799643 3 1 1866 130.014414 7.51110472 130.020691 7.55553984 130.039525 7.714006979643 3 1 1867 130.058357 7.90258448 130.061496 7.93894399 130.070912 8.054534279643 3 1 1868 130.083468 8.22689262 130.092884 8.37172345 130.096023 8.422698499643 3 1 1869 130.108578 8.65002858 130.116425 8.80874644 130.121133 8.909660119643 3 1 1870 130.132119 9.16978977 130.143105 9.45575350 130.143890 9.478248349643 3 1 1871 130.154091 9.78325454 130.155660 9.83476575 130.165077 10.15437589643 3 1 1872 130.171354 10.3879350 130.176063 10.5702308 130.177632 10.63668629643 3 1 1873 130.186657 11.0190608 130.187049 11.0363733 130.198035 11.56612139643 3 1 1874 130.201958 11.7729819 130.209020 12.1577875 130.212159 12.34455339643 3 1 1875 130.220006 12.8241093 130.222360 12.9810479 130.230992 13.57217529643 3 1 1876 130.232561 13.6892749 130.240408 14.2908358 130.241978 14.41122209643 3 1 1877 130.242762 14.4766712 130.252963 15.3513526 130.263165 16.32842419643 3 1 1878 130.263949 16.4057036 130.273366 17.4118447 130.274935 17.58434389643 3 1 1879 130.283567 18.6118880 130.285921 18.9001651 130.290629 19.52372009643 3 1 1880 130.293768 19.9395343 130.296906 20.3670557 130.303969 21.39782059643 3 1 1881 130.305538 21.6324474 130.311620 22.5979705 130.314170 23.01128509643 3 1 1882 130.319271 23.8884009 130.322802 24.5081522 130.326922 25.27475069643 3 1 1883 130.328295 25.5354559 130.331433 26.1313792 130.334572 26.76285909643 3 1 1884 130.340065 27.8929530 130.343989 28.7473972 130.348697 29.79805419643 3 1 1885 130.353406 30.9091723 130.357329 31.8577508 130.362822 33.26064599643 3 1 1886 130.365960 34.0818190 130.365961 34.0820952 130.372238 35.81546899643 3 1 1887 130.374592 36.4814242 130.381655 38.5875836 130.383224 39.06681599643 3 1 1888 130.391071 41.5905260 130.391856 41.8490729 130.394211 42.66494039643 3 1 1889 130.400487 44.8393887 130.400488 44.8397532 130.409119 48.05686939643 3 1 1890 130.409904 48.3643443 130.417751 51.5069408 130.419321 52.16694589643 3 1 1891 130.422459 53.5154287 130.426383 55.2018237 130.428737 56.27301999643 3 1 1892 130.438546 60.8379258 130.438938 61.0318079 130.446785 64.99157969643 3 1 1893 130.449139 66.2010046 130.453847 68.7550957 130.454632 69.18098959643 3 1 1894 130.459733 71.9971921 130.462479 73.5960487 130.470326 78.24299489643 3 1 1895 130.470327 78.2435974 130.477388 82.7209482 130.478173 83.21874339643 3 1 1896 130.480920 84.9977690 130.489943 91.1383303 130.491513 92.22884309643 3 1 1897 130.497790 96.8036149 130.500929 99.1317590 130.502107 100.0055119643 3 1 1898 130.507207 103.969068 130.512700 108.317838 130.516623 111.5671239643 3 1 1899 130.523294 117.192657 130.524470 118.236069 130.526040 119.6291289643 3 1 1900 130.535456 128.129680 130.537418 129.936111 130.547228 139.4105959643 3 1 1901 130.548011 140.182848 130.558998 151.477004 130.559782 152.2999229643 3 1 1902 130.571553 165.178099 130.583324 178.869314 130.585677 181.7361119643 3 1 1903 130.595094 193.433987 130.597448 196.358268 130.600587 200.3352649643 3 1 1904 130.612358 215.995695 130.617066 222.381984 130.623736 231.8409119643 3 1 1905 130.625698 234.623394 130.634330 247.100225 130.642373 259.2168809643 3 1 1906 130.652220 274.358674 130.655830 280.139807 130.661323 288.9367269643 3 1 1907 130.674350 310.207908 130.680470 320.588357 130.692397 341.1821329643 3 1 1908 130.698361 351.480210 130.702441 358.771242 130.728807 406.6765809643 3 1 1909 130.735085 418.273682 130.791583 524.152676 130.804138 547.0997279643 3 1 1910 130.816693 570.046231 130.816694 570.047988 130.841804 613.5396479643 3 1 1911 130.846826 621.724656 130.866914 653.580583 130.875703 666.3593149643 3 1 1912 130.892025 689.134140 130.902069 701.639979 130.914624 716.4679769643 3 1 1913 130.917135 719.014694 130.924041 726.018266 130.938480 739.7455459643 3 1 1914 130.942247 742.696698 130.943502 743.679761 130.957312 753.5450469643 3 1 1915 130.964845 757.660746 130.967357 758.844688 130.978907 764.2868889643 3 1 1916 130.984934 766.026227 130.999598 769.097966 130.999849 769.1505129643 3 1 1917 131.006529 769.322361 131.021219 768.536234 131.024106 767.9127039643 3 1 1918 131.025739 767.559828 131.037666 763.798039 131.048966 758.5122089643 3 1 1919 131.057754 754.400593 131.067798 747.258039 131.074076 742.7930339643 3 1 1920 131.077843 739.602500 131.092909 725.800862 131.094165 724.6501549643 3 1 1921 131.096676 721.976317 131.115509 700.749406 131.118019 697.7582729643 3 1 1922 131.118020 697.757080 131.139364 669.475923 131.139992 668.5714899643 3 1 1923 131.146269 659.140723 131.163847 632.729670 131.165729 629.8068989643 3 1 1924 131.180796 604.882259 131.188330 592.418620 131.195862 579.6113489643 3 1 1925 131.225995 526.129224 131.288771 412.843057 131.295049 401.8359419643 3 1 1926 131.305093 384.226355 131.313254 370.084681 131.333970 335.3977239643 3 1 1927 131.334912 333.820483 131.336481 331.235484 131.356569 299.4349759643 3 1 1928 131.358767 296.103182 131.363475 289.088030 131.376658 269.4454139643 3 1 1929 131.391724 248.377911 131.392980 246.694728 131.400199 237.0208619643 3 1 1930 131.408046 226.734143 131.415893 216.874943 131.420602 211.0723929643 3 1 1931 131.422485 208.841743 131.431587 198.059824 131.433157 196.2386069643 3 1 1932 131.445712 182.269738 131.447281 180.597560 131.451989 175.6956799643 3 1 1933 131.458267 169.159469 131.462975 164.474436 131.470823 156.8555329643 3 1 1934 131.475531 152.496320 131.478669 149.590934 131.483378 145.3430589643 3 1 1935 131.494363 135.912101 131.495933 134.600423 131.499072 132.0976939643 3 1 1936 131.506134 126.467441 131.510058 123.478288 131.517905 117.6746399643 3 1 1937 131.522613 114.364544 131.525752 112.157699 131.529676 109.4818249643 3 1 1938 131.541446 101.865843 131.546154 99.0694590 131.553217 94.87456779643 3 1 1939 131.557140 92.6676851 131.564987 88.4004630 131.572834 84.36548129643 3 1 1940 131.576758 82.4163359 131.577542 82.0487122 131.588528 76.89769919643 3 1 1941 131.600299 71.8759784 131.604222 70.2977448 131.605792 69.68956089643 3 1 1942 131.612069 67.2581739 131.619916 64.3961493 131.623840 63.01607029643 3 1 1943 131.632472 60.1381719 131.634041 59.6388505 131.641888 57.24446759643 3 1 1944 131.651305 54.5109247 131.652874 54.0772934 131.660721 52.01388129643 3 1 1945 131.670138 49.6599310 131.671707 49.2867318 131.679554 47.51344859643 3 1 1946 131.688971 45.4915265 131.690540 45.1710822 131.698387 43.65006659643 3 1 1947 131.707804 41.9162453 131.709373 41.6414900 131.717220 40.33875629643 3 1 1948 131.726637 38.8537665 131.728205 38.6185578 131.736053 37.50317129643 3 1 1949 131.745470 36.2315413 131.747039 36.0299112 131.754886 35.07496799643 3 1 1950 131.759594 34.5302829 131.764302 33.9856819 131.765871 33.81283569643 3 1 1951 131.773718 33.0012309 131.783919 31.9997609 131.790982 31.34282479643 3 1 1952 131.794905 31.0029983 131.805891 30.1045181 131.816092 29.31470019643 3 1 1953 131.816877 29.2582120 131.822370 28.8844728 131.827863 28.51080619643 3 1 1954 131.838849 27.8021678 131.844342 27.4652152 131.849835 27.15478169643 3 1 1955 131.860821 26.5650664 131.871806 26.0033230 131.875730 25.81159459643 3 1 1956 131.882792 25.4944086 131.893778 25.0233811 131.907118 24.48133549643 3 1 1957 131.910256 24.3633943 131.916534 24.1420282 131.926735 23.78242159643 3 1 1958 131.938506 23.3906722 131.943214 23.2474465 131.961262 22.72989209643 3 1 1959 131.975387 22.3444297 131.985588 22.0791481 131.996574 21.81733449643 3 1 1960 132.016976 21.3574987 132.017761 21.3412950 132.038948 20.92656349643 3 1 1961 132.060135 20.5306346 132.079752 20.1786562 132.081322 20.15340759643 3 1 1962 132.104863 19.7918644 132.109572 19.7195615 132.137821 19.30520319643 3 1 1963 132.142529 19.2388190 132.166070 18.9386856 132.197458 18.55423479643 3 1 1964 132.205305 18.4617711 132.231985 18.1806080 132.266512 17.83093839643 3 1 1965 132.299469 17.5086961 132.301039 17.4950709 132.335566 17.20583629643 3 1 1966 132.370093 16.9256557 132.390495 16.7647894 132.404620 16.66639049643 3 1 1967 132.439146 16.4328818 132.478381 16.1750400 132.509770 15.97471939643 3 1 1968 132.522325 15.9043754 132.566268 15.6658814 132.607072 15.45069309643 3 1 1969 132.610212 15.4341378 132.629045 15.3373897 132.654155 15.22312349643 3 1 1970 132.698099 15.0284048 132.742042 14.8383572 132.748319 14.81180459643 3 1 1971 132.785985 14.6734378 132.836206 14.4934877 132.892705 14.29616339643 3 1 1972 132.933509 14.1570999 132.949204 14.1114824 133.005702 13.95146719643 3 1 1973 133.062201 13.7951557 133.118699 13.6421348 133.121838 13.63379579643 3 1 1974 133.175198 13.5116496 133.231696 13.3849355 133.294472 13.24687969643 3 1 1975 133.310166 13.2130385 133.363526 13.1144565 133.432580 12.98962569643 3 1 1976 133.501634 12.8672254 133.554994 12.7743120 133.570688 12.75100879643 3 1 1977 133.639742 12.6503986 133.708796 12.5515113 133.799821 12.42366609643 3 1 1978 133.812376 12.4085584 133.900263 12.3051575 133.988150 12.20364479643 3 1 1979 134.076037 12.1038008 134.082314 12.0967756 134.163923 12.01987619643 3 1 1980 134.251810 11.9383778 134.339697 11.8580552 134.440139 11.76773729643 3 1 1981 134.471527 11.7445592 134.515470 11.7127112 134.571583 11.67205869643 3 1 1982 134.683809 11.5919841 134.796034 11.5130632 134.908259 11.43516219643 3 1 1983 134.917238 11.4290017 135.020484 11.3726083 135.132709 11.31211569643 3 1 1984 135.301046 11.2227019 135.413271 11.1638716 135.537279 11.09958129643 3 1 1985 135.568282 11.0866948 135.723292 11.0231813 135.878302 10.96046909643 3 1 1986 136.033312 10.8984598 136.157320 10.8493482 136.188322 10.83934079643 3 1 1987 136.343332 10.7898515 136.498342 10.7408495 136.653352 10.69228229643 3 1 1988 136.870367 10.6249345 136.901369 10.6154081 137.087381 10.57016939643 3 1 1989 137.304395 10.5179596 137.521409 10.4662357 137.738424 10.41493679643 3 1 1990 137.955438 10.3640158 138.079446 10.3351097 138.172452 10.31791799643 3 1 1991 138.497974 10.2582940 138.823495 10.1992352 139.149016 10.14065669643 3 1 1992 139.381531 10.0991089 139.474538 10.0858449 139.800059 10.03977789643 3 1 1993 140.125580 9.99402161 140.451102 9.94853917 140.776623 9.903300109643 3 1 1994 141.210651 9.84331675 141.644679 9.78367692 141.985702 9.737061129643 3 1 1995 142.067020 9.72696099 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