58-Ce-140 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 58140.0000 138.704000 2 0 0 15837 1451 1 0.0 0.0 0 0 0 65837 1451 2 1.00000000 20000000.0 0 0 10 75837 1451 3 12000.0000 0.0 1 0 339 755837 1451 4 58-Ce-140 JNDC,BNL EVAL-JAN05 JNDC FPND W.G., Mughabghab 5837 1451 5 DIST-DEC06 5837 1451 6 ----ENDF/B-VII MATERIAL 5837 5837 1451 7 -----INCIDENT NEUTRON DATA 5837 1451 8 ------ENDF-6 FORMAT 5837 1451 9 5837 1451 10 ============================================================== 5837 1451 11 File produced by WPEC Subgroup 23 in 2004-2005 5837 1451 12 - WPEC: NEA Working Party on Evaluation Cooperation 5837 1451 13 - SG23: International library of fission product evaluations 5837 1451 14 5837 1451 15 5837 1451 16 File obtained by merging: &&5837 1451 17 - Resolved Resonances (MLBW) <200 keV : Ref.1 &&5837 1451 18 - Fast neutron region >200 keV : JENDL-3.3 &&5837 1451 19 &&5837 1451 20 In the RR region, scattering radius was modified and back- &&5837 1451 21 ground cross sections were given to elastic and capture &&5837 1451 22 cross sections. &&5837 1451 23 &&5837 1451 24 Calculated thermal cross sections & resonance integrals: &&5837 1451 25 --------------------------------------------- &&5837 1451 26 Reaction Cross section Res. integral &&5837 1451 27 (barn) (barn) &&5837 1451 28 Total 4.1800E+00 - &&5837 1451 29 Elastic 3.6027E+00 - &&5837 1451 30 Capture 5.7736E-01 3.03E-01 &&5837 1451 31 --------------------------------------------- &&5837 1451 32 5837 1451 33 Corrected interpolation in MF=5. 5837 1451 34 5837 1451 35 Reference: 5837 1451 36 1) S.F.Mughabghab: Atlas of Neutron Resonances, to be 5837 1451 37 published by Elsevier, 2006 (5-th edition of BNL-325) 5837 1451 38 ============================================================== 5837 1451 39 5837 1451 40 84-10 Evaluation for JENDL-2 was made by JNDC FPND W.G.[1] 5837 1451 41 90-03 Modification for JENDL-3 was made[2]. 5837 1451 42 93-10 JENDL-3.2 was made by JNDC FPND W.G.[3] 5837 1451 43 ***** Modified parts for JENDL-3.2 5837 1451 44 (2,151) Resolved resonance parameters 5837 1451 45 02-02 Modification was made by T.Nakagawa 5837 1451 46 5837 1451 47 ***** Modified parts ************************************** 5837 1451 48 (2,151) RRP 5837 1451 49 (3,1),(3,2),(3,4),(3,16),(3,51-91),(3,102) 5837 1451 50 All of MF04 and MF05 5837 1451 51 *********************************************************** 5837 1451 52 5837 1451 53 5837 1451 54 MF = 1 General information 5837 1451 55 MT=451 Comments and dictionary 5837 1451 56 5837 1451 57 MF = 2 Resonance parameters 5837 1451 58 MT=151 Resolved and unresolved resonance parameters 5837 1451 59 Resolved resonance region (MLBW formula) : below 200 keV 5837 1451 60 For JENDL-2, the resonance parameters were evaluated by 5837 1451 61 Kikuchi[4]. Neutron widths were obtained from data measured 5837 1451 62 by Hacken et al.[5] and Camarda [6], and radiation 5837 1451 63 widths from capture areas by Musgrove et al.[7] For the 5837 1451 64 resonances only whose capture area was measured, the neutron 5837 1451 65 width was deduced by assuming the average radiation width of 5837 1451 66 0.034+-0.029 eV for s-wave resonances and 0.029+-0.008 eV for 5837 1451 67 p-wave ones. A negative resonance was added so as to 5837 1451 68 reproduce the capture cross section of 0.57+-0.04 barn and 5837 1451 69 the elastic scattering cross section of 2.83+-0.11 barns at 5837 1451 70 0.0253 eV[8]. 5837 1451 71 For JENDL-3.2, neutron widths of 14 resonances were replaced5837 1451 72 with experimental data obtained by Ohkubo[9] in the energy 5837 1451 73 range from 2.5437 keV to 55.113 keV. Parameters of the 5837 1451 74 negative resonance were re-adjusted to the above thermal cross5837 1451 75 sections [8]. 5837 1451 76 For JENDL-3.3, neutron widths of 2.5- to 55- keV levels were5837 1451 77 modified on the basis of Ohkubo et al. [10]. Capture widths 5837 1451 78 of all levels were multiplied by a factor of 1.4 so as to be 5837 1451 79 consistent with a new capture cross section measurement[11]. 5837 1451 80 A negative level was modified and 1/v corresction was aplied 5837 1451 81 to the capture cross section. 5837 1451 82 5837 1451 83 No unresolved resonance parameters are given. 5837 1451 84 5837 1451 85 Calculated 2200-m/s cross sections and res. integrals (barns) 5837 1451 86 2200 m/s res. integ. 5837 1451 87 total 3.453 - 5837 1451 88 elastic 2.883 - 5837 1451 89 capture 0.570 0.344 5837 1451 90 5837 1451 91 MF = 3 Neutron cross sections 5837 1451 92 Below 200 keV, resonance parameters were given. 5837 1451 93 Above 200 keV, the spherical optical and statistical model 5837 1451 94 calculation was performed with CASTHY[12], by taking account of 5837 1451 95 competing reactions, of which cross sections were calculated 5837 1451 96 with PEGASUS[13] standing on a preequilibrium and multi-step 5837 1451 97 evaporation model. The OMP's for neutron given in Table 1 were 5837 1451 98 determined so as to reproduce the total cross section measured 5837 1451 99 by Camarda et al.[14] The OMP's for charged particles are as 5837 1451 100 follows: 5837 1451 101 Proton = Perey[15] 5837 1451 102 Alpha = Huizenga and Igo[16] 5837 1451 103 Deuteron = Lohr and Haeberli[17] 5837 1451 104 Helium-3 and triton = Becchetti and Greenlees[18] 5837 1451 105 5837 1451 106 Parameters for the composite level density formula of Gilbert 5837 1451 107 and Cameron[19] were evaluated by Iijima et al.[20] More 5837 1451 108 extensive determination and modification were made in the 5837 1451 109 previous work [2]. Table 2 shows the level density parameters 5837 1451 110 used in the calculation. Energy dependence of spin cut-off 5837 1451 111 parameter in the energy range below E-joint is due to Gruppelaar5837 1451 112 [21]. 5837 1451 113 5837 1451 114 MT = 1 Total 5837 1451 115 Spherical optical model calculation was adopted. 5837 1451 116 5837 1451 117 MT = 2 Elastic scattering 5837 1451 118 Calculated as (total - sum of partial cross sections). 5837 1451 119 5837 1451 120 MT = 4, 51 - 91 Inelastic scattering 5837 1451 121 Spherical optical and statistical model calculation was 5837 1451 122 adopted. The level scheme was taken from Ref.[22]. 5837 1451 123 5837 1451 124 No. Energy(MeV) Spin-parity DWBA cal. 5837 1451 125 GR. 0.0 0 + 5837 1451 126 1 1.5962 2 + * 5837 1451 127 2 1.9033 0 + 5837 1451 128 3 2.0833 4 + 5837 1451 129 4 2.1079 6 + 5837 1451 130 5 2.3479 2 + 5837 1451 131 6 2.3498 5 + 5837 1451 132 7 2.4120 3 + 5837 1451 133 8 2.4641 3 - * 5837 1451 134 9 2.4809 4 + 5837 1451 135 10 2.5158 4 + 5837 1451 136 11 2.5214 2 + 5837 1451 137 12 2.5472 1 + 5837 1451 138 13 2.6289 6 + 5837 1451 139 14 2.8997 2 + 5837 1451 140 15 3.0011 2 + 5837 1451 141 16 3.0168 0 + 5837 1451 142 17 3.040 3 - 5837 1451 143 18 3.1186 2 + 5837 1451 144 19 3.226 0 + 5837 1451 145 20 3.2558 5 - 5837 1451 146 21 3.3204 2 + 5837 1451 147 22 3.331 4 + 5837 1451 148 23 3.3947 4 - 5837 1451 149 24 3.3951 4 + 5837 1451 150 5837 1451 151 Levels above 3.4246 MeV were assumed to be overlapping. 5837 1451 152 5837 1451 153 For the levels with an asterisk, the contribution of direct 5837 1451 154 inelastic scattering cross sections was calculated by the 5837 1451 155 DWUCK-4 code[23]. Deformation parameters (beta2 = 0.1012 and 5837 1451 156 beta3 = 0.127) were based on the data compiled by Raman et 5837 1451 157 al.[24] and Spear[25], respectively. 5837 1451 158 5837 1451 159 MT = 102 Capture 5837 1451 160 Spherical optical and statistical model calculation with 5837 1451 161 CASTHY was adopted. Direct and semi-direct capture cross 5837 1451 162 sections were estimated according to the formula of Benzi 5837 1451 163 and Reffo[26] and normalized to the capture cross section 5837 1451 164 mesured by Bergqvist et al.[27] 5837 1451 165 5837 1451 166 The gamma-ray strength function (5.73E-06) was adjusted to 5837 1451 167 reproduce the capture cross section of about 4.7 mb at 500 keV5837 1451 168 measured by Harnood et al.[11] 5837 1451 169 5837 1451 170 MT = 16 (n,2n) Cross Section 5837 1451 171 MT = 17 (n,3n) Cross Section 5837 1451 172 MT = 22 (n,n'a) Cross Section 5837 1451 173 MT = 28 (n,n'p) Cross Section 5837 1451 174 MT = 32 (n,n'd) Cross Section 5837 1451 175 MT =103 (n,p) Cross Section 5837 1451 176 MT =104 (n,d) Cross Section 5837 1451 177 MT =105 (n,t) Cross Section 5837 1451 178 MT =107 (n,alpha) Cross Section 5837 1451 179 These reaction cross sections were calculated with the 5837 1451 180 preequilibrium and multi-step evaporation model code 5837 1451 181 PEGASUS[13]. 5837 1451 182 5837 1451 183 The Kalbach's constant K (= 247.8) was estimated by the 5837 1451 184 formula derived from Kikuchi-Kawai's formalism[28] and level 5837 1451 185 density parameters. 5837 1451 186 5837 1451 187 Finally, the (n,p) and (n,alpha) cross sections were 5837 1451 188 normalized to the following values at 14.5 MeV: 5837 1451 189 (n,p) 7.50 mb (measured by Teng Dan+[29]) 5837 1451 190 (n,alpha) 4.60 mb (recommended by Forrest[30]) 5837 1451 191 5837 1451 192 5837 1451 193 MF = 4 Angular Distributions of Secondary Neutrons 5837 1451 194 Legendre polynomial coefficients for angular distributions are 5837 1451 195 given in the center-of-mass system for MT=2 and discrete inelas-5837 1451 196 tic levels, and in the laboratory system for MT=91. They were 5837 1451 197 calculated with CASTHY. Contribution of direct inelastic 5837 1451 198 scattering was calculated with DWUCK-4. For other reactions, 5837 1451 199 isotropic distributions in the laboratory system were assumed. 5837 1451 200 5837 1451 201 MF = 5 Energy Distributions of Secondary Neutrons 5837 1451 202 Energy distributions of secondary neutrons were calculated with 5837 1451 203 PEGASUS for inelastic scattering from overlapping levels and for5837 1451 204 other neutron emitting reactions. 5837 1451 205 5837 1451 206 Interpolation of 22 (unit base interpolation) was adopted. 5837 1451 207 5837 1451 208 5837 1451 209 Table 1 Neutron Optical Potential Parameters 5837 1451 210 5837 1451 211 Depth (MeV) Radius(fm) Diffuseness(fm) 5837 1451 212 ---------------------- ------------ --------------- 5837 1451 213 V = 45.36-0.342*En r0 = 1.307 a0 = 0.62 5837 1451 214 Ws = 9.763+0.4167*En rs = 1.280 as = 0.35 5837 1451 215 Vso= 7.0 rso= 1.307 aso= 0.62 5837 1451 216 The form of surface absorption part is der. Woods-Saxon type. 5837 1451 217 5837 1451 218 Table 2 Level Density Parameters 5837 1451 219 5837 1451 220 Nuclide SYST a(1/MeV) T(MeV) C(1/MeV) EX(MeV) Pairing 5837 1451 221 --------------------------------------------------------------- 5837 1451 222 56-Ba-136 1.610E+01 6.500E-01 5.721E-01 6.928E+00 2.280E+00 5837 1451 223 56-Ba-137 1.645E+01 5.640E-01 5.394E-01 4.905E+00 1.580E+00 5837 1451 224 56-Ba-138 1.390E+01 7.200E-01 4.123E-01 7.233E+00 2.430E+00 5837 1451 225 56-Ba-139 2.022E+01 4.800E-01 5.326E-01 4.629E+00 1.580E+00 5837 1451 226 5837 1451 227 57-La-137 1.558E+01 6.210E-01 3.521E+00 4.624E+00 7.000E-01 5837 1451 228 57-La-138 1.450E+01 6.310E-01 7.202E+00 3.634E+00 0.0 5837 1451 229 57-La-139 1.380E+01 6.500E-01 1.653E+00 4.468E+00 8.500E-01 5837 1451 230 57-La-140 1.558E+01 5.900E-01 7.912E+00 3.425E+00 0.0 5837 1451 231 5837 1451 232 58-Ce-138 * 1.618E+01 5.580E-01 2.611E-01 5.011E+00 1.870E+00 5837 1451 233 58-Ce-139 1.374E+01 6.450E-01 9.282E-01 4.685E+00 1.170E+00 5837 1451 234 58-Ce-140 1.413E+01 6.541E-01 3.376E-01 5.852E+00 2.020E+00 5837 1451 235 58-Ce-141 1.714E+01 5.150E-01 7.134E-01 3.957E+00 1.170E+00 5837 1451 236 --------------------------------------------------------------- 5837 1451 237 SYST: * = LDP's were determined from systematics. 5837 1451 238 5837 1451 239 Spin cutoff parameters were calculated as 0.146*SQRT(a)*A**(2/3).5837 1451 240 In the CASTHY calculation, spin cutoff factors at 0 MeV were 5837 1451 241 assumed to be 6.125 for Ce-140 and 9.569 for Ce-141. 5837 1451 242 5837 1451 243 References 5837 1451 244 1) Aoki T. et al.: Proc. Int. Conf. on Nuclear Data for Basic 5837 1451 245 and Applied Science, Santa Fe., Vol. 2, p.1627 (1985). 5837 1451 246 2) Kawai M. et al.: J. Nucl. Sci. Technol., 29, 195 (1992). 5837 1451 247 3) Kawai M., et al.: J. Nucl. Sci. Technol., 38, 261 (2001). 5837 1451 248 4) Kikuchi Y. et al.: JAERI-M 86-030 (1986). 5837 1451 249 5) Hacken G., et al.: USNDC-11, 79 (1974). 5837 1451 250 6) Camarda H.S.: Phys. Rev., C18, 1254 (1978). 5837 1451 251 7) Musgrove A.R. de L., et al.: Aust. J. Phys., 32, 213 (1979). 5837 1451 252 8) Mughabghab S.F. et al.: "Neutron Cross Sections, Vol. I, 5837 1451 253 Part A", Academic Press (1981). 5837 1451 254 9) Ohkubo M. et al.: Proc. Int. Conf. on Nuclear Data for Basic 5837 1451 255 and Applied Science, Santa-Fe., Vol.2, p.1623 (1985). 5837 1451 256 10) Ohkubu M., et al.: JAERI-M 93-012 (1993). 5837 1451 257 11) Harnood S., et al.: J. Nucl. Sci. Technol., 37, 740 (2000). 5837 1451 258 12) Igarasi S. and Fukahori T.: JAERI 1321 (1991). 5837 1451 259 13) Iijima S. et al.: JAERI-M 87-025, p. 337 (1987). 5837 1451 260 14) Camarda H.S., et al.: Phys. Rev., C29, 2106 (1984). 5837 1451 261 15) Perey F.G: Phys. Rev. 131, 745 (1963). 5837 1451 262 16) Huizenga J.R. and Igo G.: Nucl. Phys. 29, 462 (1962). 5837 1451 263 17) Lohr J.M. and Haeberli W.: Nucl. Phys. A232, 381 (1974). 5837 1451 264 18) Becchetti F.D., Jr. and Greenlees G.W.: Polarization 5837 1451 265 Phenomena in Nuclear Reactions ((eds) H.H. Barshall and 5837 1451 266 W. Haeberli), p. 682, The university of Wisconsin Press. 5837 1451 267 (1971). 5837 1451 268 19) Gilbert A. and Cameron A.G.W.: Can. J. Phys., 43, 1446 5837 1451 269 (1965). 5837 1451 270 20) Iijima S., et al.: J. Nucl. Sci. Technol. 21, 10 (1984). 5837 1451 271 21) Gruppelaar H.: ECN-13 (1977). 5837 1451 272 22) Firestone R.B.: "Table of Isotopes, 8th Ed.", Wiley- 5837 1451 273 Interscience Publication (1998). 5837 1451 274 23) Kunz P.D.: private communication. 5837 1451 275 24) Raman S., et al.: Atom. Data and Nucl. Data Tables 36, 1 5837 1451 276 (1987) 5837 1451 277 25) Spear R.H.: Atom. Data and Nucl. Data Table, 42, 55 (1989). 5837 1451 278 26) Benzi V. and Reffo G.: CCDN-NW/10 (1969). 5837 1451 279 27) Bergqvist I., et al.: Nucl. Phys., A295, 256 (1978). 5837 1451 280 28) Kikuchi K. and Kawai M.: "Nuclear Matter and Nuclear 5837 1451 281 Reactions", North Holland (1968). 5837 1451 282 29) Teng Dan et al.: Chinese J. of Nucl. Phys., 7, 307 (1985). 5837 1451 283 30) Forrest R.A.: AERE-R 12419 (1986). 5837 1451 284 5837 1451 285 ***************** Program LINEAR (VERSION 2007-1) ***************5837 1451 286 For All Data Greater than 1.0000E-10 barns in Absolute Value 5837 1451 287 Data Linearized Using Energy Dependent Uncertainty 5837 1451 288 Energy Accuracy 5837 1451 289 (eV) (per-cent) 5837 1451 290 ----------- ----------- 5837 1451 291 0.0 .010000000 5837 1451 292 1.00000000 .010000000 5837 1451 293 10.0000000 .100000000 5837 1451 294 2.00000E+9 .100000000 5837 1451 295 ***************** Program RECENT (VERSION 2007-1) ***************5837 1451 296 for All Data Greater than 1.0000E-10 barns in Absolute Value 5837 1451 297 Data Linearized Using Energy Dependent Uncertainty 5837 1451 298 Energy Accuracy 5837 1451 299 (eV) (per-cent) 5837 1451 300 ----------- ----------- 5837 1451 301 0.0 .010000000 5837 1451 302 1.00000000 .010000000 5837 1451 303 10.0000000 .100000000 5837 1451 304 2.00000E+9 .100000000 5837 1451 305 ***************** Program SIGMA1 (VERSION 2007-1) ***************5837 1451 306 Data Doppler Broadened to 1200.00000 Kelvin 5837 1451 307 for All Data Greater than 1.0000E-10 barns in Absolute Value 5837 1451 308 Data Linearized Using Energy Dependent Uncertainty 5837 1451 309 Energy Accuracy 5837 1451 310 (eV) (per-cent) 5837 1451 311 ----------- ----------- 5837 1451 312 0.0 .010000000 5837 1451 313 1.00000000 .010000000 5837 1451 314 10.0000000 .100000000 5837 1451 315 2.00000E+9 .100000000 5837 1451 316 ***************** Program SIGMA1 (VERSION 2007-1) ***************5837 1451 317 Data Doppler Broadened to 12000.0000 Kelvin 5837 1451 318 for All Data Greater than 1.0000E-10 barns in Absolute Value 5837 1451 319 Data Linearized Using Energy Dependent Uncertainty 5837 1451 320 Energy Accuracy 5837 1451 321 (eV) (per-cent) 5837 1451 322 ----------- ----------- 5837 1451 323 0.0 .010000000 5837 1451 324 1.00000000 .010000000 5837 1451 325 10.0000000 .100000000 5837 1451 326 2.00000E+9 .100000000 5837 1451 327 ***************** Program FIXUP (Version 2007-1) ****************5837 1451 328 Corrected ZA/AWR in All Sections-----------------------------Yes 5837 1451 329 Corrected Thresholds-----------------------------------------No 5837 1451 330 Extended Cross Sections to 20 MeV----------------------------No 5837 1451 331 Allow Cross Section Deletion---------------------------------Yes 5837 1451 332 Allow Cross Section Reconstruction---------------------------Yes 5837 1451 333 Make All Cross Sections Non-Negative-------------------------Yes 5837 1451 334 Delete Energies Not in Ascending Order-----------------------Yes 5837 1451 335 Deleted Duplicate Points-------------------------------------Yes 5837 1451 336 Check for Ascending MAT/MF/MT Order--------------------------Yes 5837 1451 337 Check for Legal MF/MT Numbers--------------------------------Yes 5837 1451 338 Allow Creation of Missing Sections---------------------------No 5837 1451 339 Allow Insertion of Energy Points-----------------------------No 5837 1451 340 Create Uniform Energy Grid-----------------------------------No 5837 1451 341 Delete Section if Cross Section =0 at All Energies-----------Yes 5837 1451 342 **************** Program DICTIN (VERSION 2007-1) ****************5837 1451 343 1 451 418 15837 1451 344 2 151 204 05837 1451 345 3 1 6346 05837 1451 346 3 2 2206 05837 1451 347 3 4 68 05837 1451 348 3 16 8 05837 1451 349 3 17 5 05837 1451 350 3 22 62 05837 1451 351 3 28 64 05837 1451 352 3 32 42 05837 1451 353 3 51 18 05837 1451 354 3 52 26 05837 1451 355 3 53 26 05837 1451 356 3 54 27 05837 1451 357 3 55 25 05837 1451 358 3 56 26 05837 1451 359 3 57 25 05837 1451 360 3 58 14 05837 1451 361 3 59 24 05837 1451 362 3 60 24 05837 1451 363 3 61 24 05837 1451 364 3 62 23 05837 1451 365 3 63 23 05837 1451 366 3 64 23 05837 1451 367 3 65 22 05837 1451 368 3 66 21 05837 1451 369 3 67 22 05837 1451 370 3 68 22 05837 1451 371 3 69 21 05837 1451 372 3 70 21 05837 1451 373 3 71 21 05837 1451 374 3 72 21 05837 1451 375 3 73 21 05837 1451 376 3 91 14 05837 1451 377 3 102 3819 05837 1451 378 3 103 63 05837 1451 379 3 104 62 05837 1451 380 3 105 57 05837 1451 381 3 107 59 05837 1451 382 4 2 219 05837 1451 383 4 16 2 05837 1451 384 4 17 2 05837 1451 385 4 22 2 05837 1451 386 4 28 2 05837 1451 387 4 32 2 05837 1451 388 4 51 88 05837 1451 389 4 52 25 05837 1451 390 4 53 25 05837 1451 391 4 54 25 05837 1451 392 4 55 25 05837 1451 393 4 56 25 05837 1451 394 4 57 25 05837 1451 395 4 58 83 05837 1451 396 4 59 25 05837 1451 397 4 60 25 05837 1451 398 4 61 25 05837 1451 399 4 62 25 05837 1451 400 4 63 25 05837 1451 401 4 64 25 05837 1451 402 4 65 24 05837 1451 403 4 66 24 05837 1451 404 4 67 24 05837 1451 405 4 68 24 05837 1451 406 4 69 24 05837 1451 407 4 70 24 05837 1451 408 4 71 24 05837 1451 409 4 72 24 05837 1451 410 4 73 24 05837 1451 411 4 91 25 05837 1451 412 5 16 60 15837 1451 413 5 17 25 15837 1451 414 5 22 214 15837 1451 415 5 28 111 15837 1451 416 5 32 37 15837 1451 417 5 91 104 15837 1451 418 5837 1 0 419 5837 0 0 420 58140.0000 138.704000 0 0 1 05837 2151 421 58140.0000 1.00000000 0 0 1 05837 2151 422 1.00000E-5 200000.000 1 2 0 05837 2151 423 0.0 .560000000 0 0 2 05837 2151 424 138.703000 0.0 0 0 306 515837 2151 425 -136.000000 .500000000 .734000000 .691000000 .043000000 0.0 5837 2151 426 2543.40000 .500000000 .603000000 .560000000 .043000000 0.0 5837 2151 427 6008.00000 .500000000 .849000000 .830000000 .019000000 0.0 5837 2151 428 9574.00000 .500000000 65.0250000 65.0000000 .025000000 0.0 5837 2151 429 11433.0000 .500000000 13.5300000 13.5000000 .030000000 0.0 5837 2151 430 12477.0000 .500000000 25.0290000 25.0000000 .029000000 0.0 5837 2151 431 16142.0000 .500000000 4.01500000 4.00000000 .015000000 0.0 5837 2151 432 18030.0000 .500000000 60.0200000 60.0000000 .020000000 0.0 5837 2151 433 21570.0000 .500000000 550.106000 550.000000 .106000000 0.0 5837 2151 434 24795.0000 .500000000 73.0380000 73.0000000 .038000000 0.0 5837 2151 435 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13910.3739 2.322160575837 3 1 1857 13910.9802 2.32175481 13911.8897 2.32114964 13912.7991 2.320549505837 3 1 1858 13913.7086 2.31995533 13914.1633 2.31966091 13914.6179 2.319368545837 3 1 1859 13915.0727 2.31907822 13915.5274 2.31879034 13915.9821 2.318505055837 3 1 1860 13916.4368 2.31822259 13916.8916 2.31794315 13917.3463 2.317667135837 3 1 1861 13917.8010 2.31739476 13918.2557 2.31712634 13918.7105 2.316862165837 3 1 1862 13919.1651 2.31660275 13919.6198 2.31634831 13920.0745 2.316099295837 3 1 1863 13920.5293 2.31585609 13920.9840 2.31561926 13921.4387 2.315389225837 3 1 1864 13921.8934 2.31516649 13922.3482 2.31495155 13922.8029 2.314745075837 3 1 1865 13923.2576 2.31454759 13923.7123 2.31435973 13924.1670 2.314182155837 3 1 1866 13924.6217 2.31401553 13925.0764 2.31386058 13925.9859 2.313588665837 3 1 1867 13926.8953 2.31337272 13927.8048 2.31321943 13928.7142 2.313135945837 3 1 1868 13929.6141 2.31312933 13929.6860 2.31313541 13930.5047 2.314322395837 3 1 1869 13931.3952 2.31570236 13932.5084 2.31756398 13933.1763 2.318759405837 3 1 1870 13933.8443 2.32001769 13934.5121 2.32134131 13935.1801 2.322733955837 3 1 1871 13935.8480 2.32419775 13936.5159 2.32573545 13937.8517 2.329041395837 3 1 1872 13939.1876 2.33266661 13940.0581 2.33520648 13940.0781 2.335309035837 3 1 1873 13940.9687 2.34002184 13942.5271 2.34861672 13943.4176 2.353720915837 3 1 1874 13944.5792 2.36057742 13945.7406 2.36763890 13947.2162 2.376866425837 3 1 1875 13953.3554 2.41660632 13955.1162 2.42770958 13957.9881 2.444692445837 3 1 1876 13959.2802 2.45170516 13960.8014 2.45935556 13961.3355 2.461794965837 3 1 1877 13962.2805 2.46920727 13964.6112 2.48606873 13966.0637 2.495591915837 3 1 1878 13966.7147 2.50326297 13968.4297 2.52262077 13969.3429 2.532538585837 3 1 1879 13971.5291 2.57060671 13973.7152 2.62549279 13973.9952 2.636245045837 3 1 1880 13975.8938 2.70971369 13976.9945 2.75305712 13978.1772 2.817701705837 3 1 1881 13978.6341 2.84301025 13979.0841 2.87343059 13980.2737 2.954812395837 3 1 1882 13980.9484 3.01012417 13981.9133 3.09037212 13982.5747 3.154570255837 3 1 1883 13983.3861 3.23434492 13984.2014 3.33081406 13985.8144 3.523832925837 3 1 1884 13986.1650 3.56614842 13986.6208 3.63300648 13988.5183 3.913507335837 3 1 1885 13988.9439 3.97696362 13989.7518 4.11824191 13990.9851 4.335043055837 3 1 1886 13992.2889 4.56532355 13992.6490 4.62921303 13994.0238 4.895286415837 3 1 1887 13998.1101 5.68822431 14000.4306 6.11096772 14000.5990 6.141397425837 3 1 1888 14002.1048 6.36832764 14003.9176 6.63802032 14004.6681 6.714328625837 3 1 1889 14006.6953 6.91445409 14007.0428 6.93114253 14009.0136 7.019721005837 3 1 1890 14009.1931 7.02738627 14009.9989 7.03418031 14010.0029 7.034204105837 3 1 1891 14012.2383 6.97145149 14012.4384 6.96516677 14013.6562 6.881577375837 3 1 1892 14014.4777 6.80207426 14015.4188 6.70862961 14015.9339 6.642676945837 3 1 1893 14017.0533 6.49686426 14018.3312 6.29824002 14018.9949 6.193864855837 3 1 1894 14019.9162 6.02959350 14021.0158 5.83230611 14021.8083 5.678521635837 3 1 1895 14027.0686 4.65364171 14028.7143 4.33391946 14029.1320 4.253155765837 3 1 1896 14031.0110 3.92512735 14031.1459 3.90173926 14032.7806 3.652419965837 3 1 1897 14034.1668 3.44251015 14034.2801 3.42770447 14035.6772 3.246547415837 3 1 1898 14035.6895 3.24512589 14037.0990 3.08361366 14037.1876 3.073525305837 3 1 1899 14037.8037 3.01183770 14038.6981 2.92287845 14039.1012 2.888041855837 3 1 1900 14039.8226 2.82616246 14040.2085 2.79323125 14040.5441 2.768650665837 3 1 1901 14041.7189 2.68325965 14041.7464 2.68169712 14042.7083 2.627609375837 3 1 1902 14043.6702 2.57398751 14044.6321 2.52079578 14044.7398 2.514884265837 3 1 1903 14045.5940 2.48358368 14046.5558 2.44869906 14047.0673 2.430281125837 3 1 1904 14047.5788 2.41194984 14048.0902 2.39370390 14048.2642 2.387522055837 3 1 1905 14048.6016 2.38041009 14049.1131 2.36970072 14049.6245 2.359061365837 3 1 1906 14050.1360 2.34848355 14050.6474 2.33796730 14051.1589 2.327504565837 3 1 1907 14051.6703 2.31709563 14052.1817 2.30673487 14052.2920 2.304509895837 3 1 1908 14052.6932 2.29982517 14053.2047 2.29389402 14053.7161 2.288002475837 3 1 1909 14054.5685 2.27826006 14055.2504 2.27052911 14055.3128 2.269826195837 3 1 1910 14055.9324 2.26583914 14056.6143 2.26149540 14057.2962 2.257191005837 3 1 1911 14057.6999 2.25465944 14058.1665 2.25174759 14058.6331 2.248849755837 3 1 1912 14059.0997 2.24596478 14059.3406 2.24448140 14059.5663 2.243839075837 3 1 1913 14060.0329 2.24252198 14060.4995 2.24121481 14060.9661 2.239916695837 3 1 1914 14061.4326 2.23862713 14061.8992 2.23734485 14062.3658 2.236069455837 3 1 1915 14062.8324 2.23480032 14063.2989 2.23353716 14063.7655 2.232278915837 3 1 1916 14064.2321 2.23102537 14064.6987 2.22977609 14065.1652 2.228530945837 3 1 1917 14065.3824 2.22795357 14066.0984 2.22741830 14067.0315 2.226732195837 3 1 1918 14067.9647 2.22605533 14068.8978 2.22538612 14069.5977 2.224888245837 3 1 1919 14070.2976 2.22439331 14070.9974 2.22390094 14072.3971 2.222922185837 3 1 1920 14073.2155 2.22235289 14074.8521 2.22121936 14076.8979 2.219808985837 3 1 1921 14078.9436 2.21840342 14080.5803 2.21728115 14083.8535 2.215040635837 3 1 1922 14086.3085 2.21336242 14091.2183 2.21000979 14096.9464 2.206102525837 3 1 1923 14100.4063 2.20374399 14107.6994 2.19877523 14114.9924 2.193809375837 3 1 1924 14120.4621 2.19008638 14125.9319 2.18636423 14135.0481 2.180162305837 3 1 1925 14142.3411 2.17520181 14156.0083 2.16590769 14156.9271 2.165400255837 3 1 1926 14166.4885 2.16012067 14182.4240 2.15132280 14195.1724 2.144285385837 3 1 1927 14220.6692 2.13021208 14239.7918 2.11965801 14279.1775 2.097921975837 3 1 1928 14326.4578 2.07183064 14404.4686 2.02878277 14426.9594 2.016372245837 3 1 1929 14466.9431 1.99604859 14626.8780 1.91475565 14726.8373 1.863948335837 3 1 1930 14846.7885 1.80298003 14966.7396 1.74201222 15166.6583 1.640400205837 3 1 1931 15246.6257 1.59975589 15276.6135 1.58327535 15436.5484 1.495380495837 3 1 1932 15446.5443 1.48988718 15506.5199 1.45329418 15586.4873 1.404504655837 3 1 1933 15603.2550 1.39254719 15644.8863 1.36285970 15693.5573 1.328153605837 3 1 1934 15721.3693 1.30832304 15738.0498 1.29643105 15742.1029 1.293542285837 3 1 1935 15746.1559 1.29065506 15747.7771 1.28950110 15748.9931 1.288636175837 3 1 1936 15751.0196 1.28719650 15752.6408 1.28604717 15754.0594 1.285044105837 3 1 1937 15755.2754 1.28418702 15755.8833 1.28375977 15756.4913 1.283333425837 3 1 1938 15757.0992 1.28290825 15757.7072 1.28248429 15758.7205 1.281781075837 3 1 1939 15759.5311 1.28122211 15760.3417 1.28066700 15761.1524 1.280116385837 3 1 1940 15761.9630 1.27957120 15762.7736 1.27903234 15763.5842 1.278500905837 3 1 1941 15764.3948 1.27797813 15765.2054 1.27746546 15766.0160 1.276964505837 3 1 1942 15766.8266 1.27647712 15767.6373 1.27600532 15768.4479 1.275551565837 3 1 1943 15769.2585 1.27511839 15770.0691 1.27470872 15770.8797 1.274325785837 3 1 1944 15771.6903 1.27397313 15772.5009 1.27365469 15773.3115 1.273374735837 3 1 1945 15774.1222 1.27313788 15774.9328 1.27294924 15775.7434 1.272814215837 3 1 1946 15776.5540 1.27273857 15777.3646 1.27272852 15777.7699 1.272750125837 3 1 1947 15778.3779 1.27281819 15778.9858 1.27293165 15779.0575 1.272950755837 3 1 1948 15779.5938 1.27392137 15780.2017 1.27507315 15780.8353 1.276331955837 3 1 1949 15781.4687 1.27765348 15782.1022 1.27904209 15782.7357 1.280501325837 3 1 1950 15783.3692 1.28203490 15784.0027 1.28364657 15784.6362 1.285339985837 3 1 1951 15785.9032 1.28898626 15787.1701 1.29300037 15788.4371 1.297406825837 3 1 1952 15789.2818 1.30057223 15789.3891 1.30099813 15790.1264 1.305669995837 3 1 1953 15791.6045 1.31549535 15793.2938 1.32744399 15795.0063 1.340319885837 3 1 1954 15796.2964 1.35049546 15797.5280 1.36055342 15799.1504 1.374238805837 3 1 1955 15801.4424 1.39430275 15805.1696 1.42904204 15806.9887 1.445567925837 3 1 1956 15809.9481 1.47069671 15810.2816 1.47328504 15811.1320 1.477937815837 3 1 1957 15812.6156 1.48518039 15815.0495 1.49463731 15816.1767 1.497533145837 3 1 1958 15817.2611 1.49749994 15817.9983 1.49682860 15820.0998 1.493120185837 3 1 1959 15820.3209 1.49245861 15822.2012 1.48156368 15824.2600 1.467339985837 3 1 1960 15826.8881 1.44639601 15827.4284 1.44168641 15828.4623 1.430783495837 3 1 1961 15830.2463 1.41121593 15835.9583 1.34658759 15837.8011 1.326121375837 3 1 1962 15839.2910 1.30999546 15841.4750 1.28722555 15842.4827 1.277112575837 3 1 1963 15842.5877 1.27608638 15843.4904 1.26863294 15844.4980 1.260584045837 3 1 1964 15846.0095 1.24902133 15846.7653 1.24346801 15847.5210 1.238064875837 3 1 1965 15847.6408 1.23723150 15848.2767 1.23362606 15849.0050 1.229631485837 3 1 1966 15849.7196 1.22583666 15850.4342 1.22216101 15851.1488 1.218599955837 3 1 1967 15851.8634 1.21514861 15852.5780 1.21180191 15853.2926 1.208554655837 3 1 1968 15854.2454 1.20437042 15854.3782 1.20380878 15855.1982 1.201284085837 3 1 1969 15856.1509 1.19849279 15857.1037 1.19583083 15858.0565 1.193286515837 3 1 1970 15859.0093 1.19084833 15859.9620 1.18850564 15860.4384 1.187366655837 3 1 1971 15860.9148 1.18624769 15861.3912 1.18514757 15861.8676 1.184065185837 3 1 1972 15862.3440 1.18299942 15862.8204 1.18194927 15863.2968 1.180913735837 3 1 1973 15863.7731 1.17989208 15864.2495 1.17888298 15864.4844 1.178391305837 3 1 1974 15864.7259 1.17800286 15865.2023 1.17724772 15865.6787 1.176502905837 3 1 1975 15866.1551 1.17576769 15866.6315 1.17504140 15867.1079 1.174323375837 3 1 1976 15867.5842 1.17361316 15868.0606 1.17290987 15868.5370 1.172213145837 3 1 1977 15869.0134 1.17152244 15869.4898 1.17083730 15869.9662 1.170157305837 3 1 1978 15870.4426 1.16948201 15870.9190 1.16881104 15871.3953 1.168144195837 3 1 1979 15871.8717 1.16748084 15872.3481 1.16682082 15872.8245 1.166163855837 3 1 1980 15873.3009 1.16550966 15873.7773 1.16485801 15874.2537 1.164208675837 3 1 1981 15874.7301 1.16356143 15875.2064 1.16291625 15876.1592 1.161630665837 3 1 1982 15877.1120 1.16035080 15878.0648 1.15907564 15879.1969 1.157565425837 3 1 1983 15879.7351 1.15684900 15880.4526 1.15589520 15881.1701 1.154942685837 3 1 1984 15882.6052 1.15304059 15883.3227 1.15209084 15884.3990 1.150667335837 3 1 1985 15886.1928 1.14829726 15887.6278 1.14640277 15889.0629 1.144509055837 3 1 1986 15891.2155 1.14166966 15894.8031 1.13693908 15899.1082 1.131263655837 3 1 1987 15907.7185 1.11991405 15908.2778 1.11917689 15924.9391 1.091619325837 3 1 1988 15942.1597 1.06313954 15955.9299 1.04036878 15959.3803 1.032638925837 3 1 1989 15974.1073 .999649852 15987.0933 .970564456 15990.4338 .9630834725837 3 1 1990 15993.5863 .953712117 16004.9491 .919937936 16014.5866 .8912968645837 3 1 1991 16014.6886 .890925808 16019.5583 .873213061 16024.6555 .8546748355837 3 1 1992 16024.9377 .853648664 16032.0582 .822224845 16035.7595 .8058929565837 3 1 1993 16039.4608 .789563105 16042.1897 .777525951 16045.9382 .7574387755837 3 1 1994 16050.2824 .734165571 16051.4901 .726486328 16056.4618 .6948817245837 3 1 1995 16059.1594 .677737568 16061.8570 .660597109 16061.8883 .6603982985837 3 1 1996 16065.9033 .630944845 16066.5306 .626344603 16067.9265 .6151772855837 3 1 1997 16069.9497 .598995727 16073.3217 .572038563 16074.9449 .5590690465837 3 1 1998 16076.3683 .547700800 16077.7915 .536339650 16080.1637 .5174183195837 3 1 1999 16081.6183 .505830028 16082.0614 .503418012 16083.9591 .4931096995837 3 1 2000 16084.9079 .487966095 16085.0726 .487074657 16085.8568 .4856292665837 3 1 2001 16086.8056 .483889949 16087.3663 .482868503 16087.7545 .4838187655837 3 1 2002 16089.1777 .487326457 16089.2013 .487385192 16090.1188 .4932386645837 3 1 2003 16090.6050 .497906772 16091.0363 .502060494 16092.0322 .5170285155837 3 1 2004 16092.6420 .526209422 16092.7458 .528592174 16093.4594 .5449870245837 3 1 2005 16094.0182 .557837396 16094.1730 .562420111 16094.7063 .5782205525837 3 1 2006 16094.8866 .584473120 16095.3945 .602099519 16095.6002 .6103865995837 3 1 2007 16096.0826 .629834719 16096.3138 .640578310 16096.7707 .6618239085837 3 1 2008 16097.0274 .675496740 16097.4587 .698483799 16097.7410 .7155508005837 3 1 2009 16098.1018 .737376698 16098.4546 .761377319 16098.7448 .7811306625837 3 1 2010 16099.1682 .813411355 16099.3878 .830163271 16099.8818 .8722169375837 3 1 2011 16100.0308 .884907906 16100.5954 .938389309 16100.6739 .9458291825837 3 1 2012 16101.3169 1.01338379 16101.3718 1.01975840 16101.9599 1.088078255837 3 1 2013 16102.1482 1.11218382 16102.6029 1.17042103 16102.9245 1.215685205837 3 1 2014 16103.2460 1.26095648 16103.7008 1.33114390 16103.8890 1.360201285837 3 1 2015 16104.4772 1.45947388 16104.5320 1.46872677 16105.1750 1.587107895837 3 1 2016 16105.2535 1.60282847 16105.8181 1.71594131 16106.0298 1.761964575837 3 1 2017 16106.4611 1.85576466 16106.8061 1.93699231 16107.1041 2.007180425837 3 1 2018 16107.5825 2.13331515 16108.3510 2.33600847 16108.3588 2.338371715837 3 1 2019 16109.2520 2.60908538 16109.5586 2.70205863 16110.7545 3.114435885837 3 1 2020 16110.7662 3.11847275 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