26-Fe- 54 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 26054.0000 53.4760000 2 0 0 52625 1451 1 0.0 0.0 0 0 0 62625 1451 2 1.00000000 150000000. 8 5 10 72625 1451 3 600.000000 0.0 1 0 437 532625 1451 4 26-Fe- 54 LANL,ORNL EVAL-SEP96 M.B.Chadwick,P.G.Young,D.Hetrick 2625 1451 5 CH99,HE91,Fu91 DIST-DEC06 REV4- 20011108 2625 1451 6 ----ENDF/B-VII MATERIAL 2625 REVISION 4 2625 1451 7 -----INCIDENT NEUTRON DATA 2625 1451 8 ------ENDF-6 FORMAT 2625 1451 9 2625 1451 10 Oct 22,2004, Holly Trellue remade mf6mt5 using corrected gnash 2625 1451 11 code, to fix an earlier bug. Impact is reduced sec. particle prod.2625 1451 12 for new ENDF/B-VII release 2625 1451 13 **************************************************************** 2625 1451 14 2625 1451 15 ENDF/B-VI MOD 5 Revision, May 2000, S.C. Frankle, R.C. Reedy, 2625 1451 16 P.G. Young (LANL) 2625 1451 17 2625 1451 18 The secondary gamma-ray spectrum for radiative capture (MF 12, 2625 1451 19 MT 102) has been updated for new experimental data at incident 2625 1451 20 neutron energies up to 1 keV. 2625 1451 21 The MF=12, MT=102 yields above 1 keV were adjusted slightly to 2625 1451 22 force energy conservation. 2625 1451 23 The Q-value for radiative capture was also updated in File 3. 2625 1451 24 Details of these changes are described in Frankel et al. [Fr01]. 2625 1451 25 2625 1451 26 ******************************************************************2625 1451 27 2625 1451 28 ENDF/B-VI MOD 4 Evaluation, September 1997, M.B. Chadwick, 2625 1451 29 P.G. Young (LANL) and A.J. Koning (ECN) 2625 1451 30 2625 1451 31 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 2625 1451 32 in cooperation with ECN Petten. 2625 1451 33 2625 1451 34 This evaluation provides a complete representation of the 2625 1451 35 nuclear data needed for transport, damage, heating, 2625 1451 36 radioactivity, and shielding applications over the incident 2625 1451 37 neutron energy range from 1.0E-11 to 150 MeV. The discussion 2625 1451 38 here is divided into the region below and above 20 MeV. 2625 1451 39 2625 1451 40 INCIDENT NEUTRON ENERGIES < 20 MeV 2625 1451 41 2625 1451 42 Below 20 MeV the evaluation is based completely on the ENDF/B- 2625 1451 43 VI.1 (Release 1) evaluation by [He91] (see also [Fu86]). The 2625 1451 44 following modifications were made to the ENDF/B-VI.1 evaluation: 2625 1451 45 2625 1451 46 1. The covariance files (MF=33) were removed from the file. 2625 1451 47 2625 1451 48 2. The derived MF=3 files for MT=203,205,207 were removed. 2625 1451 49 2625 1451 50 2625 1451 51 INCIDENT NEUTRON ENERGIES > 20 MeV 2625 1451 52 2625 1451 53 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 2625 1451 54 all reaction data. Production cross sections and emission 2625 1451 55 spectra are given for neutrons, protons, deuterons, tritons, 2625 1451 56 alpha particles, gamma rays, and all residual nuclides produced 2625 1451 57 (A>5) in the reaction chains. To summarize, the ENDF sections 2625 1451 58 with non-zero data above En = 20 MeV are: 2625 1451 59 2625 1451 60 MF=3 MT= 1 Total Cross Section 2625 1451 61 MT= 2 Elastic Scattering Cross Section 2625 1451 62 MT= 3 Nonelastic Cross Section 2625 1451 63 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 2625 1451 64 2625 1451 65 MF=4 MT= 2 Elastic Angular Distributions 2625 1451 66 2625 1451 67 MF=6 MT= 5 Production Cross Sections and Energy-Angle 2625 1451 68 Distributions for Emission Neutrons, Protons, 2625 1451 69 Deuterons, and Alphas; and Angle-Integrated 2625 1451 70 Spectra for Gamma Rays and Residual Nuclei That 2625 1451 71 Are Stable Against Particle Emission 2625 1451 72 2625 1451 73 The evaluation is based on nuclear model calculations that 2625 1451 74 have been benchmarked to experimental data, especially for n + 2625 1451 75 Fe56 and p + Fe56 reactions [Ch96a]. We use the GNASH code 2625 1451 76 system [Yo92], which utilizes Hauser-Feshbach statistical, 2625 1451 77 preequilibrium and direct-reaction theories. Spherical optical 2625 1451 78 model calculations are used to obtain particle transmission 2625 1451 79 coefficients for the Hauser-Feshbach calculations, as well as 2625 1451 80 for the elastic neutron angular distributions. 2625 1451 81 Cross sections and spectra for producing individual residual 2625 1451 82 nuclei are included for reactions that exceed a cross section of 2625 1451 83 approximately 1 nb at any energy. The energy-angle-correlations 2625 1451 84 for all outgoing particles are based on Kalbach systematics 2625 1451 85 [Ka88]. 2625 1451 86 A model was developed to calculate the energy distributions of 2625 1451 87 all recoil nuclei in the GNASH calculations [Ch96b]. The recoil 2625 1451 88 energy distributions are represented in the laboratory system in 2625 1451 89 MT=5, MF=6, and are given as isotropic in the lab system. Note 2625 1451 90 that all other data in MT=5,MF=6 are given in the center-of-mass 2625 1451 91 system. This method of representation requires a modification of 2625 1451 92 the original ENDF-6 format. 2625 1451 93 Preequilibrium corrections were performed in the course of the 2625 1451 94 GNASH calculations using the exciton model of Kalbach [Ka77, 2625 1451 95 Ka85], validated by comparison with calculations using Feshbach, 2625 1451 96 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 2625 1451 97 nuclear data sheets were matched to continuum level densities 2625 1451 98 using the formulation of Ignatyuk [Ig75] and pairing and shell 2625 1451 99 parameters from the Cook [Co67] analysis. Neutron and charged- 2625 1451 100 particle transmission coefficients were obtained from the 2625 1451 101 optical potentials, as discussed below. Gamma-ray transmission 2625 1451 102 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 2625 1451 103 The neutron optical model potential of Arthur et al. [Ar80] 2625 1451 104 was used to calculate transmission coefficients and cross 2625 1451 105 sections with the SCAT2 code [Be92] up to a neutron energy of 26 2625 1451 106 MeV. Between 26 and 52 MeV, the imaginary volume component of 2625 1451 107 Arthur's potential was modified to better account for nonelastic 2625 1451 108 cross section measurements, and above 52 MeV the Semmering 2625 1451 109 potential of Madland [Ma88] was used. For protons, the 2625 1451 110 Beccetti-Greenlees potential [Be69] was utilized below 28 MeV, 2625 1451 111 and the Madland potential [Ma88] was used at higher energies. 2625 1451 112 The global spherical potential of Perey [Pe63] was utilized for 2625 1451 113 deuterons, and the potential of Beccetti-Greenlees [Be71] 2625 1451 114 was adopted for tritons. Finally, the alpha potential of Lemos 2625 1451 115 [Le72], as adapted by Arthur et al. [Ar80], was used for alpha 2625 1451 116 particles. 2625 1451 117 Direct reaction cross sections to discrete states were 2625 1451 118 calculated with the ECIS95 code [Re95] using deformation 2625 1451 119 parameters compiled in Nuclear Data Sheets. 2625 1451 120 We used the same values for the total, elastic, and nonelastic 2625 1451 121 cross sections (MF=3, MT=1,2,3) above 20 MeV as were used in the 2625 1451 122 n + 56Fe evaluation. 2625 1451 123 2625 1451 124 ***************************************************************** 2625 1451 125 2625 1451 126 REFERENCES 2625 1451 127 2625 1451 128 [Ar80] E.D. Arthur and P.G. Young, 'Evaluation of Neutron 2625 1451 129 Cross Sections to 40 MeV for 54,56Fe," Proc. Sym. on Neutron 2625 1451 130 Cross Sections from 10 to 50 MeV, 12-14 May 1980, Brookhaven 2625 1451 131 National Laboratory [Eds. M. R. Bhat and S. Pearlstein, BNL- 2625 1451 132 NCS-51245, 1980] p. 731. 2625 1451 133 [Be69] F.D. Becchetti, Jr., and G.W. Greenlees, Phys.Rev. 182 2625 1451 134 1190 (1969) 2625 1451 135 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees, "Polarization 2625 1451 136 Phenomena in Nuclear Reactions," (Ed: H.H. Barschall and 2625 1451 137 W. Haeberli, The University of Wisconsin Press, 1971) p.682 2625 1451 138 [Be92] O. Bersillon, "SCAT2 - A Spherical Optical Model Code," 2625 1451 139 in Proc. ICTP Workshop on Computation and Analysis of Nuclear 2625 1451 140 Data Relevant to Nuclear Energy and Safety, 10 February-13 2625 1451 141 March, 1992, Trieste, Italy, to be published in World Scientific2625 1451 142 Press, and Progress Report of the Nuclear Physics Division, 2625 1451 143 Bruyeres-le-Chatel 1977, CEA-N-2037, p.111 (1978). 2625 1451 144 [Ch93] M.B. Chadwick and P.G. Young, Phys.Rev. C 47, 2255 (1993) 2625 1451 145 [Ch96a] M.B. Chadwick and P.G. Young, "GNASH Calculations of 2625 1451 146 n,p + 54,56,57,58Fe and Benchmarking of Results" in APT 2625 1451 147 progress report: 1 August - 1 September 1996, internal Los 2625 1451 148 Alamos National Laboratory memo T-2-96/MS-52, 6 Aug. 1996 from 2625 1451 149 R.E. MacFarlane to L. Waters. 2625 1451 150 [Ch96b] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 2625 1451 151 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 2625 1451 152 Driven Technologies: Calculational Method for Heavy Recoils," 2625 1451 153 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 2625 1451 154 Technology and Applications, Kalmar, Sweden, 3-7 June 1996 2625 1451 155 [Ch99] M.B. Chadwick, P G. Young, G. M. Hale, et al., Los Alamos 2625 1451 156 National Laboratory report, LA-UR-99-1222 (1999) 2625 1451 157 [Co67] J.L. Cook, H. Ferguson, and A.R. deL Musgrove, Aust.J. 2625 1451 158 Phys. 20, 477 (1967) 2625 1451 159 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 2625 1451 160 National Laboratory Report, LA-13812 (2001). 2625 1451 161 [Fu86] C.Y. Fu and D.M. Hetrick, report ORNL/TM-9964 [ENDF-341] 2625 1451 162 (1986) 2625 1451 163 [He91] D.M. Hetrick, C.Y. Fu, and N.M. Larson, ENDF/B-VI.1 2625 1451 164 Evaluation of n + 54Fe, personal comm. (1991) 2625 1451 165 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, Sov.J. 2625 1451 166 Nucl.Phys. 21, 255 (1975); translation of Yad.Fiz. 21, 485 2625 1451 167 (1975) 2625 1451 168 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 2625 1451 169 [Ka85] C. Kalbach, Los Alamos report LA-10248-MS (1985) 2625 1451 170 [Ka88] C. Kalbach, Phys.Rev. C 37, 2350 (1988); see also 2625 1451 171 C. Kalbach and F.M. Mann, Phys.Rev. C 23, 112 (1981) 2625 1451 172 [Ko90] J. Kopecky and M. Uhl, Phys.Rev. C 41, 1941 (1990) 2625 1451 173 [Le72] O.F. Lemos, "Diffusion Elastique de Particules Alpha 2625 1451 174 de 21 a 29.6 MeV sur des Noyaux de la Region Ti-Zn," Orsay 2625 1451 175 report, Series A, No. 136 (1976). 2625 1451 176 [Ma88] D.G. Madland, Proc. OECD/NEANDC Specialist's Meeting on 2625 1451 177 Preequilibrium Nuclear Reactions, Semmering, Austria, Feb. 2625 1451 178 1988, NEANDC-245 (1988) p.103 2625 1451 179 [Pe63] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963) 2625 1451 180 [Re95] J. Raynal, "Notes on ECIS94," CEA informal 2625 1451 181 report,Saclay (1995). 2625 1451 182 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 2625 1451 183 National Laboratory report LA-12343-MS (1992) 2625 1451 184 2625 1451 185 **************************************************************** 2625 1451 186 2625 1451 187 ENDF/B-VI MOD 3 Revision, October 1997, V. McLane (NNDC). 2625 1451 188 2625 1451 189 1. Corrected residual nucleus in File 6, MT=16,103. 2625 1451 190 2. Updated File 1 comments and corrected references. 2625 1451 191 2625 1451 192 **************************************************************** 2625 1451 193 2625 1451 194 ENDF/B-VI MOD 2 Revision, July 1991, (ORNL) 2625 1451 195 2625 1451 196 The elastic transformation matrix was removed. 2625 1451 197 2625 1451 198 **************************************************************** 2625 1451 199 2625 1451 200 ENDF/B-VI MOD 1 Evaluation, November 1989, D.M. Hetrick, C.Y. Fu,2625 1451 201 and N.M. Larson (ORNL) 2625 1451 202 2625 1451 203 This work employed nuclear model codes including the 2625 1451 204 Distorted Wave Born Approximation (DWBA) program DWUCK [1] 2625 1451 205 and the Hauser-Feshbach code TNG [2,3,4]. The TNG code provides 2625 1451 206 energy and angular distributions of particles emitted in the 2625 1451 207 compound and pre-compound reactions, ensures consistency among 2625 1451 208 all reactions, and maintains energy balance. details pertinent 2625 1451 209 to the contents of this evaluation will be published at a later 2625 1451 210 date. 2625 1451 211 Resonance parameters and thermal cross sections are from 2625 1451 212 Mughabghab [5] and adjusted through SAMMY by N. Larson using J.A.2625 1451 213 Harvey data [11] between 110 and 700 keV, capture cross section 2625 1451 214 background in File 3 was based on Allen [6]. Above 700 keV, 2625 1451 215 54Fe data from J.A. Harvey [11] used. 2625 1451 216 2625 1451 217 DESCRIPTION OF FILES 2625 1451 218 2625 1451 219 File 1 GENERAL INFORMATION ------------------------------------ 2625 1451 220 MT=451 General information, references, and definitions. 2625 1451 221 2625 1451 222 File 2 RESONANCE PARAMETERS ----------------------------------- 2625 1451 223 MT=151 See above. 2625 1451 224 Note that the flag has been set to allow user calculation 2625 1451 225 of the angular distributions from the R-M resonance 2625 1451 226 parameters, if the user wants angular distributions on 2625 1451 227 a finer energy grid than given in 4/2. 2625 1451 228 2625 1451 229 File 3 NEUTRON CROSS SECTIONS --------------------------------- 2625 1451 230 MT=1 Total cross section; see above. 2625 1451 231 MT=2 Elastic scattering cross sections were obtained by 2625 1451 232 subtracting the nonelastic from the total. 2625 1451 233 MT=3 Nonelastic cross section; sum of MT=4,16,22,28,102,103, 2625 1451 234 104,107. 2625 1451 235 MT=4 Total inelastic cross section; sum of MT=51-57, and 91. 2625 1451 236 MT=16 (n,2n) cross sections were calculated by the TNG code 2625 1451 237 [2,3,4]. 2625 1451 238 MT=22 (n,na) cross sections were calculated by the TNG code. 2625 1451 239 MT=28 (n,np) cross sections were calculated by the TNG code. 2625 1451 240 MT=51 to 3-57 Inelastic scattering exciting levels. 2625 1451 241 For En>6 MeV, results are from TNG which includes direct 2625 1451 242 interaction cross sections from DWUCK [1] calculations. 2625 1451 243 For En<6 MeV, TNG calculations were adjusted to fit the 2625 1451 244 data of Guenther et al. [7]. 2625 1451 245 MT=91 Inelastic scattering exciting the continuum are TNG 2625 1451 246 calculated, but adjusted as for MT=51-57 for En<6 MeV. 2625 1451 247 MT=102 (n,g) capture cross section; see above. 2625 1451 248 TNG calculations normalized to the data were added for 2625 1451 249 energies from 1.0 to 1.5 MeV. 2625 1451 250 MT=103 (n,p) cross sections 2625 1451 251 Taken from the GLUCS [8] calculation in which this reaction 2625 1451 252 was studied simultaneously with 12 other dosimetry 2625 1451 253 reaction cross sections [9]. 2625 1451 254 MT=104 (n,d) cross sections 2625 1451 255 Taken from (n,p) shape which was normalized to data of 2625 1451 256 grimes et al. [10] at 14.8 MeV. 2625 1451 257 MT=107 (n,a) cross sections 2625 1451 258 Were taken from ENDF/B-V for En < 9 MeV. Above 9 MeV, 2625 1451 259 ENDF/B-V cross sections were adjusted to be smaller to 2625 1451 260 better fit measured data. 2625 1451 261 2625 1451 262 File 4 ANGULAR DISTRIBUTIONS ---------------------------------- 2625 1451 263 MT=2 Elastic Scattering 2625 1451 264 Taken from ENDF/B-V. 2625 1451 265 If desired, angular distributions can be calculated by 2625 1451 266 the user on a finer energy grid from the R-M resonance 2625 1451 267 parameters in 2/151. 2625 1451 268 2625 1451 269 File 6 PRODUCT ENERGY-ANGLE DISTRIBUTIONS --------------------- 2625 1451 270 MT=16 (n,2n) reaction 2625 1451 271 Includes simple constant yields for the neutron and 53Fe 2625 1451 272 residual, and energy dependent yield based on TNG 2625 1451 273 calculated gamma-ray spectra for the gamma ray; TNG 2625 1451 274 calculated normalized distributions are given for each 2625 1451 275 product (angular distributions are given only for the 2625 1451 276 outgoing neutron). 2625 1451 277 MT=22 (n,na) reaction 2625 1451 278 Includes simple constant yields for the neutron, alpha, and 2625 1451 279 50Cr residual, and energy dependent yield based on TNG 2625 1451 280 calculated gamma-ray spectra for the gamma ray; 2625 1451 281 calculated normalized distributions are given for each 2625 1451 282 product (angular distributions are given only for the 2625 1451 283 outgoing neutron; isotropy is assumed for the alpha and 2625 1451 284 residual). (n,xa) d-d emission data heavily used to 2625 1451 285 benchmark the calculations. 2625 1451 286 MT=28 (n,np) reaction 2625 1451 287 Includes simple constant yields for the neutron, p, and 2625 1451 288 53Mn residual, and energy dependent yield based on TNG 2625 1451 289 calculated gamma-ray spectra for the gamma ray; 2625 1451 290 calculated normalized distributions are given for each 2625 1451 291 product (angular distributions are given only for the 2625 1451 292 outgoing neutron; isotropy is assumed for the proton and 2625 1451 293 residual). (n,xp) d-d emission used to benchmark the TNG 2625 1451 294 calculations. 2625 1451 295 MT=51 through 6-57 Inelastic scattering exciting levels 2625 1451 296 Each section includes simple constant yields for the 2625 1451 297 neutron and 54Fe residual; angular distributions are 2625 1451 298 given for the outgoing neutron (Legendre coefficients 2625 1451 299 computed by DWUCK [1] and TNG [2,3,4]). 2625 1451 300 MT=91 Inelastic scattering exciting the continuum 2625 1451 301 Includes simple constant yields for the neutron and 54Fe 2625 1451 302 residual and energy dependent yield based on TNG 2625 1451 303 calculated gamma-ray spectra for the gamma ray; TNG 2625 1451 304 calculated normalized distributions are given 2625 1451 305 for each (angular distributions are given only for the 2625 1451 306 outgoing neutron). 2625 1451 307 MT=103 (n,p) reaction 2625 1451 308 Includes simple constant yields for p and 54Mn residual, 2625 1451 309 and energy dependent yield based on calculated gamma-ray 2625 1451 310 spectra for gamma ray; calculated normalized 2625 1451 311 distributions are given for each product. (n,xp) d-d 2625 1451 312 emission data used to benchmark the TNG calculations. 2625 1451 313 MT=107 (n,a) reaction 2625 1451 314 Includes simple constant yields for alpha and 51Cr residual,2625 1451 315 and energy dependent yield based on calculated gamma-ray 2625 1451 316 spectra for gamma ray; calculated normalized 2625 1451 317 distributions are given for each product. (n,xa) d-d 2625 1451 318 emission data used to benchmark the calculations. 2625 1451 319 2625 1451 320 File 12 PHOTON PRODUCTION MULTIPLICITIES ---------------------- 2625 1451 321 MT=51 through 12-57 branching ratios for the levels are given. 2625 1451 322 MT=102 (n,g) capture; 2625 1451 323 Below 1 MeV from ENDF/B-V for natural FE, but adjusted for 2625 1451 324 energy balance. 2625 1451 325 Above 1 MeV from TNG calculations. 2625 1451 326 2625 1451 327 File 14 PHOTON ANGULAR DISTRIBUTIONS -------------------------- 2625 1451 328 MT=51 through 14-57 and 14-102 Gamma ray angular distributions 2625 1451 329 Assumed to be isotropic. 2625 1451 330 2625 1451 331 File 15 CONTINUOUS PHOTON ENERGY SPECTRA ---------------------- 2625 1451 332 MT=102 (n,g) capture; as in 12-102 2625 1451 333 2625 1451 334 File 33 UNCERTAINTY FILES ------------------------------------- 2625 1451 335 An LB=8 section is included for all non-derived files as 2625 1451 336 required by ENDF/B-VI. 2625 1451 337 MT=1 Uncertainties are derived from 1.E-5 to 100 eV. from 2625 1451 338 100 eV to 20 MeV they are explicit, using LB=0,1 AND 8. 2625 1451 339 MT=2 From 1.E-5 to 100 eV, uncertainties are explicit, based 2625 1451 340 upon thermal uncertainty and other data. From 100 eV to 2625 1451 341 20 MeV the files are derived. 2625 1451 342 MT=3 From 1.E-5 to 700 keV uncertainties are derived. From 2625 1451 343 700 kev to 20 MeV uncertainties are explicit, using LB=1 2625 1451 344 and 8. 2625 1451 345 MT=4 Uncertainties are all derived. 2625 1451 346 MT=16 Uncertainties are explicit, estimated from TNG. 2625 1451 347 MT=22 Uncertainties are explicit, estimated from TNG. 2625 1451 348 MT=28 Uncertainties are explicit, estimated from TNG. 2625 1451 349 MT=51-91 Uncertainties are explicit, based on data and 2625 1451 350 calculation uncertainties. 2625 1451 351 MT=102 Uncertainties are explicit, based on thermal data at 2625 1451 352 low energies, and calculated results above 700 keV. 2625 1451 353 MT=103 (n,p) covariances were taken from the GLUCS [8] 2625 1451 354 calculation in which this reaction was studied 2625 1451 355 simultaneously with 12 other dosimetry reaction cross 2625 1451 356 sections [9]. 2625 1451 357 MT=104 Uncertainties estimated from data. 2625 1451 358 MT=107 Uncertainties estimated from data. 2625 1451 359 2625 1451 360 ---------------------------------------------------------------- 2625 1451 361 REFERENCES: 2625 1451 362 2625 1451 363 [1] P.D. Kunz, "Distorted Wave Code DWUCK72," Univ. of Colorado, 2625 1451 364 unpublished (1972). 2625 1451 365 [2] C.Y. Fu, "A Consistent Nuclear Model For Compound and Pre- 2625 1451 366 compound Reactions with Conservation of Angular Momentum," 2625 1451 367 report ORNL/TM-7042 (1980), and Nucl.Sci.Eng. 100, 61 (1988).2625 1451 368 [3] C.Y Fu, "Development and Application of Multi-step 2625 1451 369 Hauser-Feshbach/Pre-equilibrium Model Theory," Symp. 2625 1451 370 Neutron Cross Sections from 10 to 50 MeV, Upton, N.Y., 2625 1451 371 May 12-14,1980, report BNL-NCS-51425, p.675. 2625 1451 372 [4] K. Shibata and C.Y. Fu, "Recent Improvements of the TNG 2625 1451 373 Statistical Model Code", report ORNL/TM-10093 (1986). 2625 1451 374 [5] S.F. Mughabghab, Neutron Cross Sections, Vol. 1: Resonance 2625 1451 375 Parameters and Thermal Cross Sections, Part A (Academic 2625 1451 376 Press, 1981). 2625 1451 377 [6] B.J. Allen, Geel Conference, 1977. 2625 1451 378 [7] P.T. Guenther, D.L. Smith, A.B. Smith et al., Ann.Nucl. En. 2625 1451 379 13 (11), 601-610 (1986). 2625 1451 380 [8] D.M. Hetrick and C.Y. Fu, "GLUCS: A Generalized Least Squares2625 1451 381 Program for Updating Cross Section Evaluations with 2625 1451 382 Correlated Data Sets," report ORNL/TM-7341 [ENDF-303] (1980).2625 1451 383 [9] C.Y. Fu and D.M. Hetrick, "Experience in Using the 2625 1451 384 Covariances of Some ENDF/B-V Dosimetry Cross Sections: 2625 1451 385 Proposed Improvements and Additions of Cross-reaction 2625 1451 386 Covariances," Proc. Fourth ASTM-Euratom Symp. on Reactor 2625 1451 387 Dosimetry, Gaithersburg, Maryland, March 22-26,1982, 2625 1451 388 (US National Bureau Of Standards, 1982) p.877. 2625 1451 389 ([0] S.M. Grimes, R.C. Haight, K.R. Alvar et al., Phys.Rev., C19, 2625 1451 390 2127 (1979). 2625 1451 391 [11] J.A. Harvey, private communication, 1989. 2625 1451 392 2625 1451 393 ************************ C O N T E N T S *********************** 2625 1451 394 ***************** Program LINEAR (VERSION 2007-1) ***************2625 1451 395 For All Data Greater than 1.0000E-10 barns in Absolute Value 2625 1451 396 Data Linearized Using Energy Dependent Uncertainty 2625 1451 397 Energy Accuracy 2625 1451 398 (eV) (per-cent) 2625 1451 399 ----------- ----------- 2625 1451 400 0.0 .010000000 2625 1451 401 1.00000000 .010000000 2625 1451 402 10.0000000 .100000000 2625 1451 403 2.00000E+9 .100000000 2625 1451 404 ***************** Program RECENT (VERSION 2007-1) ***************2625 1451 405 for All Data Greater than 1.0000E-10 barns in Absolute Value 2625 1451 406 Data Linearized Using Energy Dependent Uncertainty 2625 1451 407 Energy Accuracy 2625 1451 408 (eV) (per-cent) 2625 1451 409 ----------- ----------- 2625 1451 410 0.0 .010000000 2625 1451 411 1.00000000 .010000000 2625 1451 412 10.0000000 .100000000 2625 1451 413 2.00000E+9 .100000000 2625 1451 414 ***************** Program SIGMA1 (VERSION 2007-1) ***************2625 1451 415 Data Doppler Broadened to 600.000000 Kelvin 2625 1451 416 for All Data Greater than 1.0000E-10 barns in Absolute Value 2625 1451 417 Data Linearized Using Energy Dependent Uncertainty 2625 1451 418 Energy Accuracy 2625 1451 419 (eV) (per-cent) 2625 1451 420 ----------- ----------- 2625 1451 421 0.0 .010000000 2625 1451 422 1.00000000 .010000000 2625 1451 423 10.0000000 .100000000 2625 1451 424 2.00000E+9 .100000000 2625 1451 425 ***************** Program FIXUP (Version 2007-1) ****************2625 1451 426 Corrected ZA/AWR in All Sections-----------------------------Yes 2625 1451 427 Corrected Thresholds-----------------------------------------No 2625 1451 428 Extended Cross Sections to 20 MeV----------------------------No 2625 1451 429 Allow Cross Section Deletion---------------------------------Yes 2625 1451 430 Allow Cross Section Reconstruction---------------------------Yes 2625 1451 431 Make All Cross Sections Non-Negative-------------------------Yes 2625 1451 432 Delete Energies Not in Ascending Order-----------------------Yes 2625 1451 433 Deleted Duplicate Points-------------------------------------Yes 2625 1451 434 Check for Ascending MAT/MF/MT Order--------------------------Yes 2625 1451 435 Check for Legal MF/MT Numbers--------------------------------Yes 2625 1451 436 Allow Creation of Missing Sections---------------------------No 2625 1451 437 Allow Insertion of Energy Points-----------------------------No 2625 1451 438 Create Uniform Energy Grid-----------------------------------No 2625 1451 439 Delete Section if Cross Section =0 at All Energies-----------Yes 2625 1451 440 **************** Program DICTIN (VERSION 2007-1) ****************2625 1451 441 1 451 494 52625 1451 442 2 151 387 12625 1451 443 3 1 14055 42625 1451 444 3 2 7423 42625 1451 445 3 4 16 12625 1451 446 3 5 9 42625 1451 447 3 16 6 12625 1451 448 3 22 6 12625 1451 449 3 28 7 12625 1451 450 3 51 13 12625 1451 451 3 52 12 12625 1451 452 3 53 12 12625 1451 453 3 54 11 12625 1451 454 3 55 11 12625 1451 455 3 56 11 12625 1451 456 3 57 11 12625 1451 457 3 91 11 12625 1451 458 3 102 7000 52625 1451 459 3 103 16 12625 1451 460 3 104 7 12625 1451 461 3 107 12 12625 1451 462 4 2 1459 42625 1451 463 6 5 13208 42625 1451 464 6 16 239 32625 1451 465 6 22 309 12625 1451 466 6 28 473 12625 1451 467 6 51 35 12625 1451 468 6 52 32 12625 1451 469 6 53 7 12625 1451 470 6 54 32 12625 1451 471 6 55 32 12625 1451 472 6 56 32 12625 1451 473 6 57 32 12625 1451 474 6 91 1305 12625 1451 475 6 103 1238 32625 1451 476 6 107 902 12625 1451 477 12 51 3 12625 1451 478 12 52 3 12625 1451 479 12 53 3 12625 1451 480 12 54 3 12625 1451 481 12 55 3 12625 1451 482 12 56 3 12625 1451 483 12 57 3 12625 1451 484 12 102 191 52625 1451 485 14 51 1 12625 1451 486 14 52 1 12625 1451 487 14 53 1 12625 1451 488 14 54 1 12625 1451 489 14 55 1 12625 1451 490 14 56 1 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9.274362482625 3 1 1776 39139.0708 9.29628196 39139.9975 9.34840880 39140.0618 9.350338452625 3 1 1777 39140.6930 9.32401461 39140.9450 9.30745540 39141.4963 9.241356352625 3 1 1778 39141.7010 9.21220264 39142.1420 9.12649694 39142.5830 9.032855452625 3 1 1779 39142.7090 8.99998042 39143.3391 8.82450928 39143.4021 8.804396692625 3 1 1780 39144.0951 8.56929457 39144.2841 8.49758573 39145.0401 8.196968822625 3 1 1781 39145.9221 7.80038902 39145.9851 7.77121882 39146.9301 7.304010662625 3 1 1782 39147.2451 7.14445669 39150.3952 5.47846618 39150.6709 5.334217452625 3 1 1783 39151.3402 4.99587653 39151.8127 4.76099024 39152.2852 4.535248622625 3 1 1784 39152.6002 4.38762849 39152.9940 4.21059721 39153.3877 4.036792622625 3 1 1785 39153.5847 3.95398280 39154.1752 3.71039902 39154.1753 3.710360122625 3 1 1786 39154.7660 3.48543688 39155.0415 3.38283557 39155.3566 3.272479372625 3 1 1787 39155.6913 3.15760647 39155.7503 3.13848267 39156.2228 2.988238862625 3 1 1788 39156.3410 2.95143989 39156.6953 2.84780220 39156.9907 2.763323112625 3 1 1789 39157.1678 2.71591699 39157.6403 2.59245005 39158.1128 2.481064162625 3 1 1790 39158.4279 2.40843164 39158.4672 2.40015894 39158.8216 2.327092472625 3 1 1791 39159.1760 2.25550938 39159.2154 2.24771007 39159.5303 2.191198092625 3 1 1792 39159.8454 2.13580469 39160.0029 2.10863887 39160.1604 2.084127802625 3 1 1793 39160.4754 2.03610856 39160.7904 1.98905074 39161.1054 1.947688932625 3 1 1794 39161.4204 1.90720529 39161.5779 1.88738190 39161.7354 1.869680372625 3 1 1795 39162.0504 1.83507325 39162.3654 1.80122178 39162.6804 1.771813122625 3 1 1796 39162.9954 1.74308186 39163.1529 1.72903607 39163.3104 1.716608582625 3 1 1797 39163.6254 1.69235662 39163.9404 1.66867218 39164.2554 1.648302652625 3 1 1798 39164.5704 1.62843333 39164.7280 1.61871976 39164.8658 1.611486392625 3 1 1799 39165.1611 1.59637224 39165.4565 1.58161575 39165.7518 1.567203922625 3 1 1800 39165.9093 1.55968673 39166.0471 1.55431028 39166.3424 1.543085572625 3 1 1801 39166.6378 1.53213414 39166.9330 1.52144815 39167.0905 1.515874932625 3 1 1802 39167.2284 1.51202437 39167.5237 1.50400221 39167.8190 1.496187572625 3 1 1803 39168.1143 1.48856546 39168.4096 1.48112179 39168.6655 1.474814482625 3 1 1804 39168.7049 1.47407699 39169.0987 1.46694162 39169.4924 1.460052672625 3 1 1805 39169.8862 1.45338181 39170.2405 1.44755752 39170.2799 1.447093862625 3 1 1806 39170.6737 1.44263627 39170.9985 1.43907950 39171.3824 1.435001292625 3 1 1807 39171.7664 1.43104479 39172.1503 1.42719912 39172.5342 1.423451642625 3 1 1808 39172.7606 1.42129334 39172.9181 1.42028306 39173.4300 1.417119912625 3 1 1809 39173.9419 1.41407667 39174.4538 1.41113652 39174.9656 1.408285572625 3 1 1810 39175.2806 1.40657784 39175.4775 1.40588329 39175.9894 1.404143382625 3 1 1811 39176.7572 1.40163768 39177.5250 1.39923510 39178.2929 1.396915852625 3 1 1812 39179.0606 1.39466554 39180.0057 1.39197163 39180.3206 1.391096872625 3 1 1813 39180.9507 1.39009530 39181.8957 1.38864897 39182.8407 1.387248832625 3 1 1814 39184.1007 1.38544145 39185.3608 1.38369027 39186.6208 1.381986072625 3 1 1815 39187.8808 1.38032153 39189.1408 1.37869107 39190.4403 1.377040482625 3 1 1816 39191.7397 1.37541753 39192.9208 1.37396766 39193.4722 1.373600882625 3 1 1817 39195.2047 1.37248511 39196.9372 1.37140079 39198.6698 1.370343612625 3 1 1818 39200.4023 1.36931016 39202.1348 1.36829742 39205.5211 1.366368552625 3 1 1819 39208.0411 1.36496952 39210.5612 1.36359616 39213.0812 1.362244782625 3 1 1820 39215.6013 1.36091217 39218.1213 1.35959586 39219.6963 1.358781992625 3 1 1821 39220.6413 1.35850197 39223.1613 1.35776758 39226.5883 1.356785932625 3 1 1822 39230.0153 1.35582115 39233.4423 1.35487067 39236.8693 1.353932412625 3 1 1823 39240.2963 1.35300468 39243.7233 1.35208605 39248.8638 1.350722612625 3 1 1824 39253.6513 1.34946601 39258.2622 1.34826583 39262.8730 1.347074032625 3 1 1825 39269.0208 1.34549583 39275.1686 1.34392791 39281.3165 1.342368482625 3 1 1826 39287.4643 1.34081620 39289.0012 1.34042998 39296.6860 1.339019012625 3 1 1827 39304.3708 1.33761626 39313.5926 1.33594089 39322.8143 1.334272672625 3 1 1828 39332.0360 1.33261012 39345.8685 1.33012449 39359.7011 1.327646692625 3 1 1829 39373.5336 1.32517502 39389.6717 1.32229733 39405.8097 1.319424732625 3 1 1830 39427.3270 1.31560064 39448.8444 1.31178116 39478.0465 1.306603452625 3 1 1831 39514.9334 1.30006998 39557.9681 1.29245451 39607.1506 1.283755822625 3 1 1832 39680.9244 1.27071453 39828.4719 1.24464514 39976.0195 1.218583552625 3 1 1833 40264.6996 1.16760296 40663.8622 1.09711911 41142.8573 1.012545082625 3 1 1834 41621.8524 .927975588 42100.8475 .843411603 42579.8425 .7588525952625 3 1 1835 43058.8377 .674300588 43697.4978 .561576202 44176.4929 .4770434042625 3 1 1836 44256.3254 .462956290 44495.8229 .421729502 44815.1530 .3667664692625 3 1 1837 44894.9855 .353027461 45134.4830 .312877977 45214.3156 .2994971592625 3 1 1838 45533.6457 .247316437 45813.0595 .203374939 45852.9758 .1973188422625 3 1 1839 45972.7246 .179154203 46092.4733 .161568072 46132.3896 .1557074422625 3 1 1840 46292.0546 .133095356 46371.8871 .122299046 46431.7615 .1142043622625 3 1 1841 46551.5103 .098740516 46651.3009 .086405624 46751.0916 .0746801502625 3 1 1842 46830.9241 .065733868 46890.7984 .059326037 46910.7566 .0571910862625 3 1 1843 46970.6309 .051106282 47030.5053 .045306682 47090.3797 .0397916572625 3 1 1844 47130.2960 .036308757 47140.2751 .035438614 47180.1914 .0321182432625 3 1 1845 47220.1076 .028947974 47260.0239 .025933589 47299.9401 .0230713062625 3 1 1846 47329.8773 .021040900 47359.8145 .019108678 47369.7935 .0184979662625 3 1 1847 47389.7517 .017277869 47419.6889 .015550912 47449.6260 .0139299402625 3 1 1848 47474.5738 .012662456 47499.5214 .011472639 47519.4795 .0105779422625 3 1 1849 47538.1902 .009785953 47555.6536 .009086652 47573.1170 .0084299922625 3 1 1850 47590.5804 .007815913 47599.3120 .007527477 47603.6779 .0073835802625 3 1 1851 47616.7754 .006976141 47629.8729 .006593258 47642.9704 .0062352442625 3 1 1852 47656.0680 .005902417 47669.1654 .005595105 47680.3919 .0053522462625 3 1 1853 47691.6183 .005128581 47702.8448 .004924316 47714.0712 .0047396682625 3 1 1854 47725.2977 .004574787 47735.9005 .004437239 47746.1914 .0043208952625 3 1 1855 47753.0520 .004252993 47759.9127 .004192884 47766.7733 .0041405652625 3 1 1856 47773.6339 .004096056 47780.4945 .004059400 47787.3551 .0040306492625 3 1 1857 47794.2157 .004009862 47801.0763 .003997104 47811.3672 .0039931432625 3 1 1858 47813.8620 .003996306 47820.2549 .004004949 47829.1425 .0040306962625 3 1 1859 47838.0301 .004070381 47846.9176 .004124134 47855.8052 .0041920562625 3 1 1860 47865.0047 .004277411 47874.3601 .004380056 47883.7154 .0044988262625 3 1 1861 47893.0708 .004633920 47902.4261 .004785627 47912.4052 .0049659462625 3 1 1862 47919.8895 .005113593 47931.1159 .005355049 47942.3424 .0056209522625 3 1 1863 47953.5688 .005911679 47964.7953 .006227523 47976.0217 .0065687622625 3 1 1864 47987.2482 .006935687 47998.4746 .007328581 48009.7011 .0077477442625 3 1 1865 48020.9275 .008193464 48028.4118 .008509022 48032.7777 .0086934902625 3 1 1866 48045.8752 .009282138 48058.9728 .009908278 48072.0703 .0105723962625 3 1 1867 48085.1679 .011275006 48102.6312 .012272561 48120.0946 .0133406862625 3 1 1868 48137.5579 .014481282 48150.6554 .015387188 48168.1187 .0166581692625 3 1 1869 48188.0769 .018200705 48208.0350 .019843647 48227.9931 .0215911362625 3 1 1870 48247.9512 .023443283 48267.9094 .025402253 48287.8675 .0274702302625 3 1 1871 48307.8256 .029649478 48327.7837 .031942302 48357.7210 .0355998072625 3 1 1872 48387.6582 .039526119 48407.6163 .042328836 48417.5954 .0437312942625 3 1 1873 48447.5326 .048224702 48477.4698 .053013739 48507.4070 .0581072792625 3 1 1874 48537.3442 .063515583 48567.2813 .069248155 48597.2186 .0753194152625 3 1 1875 48627.1557 .081736431 48657.0929 .088548425 48697.0092 .0981605392625 3 1 1876 48726.9463 .105880386 48736.9254 .108454963 48776.8417 .1194673922625 3 1 1877 48806.7788 .128201603 48846.6951 .140540111 48886.6113 .1536833132625 3 1 1878 48926.5276 .167673244 48966.4438 .182541847 49006.3601 .1983290292625 3 1 1879 49046.2764 .215076626 49086.1927 .232835471 49126.1089 .2516450282625 3 1 1880 49166.0252 .271554127 49205.9414 .292613965 49245.8577 .3148854902625 3 1 1881 49325.6902 .363273558 49365.6064 .389519889 49425.4808 .4316810992625 3 1 1882 49445.4389 .446871720 49485.3552 .477260519 49545.2296 .5267156982625 3 1 1883 49565.1877 .544514062 49605.1039 .580119240 49664.9784 .6380057122625 3 1 1884 49684.9365 .658822640 49724.8528 .700466180 49784.7272 .7681267382625 3 1 1885 49804.6853 .792448207 49844.6015 .841102049 49904.4759 .9201283962625 3 1 1886 49924.4340 .948531395 49964.3503 1.00535000 50024.2247 1.097635422625 3 1 1887 50044.1828 1.13080755 50084.0990 1.19716612 50143.9734 1.304971272625 3 1 1888 50163.9315 1.34373512 50203.8478 1.42127952 50243.7640 1.504257222625 3 1 1889 50276.4880 1.57710559 50309.2120 1.64996679 50374.6600 1.808635432625 3 1 1890 50440.1080 1.98167213 50472.8320 2.07598914 50505.5560 2.170320052625 3 1 1891 50554.6420 2.32303191 50603.7280 2.48633447 50652.8140 2.660860042625 3 1 1892 50701.9000 2.84731024 50750.9860 3.04685024 50800.0720 3.260391662625 3 1 1893 50824.6150 3.37482966 50849.1580 3.48928469 50898.2440 3.734279522625 3 1 1894 50959.6015 4.06560910 50980.0540 4.18614931 51020.9590 4.427271772625 3 1 1895 51041.4115 4.55928337 51082.3165 4.82335371 51102.7690 4.968124872625 3 1 1896 51143.6740 5.25771953 51184.5790 5.57653801 51205.0315 5.735988212625 3 1 1897 51225.4840 5.91211419 51253.0949 6.14995123 51262.2985 6.229256292625 3 1 1898 51280.7058 6.40267410 51299.1130 6.57615466 51317.5203 6.765193212625 3 1 1899 51335.9275 6.95433010 51349.7330 7.11070676 51363.5384 7.267192162625 3 1 1900 51376.0144 7.42447394 51385.8316 7.54835689 51395.6488 7.689360872625 3 1 1901 51402.1936 7.78346677 51405.4660 7.83057321 51408.7384 7.885015342625 3 1 1902 51415.2832 7.99403622 51418.5556 8.04862204 51420.1918 8.081243692625 3 1 1903 51425.1004 8.17922933 51428.9864 8.25690562 51432.8724 8.334692622625 3 1 1904 51436.7584 8.42907548 51440.6443 8.52361697 51444.5303 8.636903572625 3 1 1905 51447.4448 8.72202609 51448.4163 8.75045462 51450.3593 8.819347752625 3 1 1906 51453.2738 8.92288258 51454.2453 8.95747276 51456.1882 9.042465902625 3 1 1907 51458.2335 9.13210675 51460.2787 9.22190693 51462.3240 9.332526032625 3 1 1908 51464.3692 9.44336352 51466.4145 9.57857029 51468.4597 9.714085782625 3 1 1909 51469.9937 9.83784691 51471.5276 9.96184605 51473.2661 10.12853262625 3 1 1910 51473.9819 10.1973259 51474.6978 10.2797198 51476.1295 10.44484112625 3 1 1911 51476.8453 10.5275974 51477.5611 10.6270646 51478.9928 10.82648482625 3 1 1912 51480.0666 11.0043845 51481.1403 11.1826196 51482.2141 11.39695652625 3 1 1913 51483.2878 11.6117234 51484.5150 11.9041348 51485.0263 12.02625392625 3 1 1914 51485.5376 12.1682259 51486.5602 12.4527622 51487.5828 12.78218762625 3 1 1915 51488.0941 12.9472680 51488.6055 13.1382716 51489.6281 13.52101892625 3 1 1916 51490.6507 13.9646371 51491.1620 14.1869382 51491.6733 14.44351802625 3 1 1917 51492.5937 14.9063053 51492.6960 14.9578403 51493.4118 15.37239922625 3 1 1918 51494.2299 15.8469832 51495.0480 16.3903700 51495.7638 16.86655502625 3 1 1919 51495.8661 16.9437576 51496.6842 17.5620360 51497.2978 18.02644492625 3 1 1920 51497.5023 18.2003276 51498.7294 19.2454446 51498.8317 19.33273122625 3 1 1921 51499.7266 20.1805009 51500.3656 20.7867184 51500.7236 21.15769302625 3 1 1922 51501.7973 22.2719351 51502.0530 22.5569137 51503.2290 23.86942462625 3 1 1923 51503.3824 24.0523866 51505.0698 26.0674408 51505.3765 26.43403612625 3 1 1924 51509.9783 32.1392974 51510.1828 32.3924405 51511.8190 34.25795562625 3 1 1925 51511.9826 34.4440913 51513.0462 35.5302893 51513.3325 35.82193092625 3 1 1926 51514.2733 36.6675041 51514.4369 36.8140154 51515.5823 37.67816812625 3 1 1927 51515.7459 37.8010505 51516.5640 38.2870401 51516.8095 38.43197262625 3 1 1928 51517.8729 38.8827127 51518.0366 38.9515041 51518.6910 39.10256062625 3 1 1929 51519.2638 39.2325784 51520.0327 39.2813917 51520.0900 39.28477662625 3 1 1930 51521.1372 39.1680981 51521.3908 39.1388216 51522.2907 38.85594032625 3 1 1931 51522.6179 38.7519732 51523.1088 38.4986654 51524.0496 38.01031402625 3 1 1932 51524.1723 37.9243645 51525.2358 37.1759694 51525.2768 37.14698862625 3 1 1933 51526.4937 36.0904812 51526.7698 35.8497548 51528.5288 34.04240902625 3 1 1934 51528.5901 33.9715310 51530.3961 31.8778896 51530.7276 31.49306732625 3 1 1935 51534.9187 26.3740850 51535.4620 25.7110871 51536.5486 24.45829042625 3 1 1936 51537.0144 23.9219181 51537.9457 22.9173750 51538.5667 22.24841932625 3 1 1937 51538.9936 21.8254421 51540.0414 20.7886821 51540.1190 20.71200972625 3 1 1938 51541.0892 19.8444734 51541.6713 19.3248145 51542.1370 18.94824712625 3 1 1939 51542.8356 18.3844268 51543.3013 18.0417663 51543.9998 17.52891722625 3 1 1940 51544.4656 17.2190415 51545.1641 16.7552508 51545.2417 16.70881402625 3 1 1941 51546.0179 16.2450859 51546.3284 16.0598738 51546.7941 15.81428322625 3 1 1942 51547.5703 15.4056414 51547.8031 15.2833151 51548.6569 14.89322102625 3 1 1943 51549.2003 14.6454981 51549.5883 14.4917178 51550.5198 14.12333042625 3 1 1944 51550.5974 14.0927029 51551.4512 13.8005807 51551.9945 13.61508862625 3 1 1945 51552.3826 13.5003889 51553.3139 13.2257672 51553.3916 13.20290182625 3 1 1946 51554.2454 12.9930289 51555.1768 12.7645879 51555.4872 12.68860972625 3 1 1947 51556.1082 12.5661186 51557.0396 12.3828143 51557.5829 12.27613982625 3 1 1948 51558.2814 12.1660262 51559.4457 11.9830049 51559.8338 11.92214482625 3 1 1949 51560.6100 11.8249842 51561.7742 11.6796421 51562.1623 11.63130352625 3 1 1950 51562.9384 11.5538797 51564.4907 11.3994785 51566.0431 11.27935952625 3 1 1951 51567.5954 11.1596267 51569.1477 11.0689808 51570.7000 10.97861102625 3 1 1952 51572.7529 10.8911070 51574.8058 10.8039477 51576.8586 10.74284632625 3 1 1953 51578.9114 10.6819873 51580.9643 10.6421517 51583.0171 10.60249412625 3 1 1954 51584.3856 10.5761722 51585.7542 10.5659198 51588.4913 10.54563862625 3 1 1955 51591.2284 10.5255433 51595.1385 10.4971017 51597.2891 10.48159672625 3 1 1956 51598.9509 10.4837138 51602.7633 10.4887662 51606.5757 10.49397832625 3 1 1957 51607.8466 10.4957599 51610.3881 10.5101296 51615.4713 10.53903832625 3 1 1958 51618.4040 10.5558067 51620.5545 10.5758734 51625.6377 10.62343072625 3 1 1959 51633.2625 10.6949514 51639.5188 10.7537730 51640.3008 10.76359072625 3 1 1960 51647.3391 10.8520697 51656.7235 10.9701827 51666.1079 11.08841832625 3 1 1961 51670.0180 11.1377280 51680.1844 11.2863216 51689.5688 11.42356902625 3 1 1962 51700.5172 11.5837759 51708.3375 11.7101792 51720.8500 11.91250962625 3 1 1963 51739.6188 12.2161107 51749.0032 12.3827487 51777.1563 12.88281092625 3 1 1964 51795.9250 13.2162646 51814.6938 13.5844541 51852.2313 14.32097792625 3 1 1965 51871.0000 14.7191794 51911.0400 15.5688063 51931.0600 16.03345182625 3 1 1966 51971.1000 16.9628423 51991.1200 17.4662589 52031.1600 18.47319002625 3 1 1967 52071.2000 19.5644064 52091.2200 20.1100618 52151.2800 21.86929752625 3 1 1968 52211.3400 23.7572084 52231.3600 24.4259610 52271.4000 25.76354992625 3 1 1969 52351.4800 28.6135872 52431.5600 31.6282243 52511.6400 34.75327702625 3 1 1970 52591.7200 37.8781945 52631.7600 39.4405290 52671.8000 40.92508942625 3 1 1971 52711.8400 42.4094931 52731.8600 43.0821687 52791.9200 45.09993952625 3 1 1972 52850.9790 46.8291738 52910.5385 48.2954141 52972.1000 49.47897722625 3 1 1973 53032.1600 50.2786380 53092.2200 50.7142544 53132.2600 50.80342242625 3 1 1974 53192.3200 50.6464582 53212.3400 50.4542216 53292.4200 49.68508762625 3 1 1975 53312.4400 49.3424522 53352.4800 48.6573764 53377.5050 48.22941562625 3 1 1976 53396.2738 47.9086623 53410.3504 47.6683074 53424.4269 47.42824662625 3 1 1977 53433.8113 47.2684484 53443.1957 47.1089413 53450.2340 46.98958742625 3 1 1978 53456.8030 46.8784965 53463.1375 46.7717582 53466.3438 46.71794822625 3 1 1979 53467.3605 46.7116997 53471.5834 46.6860516 53474.7507 46.66707172625 3 1 1980 53477.9179 46.6483726 53481.0852 46.6300274 53484.2524 46.61213952625 3 1 1981 53485.1125 46.6074134 53486.3638 46.6286444 53488.3971 46.66345012625 3 1 1982 53490.4304 46.6986260 53492.4637 46.7342640 53493.9886 46.76136822625 3 1 1983 53494.4969 46.7705359 53495.5136 46.8277509 53497.0386 46.91405872625 3 1 1984 53498.5635 47.0009639 53499.5802 47.0593133 53500.5968 47.11804442625 3 1 1985 53501.6134 47.2323070 53502.6300 47.3470966 53503.6401 47.46176192625 3 1 1986 53504.0722 47.5111168 53504.6502 47.6152494 53505.6602 47.79803822625 3 1 1987 53506.6702 47.9817890 53506.9566 48.0341536 53507.3436 48.14132982625 3 1 1988 53508.0169 48.3283406 53508.6903 48.5159798 53509.3636 48.70425032625 3 1 1989 53509.8409 48.8382259 53510.0370 48.9164015 53510.7103 49.18560122625 3 1 1990 53511.3837 49.4556976 53512.0041 49.7053920 53512.0570 49.73382832625 3 1 1991 53512.7304 50.0968170 53513.4037 50.4608322 53514.0481 50.81030612625 3 1 1992 53514.1673 50.8751599 53514.6924 51.2433942 53515.3367 51.69641462625 3 1 1993 53515.9810 52.1506952 53516.0764 52.2181553 53516.6253 52.70128412625 3 1 1994 53517.2696 53.2697616 53517.9854 53.9031869 53518.1287 54.05753022625 3 1 1995 53518.9878 54.9854823 53519.8468 55.9160446 53519.8945 55.96785862625 3 1 1996 53520.5627 56.8279347 53521.4217 57.9361215 53521.8035 58.42987962625 3 1 1997 53522.2808 59.1440142 53523.1398 60.4318490 53523.9035 61.57931382625 3 1 1998 53524.2852 62.2209908 53525.7170 64.6332093 53526.0034 65.11685242625 3 1 1999 53530.2988 72.8705015 53530.7761 73.7310172 53531.5397 75.00626002625 3 1 2000 53532.6851 76.9148512 53533.8305 78.5807310 53534.2123 79.13359092625 3 1 2001 53534.9759 80.0289553 53535.9304 81.1411612 53536.0453 81.23603012625 3 1 2002 53537.0387 82.0485607 53537.4642 82.3931544 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7.09571391 77221.8074 6.96789838 77222.4950 6.782913532625 3 1 2394 77223.1826 6.61771682 77223.8703 6.45388876 77223.9685 6.430690192625 3 1 2395 77224.5579 6.30855486 77225.2455 6.16740316 77225.4420 6.127434172625 3 1 2396 77225.9331 6.04092261 77226.5962 5.92528934 77226.9154 5.870159722625 3 1 2397 77227.2593 5.81932171 77227.9224 5.72235400 77228.3889 5.654841702625 3 1 2398 77228.5854 5.63076119 77229.2484 5.55046023 77229.8623 5.476931742625 3 1 2399 77229.9115 5.47198966 77230.5746 5.40621732 77231.0166 5.362811962625 3 1 2400 77231.3359 5.33169427 77231.4587 5.32175288 77231.9007 5.286283992625 3 1 2401 77232.3427 5.25111282 77232.7847 5.21622383 77232.8093 5.214297302625 3 1 2402 77233.2513 5.18667025 77233.7425 5.15627046 77234.2337 5.126161732625 3 1 2403 77234.7249 5.09632525 77234.7739 5.09337425 77235.2160 5.073031262625 3 1 2404 77235.7072 5.05066592 77236.1983 5.02852559 77236.6895 5.006585642625 3 1 2405 77236.7385 5.00441597 77237.1806 4.99010178 77237.6718 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77277.9957 4.71035937 77280.6479 4.704576392625 3 1 2419 77283.3001 4.69881850 77286.8365 4.69117410 77290.3728 4.683561752625 3 1 2420 77291.1586 4.68187613 77293.9091 4.67868214 77297.4454 4.674598102625 3 1 2421 77301.8659 4.66951940 77306.2863 4.66446544 77310.7067 4.659431942625 3 1 2422 77315.1271 4.65441560 77321.0209 4.64774937 77326.9148 4.641103852625 3 1 2423 77332.8087 4.63447536 77338.7026 4.62786096 77347.3469 4.618180762625 3 1 2424 77355.5983 4.60895913 77363.8498 4.59975178 77372.1012 4.590556102625 3 1 2425 77376.0304 4.58618240 77383.1031 4.57983836 77394.1050 4.569983082625 3 1 2426 77405.1069 4.56013815 77421.6097 4.54538565 77440.0706 4.528898792625 3 1 2427 77462.4475 4.50893104 77484.8244 4.48897581 77507.2013 4.469029912625 3 1 2428 77537.0371 4.44244619 77578.6475 4.40538363 77623.1348 4.365771092625 3 1 2429 77632.0323 4.35882543 77694.3146 4.31021997 77765.4944 4.254679752625 3 1 2430 77854.4692 4.18526413 77943.4439 4.11585742 78014.6237 4.066592692625 3 1 2431 78156.9834 3.96807307 78299.3430 3.86955962 78512.8824 3.738907682625 3 1 2432 78655.2421 3.65181232 78868.7815 3.53531860 79011.1411 3.457661562625 3 1 2433 79153.5007 3.38642488 79295.8603 3.31519189 79438.2199 3.250176102625 3 1 2434 79722.9391 3.12015064 80013.4259 3.00124401 80110.2548 2.961610402625 3 1 2435 80497.5704 2.81693777 80884.8861 2.68918671 81272.2017 2.561441852625 3 1 2436 81659.5174 2.44963295 81853.1752 2.39373296 82046.8330 2.343506412625 3 1 2437 82240.4908 2.29328608 82337.3197 2.26817895 82458.3559 2.236800052625 3 1 2438 82482.5631 2.23052575 82530.9775 2.21923355 82603.5992 2.202300902625 3 1 2439 82652.0137 2.19101716 82688.3245 2.18255751 82724.6353 2.174102542625 3 1 2440 82760.9462 2.16565355 82785.1534 2.16002544 82809.3606 2.154402152625 3 1 2441 82833.2235 2.14886487 82850.8625 2.14477709 82868.5013 2.140695042625 3 1 2442 82886.1403 2.13662002 82897.8996 2.13390830 82909.6588 2.131201562625 3 1 2443 82915.5384 2.12985099 82920.3491 2.12918756 82929.9703 2.127865692625 3 1 2444 82939.5915 2.12654951 82949.2127 2.12524017 82958.8340 2.123939002625 3 1 2445 82968.4552 2.12264770 82975.6711 2.12168700 82982.8870 2.120734282625 3 1 2446 82990.1029 2.11979104 82997.8534 2.11879066 83003.1985 2.118109902625 3 1 2447 83008.5436 2.11743794 83013.8887 2.11677616 83019.2339 2.116126272625 3 1 2448 83024.5790 2.11549037 83029.9241 2.11487099 83033.9330 2.114419192625 3 1 2449 83035.2692 2.11427346 83039.0108 2.11512375 83042.7524 2.115989442625 3 1 2450 83046.4940 2.11687042 83050.2356 2.11776910 83053.9772 2.118688422625 3 1 2451 83057.7188 2.11963194 83060.5250 2.12035807 83063.3312 2.121102512625 3 1 2452 83065.2019 2.12161384 83066.5382 2.12270401 83069.2108 2.124908702625 3 1 2453 83071.8834 2.12713906 83074.5560 2.12939915 83077.2285 2.131693792625 3 1 2454 83079.2330 2.13344121 83081.2373 2.13521440 83083.2418 2.138638162625 3 1 2455 83085.2462 2.14209585 83087.4510 2.14594514 83089.1882 2.149017682625 3 1 2456 83090.8585 2.15201130 83090.9254 2.15224797 83092.6626 2.158441632625 3 1 2457 83094.3997 2.16469199 83095.7026 2.16942440 83097.0055 2.174201702625 3 1 2458 83098.3084 2.17903170 83099.6113 2.18392417 83100.8139 2.188506082625 3 1 2459 83101.5488 2.19134808 83101.8161 2.19353227 83102.8184 2.201783572625 3 1 2460 83103.8206 2.21010553 83104.8228 2.21851132 83105.8249 2.227014912625 3 1 2461 83106.8272 2.23563656 83107.6957 2.24322645 83107.8294 2.245161632625 3 1 2462 83108.4975 2.25492037 83109.1657 2.26476131 83109.8338 2.274691072625 3 1 2463 83110.3683 2.28271592 83110.5019 2.28544212 83111.1700 2.299187972625 3 1 2464 83111.9719 2.31585416 83112.3728 2.32428958 83112.7736 2.335385692625 3 1 2465 83113.3081 2.35031200 83113.8426 2.36535201 83114.3771 2.380515652625 3 1 2466 83114.9116 2.39972937 83115.4461 2.41908882 83115.7134 2.428849332625 3 1 2467 83115.9807 2.44059175 83116.5152 2.46424310 83117.0497 2.488079122625 3 1 2468 83117.5842 2.51692448 83118.1187 2.54598455 83118.3860 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