28-Ni- 61 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2009 1 0 0 0 28061.0000 60.4080000 2 0 0 52834 1451 1 0.0 0.0 0 0 0 62834 1451 2 1.00000000 150000000. 8 0 10 72834 1451 3 600.000000 0.0 1 0 463 562834 1451 4 28-Ni- 61 LANL,ORNL EVAL-SEP97 S.Chiba,M.B.Chadwick,Hetrick 2834 1451 5 CH97,CH99 DIST-DEC06 REV4- 20011108 2834 1451 6 ----ENDF/B-VII MATERIAL 2834 REVISION 4 2834 1451 7 -----INCIDENT NEUTRON DATA 2834 1451 8 ------ENDF-6 FORMAT 2834 1451 9 2834 1451 10 Oct 22,2004, Holly Trellue remade mf6mt5 using corrected gnash 2834 1451 11 code, to fix an earlier bug. Impact is reduced sec. particle prod.2834 1451 12 for new ENDF/B-VII release 2834 1451 13 ******************************************************************2834 1451 14 2834 1451 15 ENDF/B-VI MOD 5 Revision, June 2000, S.C. Frankle, R.C. Reedy, 2834 1451 16 P.G. Young (LANL) 2834 1451 17 2834 1451 18 The secondary gamma-ray spectrum for radiative capture (MF 12, 2834 1451 19 MT 102) has been updated for new experimental data at incident 2834 1451 20 neutron energies up to 1 keV. The previous pure continuum repre- 2834 1451 21 sentation at thermal energies is replaced by 77 discrete gamma 2834 1451 22 rays, plus a continuum from a calculation with the GNASH code. 2834 1451 23 The MF=12, MT=102 yields above 1 keV were adjusted slightly to 2834 1451 24 force energy conservation. 2834 1451 25 The Q-value for radiative capture was also updated in File 3. 2834 1451 26 Details of these changes are described in Frankel et al. [Fr01]. 2834 1451 27 2834 1451 28 **************************************************************** 2834 1451 29 2834 1451 30 ENDF/B-VI MOD 4 Evaluation, September 1997, S. Chiba, 2834 1451 31 M.B. Chadwick, P.G. Young (LANL), and 2834 1451 32 A.J. Koning (ECN) 2834 1451 33 2834 1451 34 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 2834 1451 35 in cooperation with ECN Petten. 2834 1451 36 2834 1451 37 This evaluation provides a complete representation of the 2834 1451 38 nuclear data needed for transport, damage, heating, 2834 1451 39 radioactivity, and shielding applications over the incident 2834 1451 40 neutron energy range from 1.0E-11 to 150 MeV. The discussion 2834 1451 41 here is divided into the region below and above 20 MeV. 2834 1451 42 2834 1451 43 INCIDENT NEUTRON ENERGIES < 20 MeV 2834 1451 44 2834 1451 45 Below 20 MeV the evaluation is based completely on the ENDF/B- 2834 1451 46 VI (Mod3) evaluation by Larson, C. Perey, Hetrich, and 2834 1451 47 Fu. 2834 1451 48 2834 1451 49 INCIDENT NEUTRON ENERGIES > 20 MeV 2834 1451 50 2834 1451 51 The ENDF/B-VI Release 2 evaluation extends to 20 MeV and 2834 1451 52 includes cross sections and energy-angle data for all 2834 1451 53 significant reactions. The present evaluation utilizes a more 2834 1451 54 compact composite reaction spectrum representation above 20 MeV 2834 1451 55 in order to reduce the length of the file. No essential data for 2834 1451 56 applications is lost with this representation. 2834 1451 57 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 2834 1451 58 all reaction data. Production cross sections and emission 2834 1451 59 spectra are given for neutrons, protons, deuterons, tritons, 2834 1451 60 alpha particles, gamma rays, and all residual nuclides produced 2834 1451 61 (A>5) in the reaction chains. To summarize, the ENDF sections 2834 1451 62 with non-zero data above En = 20 MeV are: 2834 1451 63 2834 1451 64 MF=3 MT= 1 Total Cross Section 2834 1451 65 MT= 2 Elastic Scattering Cross Section 2834 1451 66 MT= 3 Nonelastic Cross Section 2834 1451 67 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 2834 1451 68 2834 1451 69 MF=4 MT= 2 Elastic Angular Distributions 2834 1451 70 2834 1451 71 MF=6 MT= 5 Production Cross Sections and Energy-Angle 2834 1451 72 Distributions for Emission Neutrons, Protons, 2834 1451 73 Deuterons, Tritons, and Alphas; and Angle- 2834 1451 74 Integrated Spectra for Gamma Rays and Residual 2834 1451 75 Nuclei That Are Stable Against Particle Emission 2834 1451 76 2834 1451 77 The evaluation is based on nuclear model calculations that 2834 1451 78 have been benchmarked to experimental data, especially for n + 2834 1451 79 Ni58 and p + Ni58 reactions (Ch97). We use the GNASH code system 2834 1451 80 (Yo92), which utilizes Hauser-Feshbach statistical, 2834 1451 81 preequilibrium and direct-reaction theories. Spherical optical 2834 1451 82 model calculations are used to obtain particle transmission 2834 1451 83 coefficients for the Hauser-Feshbach calculations, as well as 2834 1451 84 for the elastic neutron angular distributions. 2834 1451 85 Cross sections and spectra for producing individual residual 2834 1451 86 nuclei are included for reactions. The energy-angle-correlations 2834 1451 87 for all outgoing particles are based on Kalbach systematics 2834 1451 88 (Ka88). 2834 1451 89 A model was developed to calculate the energy distributions of 2834 1451 90 all recoil nuclei in the GNASH calculations (Ch96). The recoil 2834 1451 91 energy distributions are represented in the laboratory system in 2834 1451 92 MT=5, MF=6, and are given as isotropic in the lab system. All 2834 1451 93 other data in MT=5,MF=6 are given in the center-of-mass system. 2834 1451 94 This method of representation utilizes the LCT=3 option approved 2834 1451 95 at the November, 1996, CSEWG meeting. 2834 1451 96 Preequilibrium corrections were performed in the course of the 2834 1451 97 GNASH calculations using the exciton model of Kalbach (Ka77, 2834 1451 98 Ka85), validated by comparison with calculations using Feshbach, 2834 1451 99 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 2834 1451 100 nuclear data sheets were matched to continuum level densities 2834 1451 101 using the formulation of Gilbert and Cameron (Gi65) and pairing 2834 1451 102 and shell parameters from the Cook (Co67) analysis. Neutron and 2834 1451 103 charged- particle transmission coefficients were obtained from 2834 1451 104 the optical potentials, as discussed below. Gamma-ray 2834 1451 105 transmission coefficients were calculated using the Kopecky-Uhl 2834 1451 106 model (Ko90). 2834 1451 107 2834 1451 108 SOME Ni-SPECIFIC INFORMATION CONCERNING THE EVAL. 2834 1451 109 2834 1451 110 The neutron total cross section was evaluated based on the 2834 1451 111 least-squares method with GMA code system (Po81) taking account of2834 1451 112 the experimental data(Ci68, Pe73, Sc73, La83, Sm92, Di97). The 2834 1451 113 data for natural Ni and Ni-58 were used because there was no data 2834 1451 114 for Ni-61. These data were transformed to the Ni-61 cross section2834 1451 115 according to A*(2/3) law. In the GMA analysis, the systematic 2834 1451 116 error was assumed to be 1 % for all the data set. Result of the 2834 1451 117 GMA evaluation was used as the evaluated total cross section data 2834 1451 118 above 20 MeV. 2834 1451 119 2834 1451 120 The evaluated total cross section data (1 to 250 MeV) and s-wave 2834 1451 121 strength function (Mu81) were used to obtain the neutron optical 2834 1451 122 potential parameters. The parameter estimation was carried out 2834 1451 123 based on Marquart-Bayesian approach (Sm91), where ECIS95 code was 2834 1451 124 used for the optical model calculation. We have employed the 2834 1451 125 energy dependence of the optical potential similar to Delaroche's 2834 1451 126 work(De89). The initial potential parameters were adopted from 2834 1451 127 Koning and Delaroche (Ko97). Total of 7 parameters concerning the2834 1451 128 central potential depth were estimated with associated covariance 2834 1451 129 matrix, while the geometrical parameters were fixed to the result 2834 1451 130 of a similar search for n + Ni-58. Presently obtained potential 2834 1451 131 was used for the calculation of neutron transmission coefficients 2834 1451 132 and DWBA cross sections in the energy region above 20 MeV. Below 2834 1451 133 20 MeV, the Harper neutron potential (Ha82) was used for the 2834 1451 134 calculation of transmission coefficients. 2834 1451 135 2834 1451 136 The proton optical potential was also searched for to obtain a 2834 1451 137 good description of proton-total reaction cross section as 2834 1451 138 predicted by Wellisch-Axen systematic (We96) above 50 MeV. The 2834 1451 139 parameter estimation was carried out by the Marquart-Bayesian 2834 1451 140 approach similar to the neutron OMP, but trying to seek the best 2834 1451 141 parameter to reproduce the reaction cross sections compiled by 2834 1451 142 Carlson (Ca96) and Wellisch values. The experimental data in 2834 1451 143 Carlson (Ca96) was scaled for Ni-61 according to A**(2/3) law. In2834 1451 144 this search, the geometrical parameters were fixed to be same as 2834 1451 145 the neutron potential. The present potential gives a good 2834 1451 146 description of the proton total reaction cross section from 10 MeV2834 1451 147 to 250 MeV. However, after some trial and error to reproduce both2834 1451 148 the elastic scattering and reaction cross section data for Ni-58, 2834 1451 149 we have employed the following combination of proton potentials: 2834 1451 150 2834 1451 151 0 to 5 MeV : Harper potential (Ha82) 2834 1451 152 6 to 47 MeV : Koning and Delaroche (Ko97) 2834 1451 153 48 to 260 MeV : Present OMP 2834 1451 154 2834 1451 155 For deuterons, the Lohr-Haeberli (Lo74) global potential was used;2834 1451 156 for alpha particles the McFadden-Satchler (Mc66) potential was 2834 1451 157 used; and for tritons the Becchetti-Greenlees (Be71) potential was2834 1451 158 used. The He-3 channel was ignored. 2834 1451 159 2834 1451 160 The direct collective inelastic scattering to the following levels2834 1451 161 in Ni-61 was considered by the DWBA-mode calculation of ECIS95: 2834 1451 162 2834 1451 163 Jpi Ex(MeV) Deformation length 2834 1451 164 1/2- 0.2830 0.31703 2834 1451 165 5/2- 0.9086 0.54912 2834 1451 166 7/2- 1.0152 0.63407 2834 1451 167 3/2- 1.0996 0.44835 2834 1451 168 2834 1451 169 The deformation lengths were estimated assuming a weak-coupling of2834 1451 170 3/2- neutron hole to the excited 2+ core in Ni-62. 2834 1451 171 2834 1451 172 **************************************************************** 2834 1451 173 2834 1451 174 REFERENCES 2834 1451 175 2834 1451 176 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in 2834 1451 177 "Polarization Phenomena in Nuclear Reactions," (Ed: H.H. 2834 1451 178 Barschall and W. Haeberli, The University of Wisconsin Press, 2834 1451 179 1971) p.682. 2834 1451 180 [Bo71] P. Boschung et al, Nucl. Phys. A161, 593 (1971) 2834 1451 181 [Ca96] R. F. Carlson, Atomic Data and Nuclear Data Tables, 63, 2834 1451 182 93(1996). 2834 1451 183 [Ch93] M. B. Chadwick and P. G. Young, "Feshbach-Kerman-Koonin 2834 1451 184 Analysis of 93Nb Reactions: P --> Q Transitions and Reduced 2834 1451 185 Importance of Multistep Compound Emission," Phys. Rev. C 47, 2834 1451 186 2255 (1993). 2834 1451 187 [Ch96] M. B. Chadwick, P. G. Young, R. E. MacFarlane, and A. 2834 1451 188 J. Koning, "High-Energy Nuclear Data Libraries for Accelerator-2834 1451 189 Driven Technologies: Calculational Method for Heavy Recoils," 2834 1451 190 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 2834 1451 191 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 2834 1451 192 [Ch97] M. B. Chadwick and P. G. Young, "Model Calculations of 2834 1451 193 n,p + 58,60,61,62,64Ni" in APT PROGRESS REPORT: 1 August - 1 2834 1451 194 September 1997, internal Los Alamos National Laboratory memo T-2834 1451 195 2-97/MS-51, 8 September 1997 from R.E. MacFarlane to L. Waters.2834 1451 196 [Ch99] M.B. Chadwick, P G. Young, G. M. Hale, et al., Los Alamos 2834 1451 197 National Laboratory report, LA-UR-99-1222 (1999) 2834 1451 198 [Ci68] S. Cierjack et al, KFK-1000(1968). 2834 1451 199 [Co67] J. L. Cook, H. Ferguson, and A. R. Musgrove, "Nuclear 2834 1451 200 Level Densities in Intermediate and Heavy Nuclei," Aust.J.Phys.2834 1451 201 20, 477 (1967). 2834 1451 202 [De89] J.P. Delaroche, Y. Wang and J. Rapaport, Phys. Rev. C39, 2834 1451 203 391(1989). 2834 1451 204 [Di97] F. Dietrich et al., private communication (1997). 2834 1451 205 [Du67] Ju.V. Dukarevich et al., Nucl. Phys. A92, 433(1967) 2834 1451 206 [Fe80] M.B. Fedorov et al., 80Kiev, 1, 309(1980) 2834 1451 207 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 2834 1451 208 National Laboratory Report, LA-13812 (2001). 2834 1451 209 [Gi65] A. Gilbert and A. G. W. Cameron, "A Composite Nuclear- 2834 1451 210 Level Density Formula with Shell Corrections," Can. J. Phys. 2834 1451 211 43, 1446 (1965). 2834 1451 212 [Gu85] P.P. Guss et al, Nucl. Phys. A438, 187(1985). 2834 1451 213 [Ha82] R.C. Harper and W.L. Alford, J. Phys. G. 8, 153(1982). 2834 1451 214 [Ka77] C. Kalbach, "The Griffin Model, Complex Particles and 2834 1451 215 Direct Nuclear Reactions," Z.Phys.A 283, 401 (1977). 2834 1451 216 [Ka85] C. Kalbach, "PRECO-D2: Program for Calculating 2834 1451 217 Preequilibrium and Direct Reaction Double Differential Cross 2834 1451 218 Sections," Los Alamos National Laboratory report LA-10248-MS 2834 1451 219 (1985). 2834 1451 220 [Ka88] C. Kalbach, "Systematics of Continuum Angular 2834 1451 221 Distributions: Extensions to Higher Energies," Phys.Rev.C 37, 2834 1451 222 2350 (1988); see also C. Kalbach and F. M. Mann, "Phenomenology2834 1451 223 of Continuum Angular Distributions. I. Systematics and 2834 1451 224 Parameterization," Phys.Rev.C 23, 112 (1981). 2834 1451 225 [Ko90] J. Kopecky and M. Uhl, "Test of Gamma-Ray Strength 2834 1451 226 Functions in Nuclear Reaction Model Calculations," Phys.Rev.C 2834 1451 227 42, 1941 (1990). 2834 1451 228 [Ko97] A. Koning and J.P. Delaroche, private communication. 2834 1451 229 [La83] D.C. Larson et al, ORNL-TM-8203(1983). 2834 1451 230 [Lo74] J.M.Lohr and W.Haeberli, Nucl.Phys. A232,381(1974) 2834 1451 231 [Mc66] L. McFadden and G. R. Satchler, Nucl. Phys. 84, 177 2834 1451 232 (1966). 2834 1451 233 [Mu81] S.F. Mughabghab, M. Divadeenam and N.E. Holden, "Neutron 2834 1451 234 Cross Sections", Vol. 1, Part A, Academic Press (1981). 2834 1451 235 [Pe73] F.G. Perey, EXFOR 10342002 (1973). 2834 1451 236 [Pe82] C.M. Perey et al, ORNL-5893 (1982) 2834 1451 237 [Pe88] Pedroni et al, Phys. Rev. C38, 2052(1988). 2834 1451 238 [Po81] W. Poenitz, Proc. Conf. on Nuclear Data Evaluation Methods2834 1451 239 and Procedures, Brookhaven National Laboratory Report BNL-NCS- 2834 1451 240 51363, p.249(1981). 2834 1451 241 [Ra96] J. Raynal, "Notes on ECIS94", Service de Physique 2834 1451 242 Theorique, Saclay, France (personal communication through A. J.2834 1451 243 Koning, 1996). 2834 1451 244 [Sc73] W. Schimmerling et al., Phys. Rev. C7, 248(1973). 2834 1451 245 [Sm79] A.B. Smith et al., NSE, 72, 293 (1979) 2834 1451 246 [Sm91] D.L. Smith, "Probability, Statistics, and Data Uncertainty2834 1451 247 in Nuclear Science and Technology", American Nuclear Society 2834 1451 248 (1991). 2834 1451 249 [Sm92] A.B. Smith et al., J. Phys. G. 18, 629(1992) 2834 1451 250 [We96] H.P. Wellisch and D. Axen, Phys. Rev. C54, 1329(1996). 2834 1451 251 [Ya79] Y. Yamanouti et al, EXFOR 10953002 (79Knox). 2834 1451 252 [Yo92] P. G. Young, E. D. Arthur, and M. B. Chadwick, 2834 1451 253 "Comprehensive Nuclear Model Calculations: Introduction to the 2834 1451 254 Theory and Use of the GNASH Code," LA-12343-MS (1992). 2834 1451 255 2834 1451 256 **************************************************************** 2834 1451 257 2834 1451 258 ENDF/B-VI MOD 3 Revision, October 1997, V.McLane (NNDC) 2834 1451 259 2834 1451 260 MF=2 RESONANCE PARAMETERS 2834 1451 261 MT=151 Energy-dependent scattering radius added. 2834 1451 262 2834 1451 263 **************************************************************** 2834 1451 264 2834 1451 265 ENDF/B-VI MOD 2 Revision, July 1991, (ORNL) 2834 1451 266 2834 1451 267 CHANGES 2834 1451 268 File 6: Seecondary particle distributions for MT=51-58 were 2834 1451 269 corrected-to-center of mass from laboratory coordinates. 2834 1451 270 The elastic transformation matrix was removed. 2834 1451 271 2834 1451 272 **************************************************************** 2834 1451 273 2834 1451 274 ENDF/B-VI MOD 1 Evaluation, October 1989, D.M.Hetrick, C. Fu, 2834 1451 275 D. Larson (ORNL) 2834 1451 276 2834 1451 277 This work employed the Hauser-Feshbach code TNG [1,2,3]. 2834 1451 278 The TNG code provides energy and angular distributions of 2834 1451 279 particles emitted in the compound and pre-compound reactions, 2834 1451 280 ensures consistency among all reactions, and maintains energy 2834 1451 281 balance. Details pertinent to the contents of this evaluation 2834 1451 282 can be found in Hetrick et al. [4]. 2834 1451 283 2834 1451 284 DESCRIPTION OF FILES 2834 1451 285 (MF-MT) 2834 1451 286 1-451 GENERAL INFORMATION, REFERENCES, AND DEFINITIONS. 2834 1451 287 2-151 RESONANCE PARAMETERS; Taken from the compilation of 2834 1451 288 Mughabghab [5)]. From 1.E-5 to 70 keV the total, scattering 2834 1451 289 and capture cross sections are given completely by the 2834 1451 290 resonance parameters; no background files are given. The 2834 1451 291 thermal cross sections are given by the resonance 2834 1451 292 parameters: 2834 1451 293 2834 1451 294 Total 10.4 b, Elastic scattering 7.9 b, Capture 2.5 b. 2834 1451 295 2834 1451 296 Note that the flag has been set to allow the user to 2834 1451 297 calculate the angular distributions from the R-M resonance 2834 1451 298 parameters, if the user wants angular distributions on a 2834 1451 299 finer energy grid than given in File 4, MT=2. 2834 1451 300 3-1 TOTAL CROSS SECTION - 1.E-5 eV to 70 keV, given by the 2834 1451 301 resonance parameters. From 70 keV to 20 MeV, Natural Ni 2834 1451 302 data of Larson [6] were used as no 61Ni data were available.2834 1451 303 3-2 ELASTIC SCATTERING CROSS SECTIONS: Obtained by 2834 1451 304 subtracting the nonelastic from the total. 2834 1451 305 3-3 NONELASTIC CROSS SECTION; Sum of 3-4, 3-16, 3-28, 3-102, 2834 1451 306 3-103, and 3-107. 2834 1451 307 3-4 TOTAL INELASTIC CROSS SECTION; Sum of 3-51, 3-52 to 3-58 2834 1451 308 and 3-91. 2834 1451 309 3-16 (N,2N) CROSS SECTIONS; Calculated by the TNG code 2834 1451 310 [1,2,3,4]. No data available. 2834 1451 311 3-28 (N,NP)+(N,PN) CROSS SECTIONS: Calculated by the TNG code 2834 1451 312 [1,2,3,4]. No data available. 2834 1451 313 3-51 to 3-58 INELASTIC SCATTERING EXCITING LEVELS; Results are 2834 1451 314 from TNG [1,2,3,4]. 2834 1451 315 3-91 INELASTIC SCATTERING EXCITING THE CONTINUUM: TNG 2834 1451 316 calculated but adjusted to include the cross section 2834 1451 317 subtracted from the (n,p) (see below) so that the (n,p) 2834 1451 318 agrees with measured data. This is reasonable because the 2834 1451 319 TNG calculations did not include a direct interaction 2834 1451 320 component and the nonelastic stays the same. 2834 1451 321 3-102 (N,G) CAPTURE CROSS SECTION: Given by resonance parameters2834 1451 322 from 1.E-5 eV to 70 keV. Pointwise cross sections were 2834 1451 323 generated from the resonance parameters and binned. The 2834 1451 324 capture cross section from TNG was normalized to binned 2834 1451 325 data from 10-70 keV and used from 70 keV to 20 MeV. 2834 1451 326 3-103 (N,P) CROSS SECTIONS: Calculated by the TNG code 2834 1451 327 [1,2,3,4] but then adjusted to fit the data of Qaim et al. 2834 1451 328 [7]. The difference between the TNG results for (n,p) and 2834 1451 329 the data were added to the TNG results for 3-91 (see above).2834 1451 330 3-107 (N,A) CROSS SECTIONS: Calculated by the TNG code 2834 1451 331 [1,2,3,4]. No data available. 2834 1451 332 3-111 (N,2P) CROSS SECTIONS: Calculated by the TNG code 2834 1451 333 [1,2,3,4]. No data available. 2834 1451 334 4-2 ANGULAR DISTRIBUTIONS OF SECONDARY NEUTRONS FOR ELASTIC 2834 1451 335 SCATTERING: From ENDF/B-V. 2834 1451 336 If desired, angular distributions can be calculated by 2834 1451 337 the user on a finer energy grid from the R-M resonance 2834 1451 338 parameters in 2-151. 2834 1451 339 6-16 (N,2N) REACTION; Includes simple constant yields for the 2834 1451 340 neutron and 60Ni residual, and energy dependent yield based 2834 1451 341 on TNG calculated gamma-ray spectra for the gamma ray; TNG 2834 1451 342 calculated normalized distributions are given for each 2834 1451 343 product. Isotropy is assumed. 2834 1451 344 6-28 (N,NP)+(N,PN); Includes simple constant yields for the 2834 1451 345 neutron, p, and 60Co residual, and energy dependent yield 2834 1451 346 based on TNG calculated gamma-ray spectra for the gamma ray;2834 1451 347 calculated normalized distributions are given for each 2834 1451 348 product. Isotropy is assumed. 2834 1451 349 6-51 through 6-58 INELASTIC SCATTERING EXCITING LEVELS; 2834 1451 350 Assumed isotropic. 2834 1451 351 6-91 INELASTIC SCATTERING EXCITING THE CONTINUUM; Includes 2834 1451 352 simple constant yields for the neutron and 61Ni residual, 2834 1451 353 and energy dependent yield based on TNG calculated gamma- 2834 1451 354 ray spectra for the gamma ray; TNG calculated normalized 2834 1451 355 distributions are given for each. Isotropy is assumed. 2834 1451 356 6-103 (N,P) REACTION; Includes simple constant yields for p 2834 1451 357 and 61Co residual, and energy dependent yield based on 2834 1451 358 calculated gamma-ray spectra for gamma ray; calculated 2834 1451 359 normalized distributions are given for each product. 2834 1451 360 Isotropy is assumed. 2834 1451 361 6-107 (N,A) REACTION; Includes simple constant yields for a 2834 1451 362 and 58Fe residual, and energy dependent yield based on 2834 1451 363 calculated gamma-ray spectra for gamma ray; calculated 2834 1451 364 normalized distributions are given for each product. 2834 1451 365 Isotropy is assumed. 2834 1451 366 12-51 through 12-58 BRANCHING RATIOS FOR THE LEVELS are given. 2834 1451 367 12-102 (N,G) CAPTURE; Multiplicities for energies less than 2834 1451 368 1.0 MeV taken from ENDF/B-V for natural Ni but adjusted for 2834 1451 369 energy balance; TNG calculations were used for energies 2834 1451 370 2.0 and 5.0 MeV. 2834 1451 371 14-51 through 14-58 and 14-102 GAMMA RAY ANGULAR DISTRIBUTIONS; 2834 1451 372 Assumed to be isotropic. 2834 1451 373 15-102 (N,G) CAPTURE; As in 12-102. 2834 1451 374 2834 1451 375 UNCERTAINTY FILES: All non-derived uncertainty files contain an 2834 1451 376 LB=8 component as required by ENDF/B-VI. 2834 1451 377 2834 1451 378 33-1 Uncertanties are derived from 1.E-5 to 100 eV. From 100 2834 1451 379 eV to 20 MeV the uncertainties are explicit, using LB=0,1 2834 1451 380 and 8. 2834 1451 381 33-2 Explicit from 1.E-5 to 100 eV, using LB=1 and 8. From 2834 1451 382 100 eV to 20 MeV the uncertainties are derived. 2834 1451 383 33-3 Derived from 1.E-5 to 70 keV; explicit from 70 keV to 20 2834 1451 384 MeV using LB=1 and 8. 2834 1451 385 33-4 Uncertainties all derived. 2834 1451 386 33-16 Uncertainties explicit, estimated from TNG. 2834 1451 387 33-28 Uncertainties explicit, estimated from TNG. 2834 1451 388 33-51 through 33-91 Uncertainties explicit, estimated from data 2834 1451 389 and TNG. 2834 1451 390 33-102 Uncertainties based on thermal capture at low energies, 2834 1451 391 data to 70 keV, and TNG calculations to 20 MeV. 2834 1451 392 33-103 Based on data and TNG calculations. 2834 1451 393 33-107 Based on TNG calculations. 2834 1451 394 33-111 Based on TNG calculations. 2834 1451 395 2834 1451 396 **************************************************************** 2834 1451 397 2834 1451 398 REFERENCES 2834 1451 399 (1) C.Y. Fu, Oak Ridge National Laboratory report ORNL/TM-7042 2834 1451 400 (1980) 2834 1451 401 (2) C.Y Fu, Neutron Cross Sections from 10 to 50 MeV, Proc. 2834 1451 402 Symp. Upton, NY, May 12-14, 1980, Brookhaven National 2834 1451 403 Laboratory report BNL-NCS-51425 (1980) p.675 2834 1451 404 (3) K. Shibata and C.Y. Fu, Oak Ridge National Laboratory report 2834 1451 405 ORNL/TM-10093 (1986) 2834 1451 406 (4) D.M. Hetrick, C.Y. Fu, and D.C. Larson, Oak Ridge National 2834 1451 407 Laboratory report ORNL/TM-10219 [ENDF-344] (1987) 2834 1451 408 (5) S.F. Mughabghab, M. Divadeenam, and N.E. Holden, Neutron 2834 1451 409 Cross Sections, Vol. 1, Neutron Resonance Parameters and 2834 1451 410 Thermal Cross Sections, Part A, Z=1-60, (Academic Press, 2834 1451 411 1981) 2834 1451 412 (6) D.C. Larson, N.M. Larson, J.A.Harvey, N.W. Hill and C.H. 2834 1451 413 Johnson, Oak Ridge National Laboratory report ORNL/TM8203 2834 1451 414 [ENDF-333] (1983) 2834 1451 415 (7) S.M. Qaim, R. Wolfle, M.M. Rahman, and H. Ollig, Nucl.Sci. 2834 1451 416 Eng., 88, 143 (1984) and N.I. Molla and S.M. Qaim, Nucl.Phys.2834 1451 417 A283, 269 (1977) 2834 1451 418 2834 1451 419 ************************ C O N T E N T S *********************** 2834 1451 420 ***************** Program LINEAR (VERSION 2009-1) ***************2834 1451 421 For All Data Greater than 1.0000E-10 barns in Absolute Value 2834 1451 422 Data Linearized Using Energy Dependent Uncertainty 2834 1451 423 Energy Accuracy 2834 1451 424 (eV) (per-cent) 2834 1451 425 ----------- ----------- 2834 1451 426 0.0 .010000000 2834 1451 427 1.00000000 .010000000 2834 1451 428 2.00000000 .100000000 2834 1451 429 20000000.0 .100000000 2834 1451 430 ***************** Program RECENT (VERSION 2009-1) ***************2834 1451 431 for All Data Greater than 1.0000E-10 barns in Absolute Value 2834 1451 432 Data Linearized Using Energy Dependent Uncertainty 2834 1451 433 Energy Accuracy 2834 1451 434 (eV) (per-cent) 2834 1451 435 ----------- ----------- 2834 1451 436 0.0 .010000000 2834 1451 437 1.00000000 .010000000 2834 1451 438 2.00000000 .100000000 2834 1451 439 20000000.0 .100000000 2834 1451 440 ***************** Program SIGMA1 (VERSION 2009-1) ***************2834 1451 441 Data Doppler Broadened to 600.000000 Kelvin 2834 1451 442 for All Data Greater than 1.0000E-10 barns in Absolute Value 2834 1451 443 Data Linearized Using Energy Dependent Uncertainty 2834 1451 444 Energy Accuracy 2834 1451 445 (eV) (per-cent) 2834 1451 446 ----------- ----------- 2834 1451 447 0.0 .010000000 2834 1451 448 1.00000000 .010000000 2834 1451 449 2.00000000 .100000000 2834 1451 450 20000000.0 .100000000 2834 1451 451 ***************** Program FIXUP (Version 2009-1) ****************2834 1451 452 Corrected ZA/AWR in All Sections-----------------------------Yes 2834 1451 453 Corrected Thresholds-----------------------------------------No 2834 1451 454 Extended Cross Sections to 20 MeV----------------------------No 2834 1451 455 Allow Cross Section Deletion---------------------------------No 2834 1451 456 Allow Cross Section Reconstruction---------------------------Yes 2834 1451 457 Make All Cross Sections Non-Negative-------------------------Yes 2834 1451 458 Delete Energies Not in Ascending Order-----------------------Yes 2834 1451 459 Deleted Duplicate Points-------------------------------------Yes 2834 1451 460 Check for Ascending MAT/MF/MT Order--------------------------Yes 2834 1451 461 Check for Legal MF/MT Numbers--------------------------------Yes 2834 1451 462 Allow Creation of Missing Sections---------------------------No 2834 1451 463 Allow Insertion of Energy Points-----------------------------No 2834 1451 464 Create Uniform Energy Grid-----------------------------------No 2834 1451 465 Delete Section if Cross Section =0 at All Energies-----------Yes 2834 1451 466 **************** Program DICTIN (VERSION 2009-1) ****************2834 1451 467 1 451 523 52834 1451 468 2 151 37 32834 1451 469 3 1 6333 42834 1451 470 3 2 3824 42834 1451 471 3 3 2616 42834 1451 472 3 4 681 12834 1451 473 3 5 109 42834 1451 474 3 16 144 12834 1451 475 3 28 113 12834 1451 476 3 51 163 12834 1451 477 3 52 126 12834 1451 478 3 53 125 12834 1451 479 3 54 133 12834 1451 480 3 55 129 12834 1451 481 3 56 128 12834 1451 482 3 57 130 12834 1451 483 3 58 130 12834 1451 484 3 91 153 12834 1451 485 3 102 1791 52834 1451 486 3 103 98 12834 1451 487 3 107 116 12834 1451 488 3 111 81 12834 1451 489 4 2 3747 42834 1451 490 6 5 13521 42834 1451 491 6 16 332 12834 1451 492 6 28 315 12834 1451 493 6 51 7 22834 1451 494 6 52 7 22834 1451 495 6 53 7 22834 1451 496 6 54 7 22834 1451 497 6 55 7 22834 1451 498 6 56 7 22834 1451 499 6 57 7 22834 1451 500 6 58 7 22834 1451 501 6 91 1379 12834 1451 502 6 103 1012 12834 1451 503 6 107 1257 12834 1451 504 12 51 3 12834 1451 505 12 52 3 12834 1451 506 12 53 3 12834 1451 507 12 54 3 12834 1451 508 12 55 3 12834 1451 509 12 56 3 12834 1451 510 12 57 3 12834 1451 511 12 58 4 12834 1451 512 12 102 321 52834 1451 513 14 51 1 12834 1451 514 14 52 1 12834 1451 515 14 53 1 12834 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2834 2151 539 18830.0000 2.00000000 72.0000000 .900000000 0.0 0.0 2834 2151 540 24620.0000 1.00000000 129.330000 1.40000000 0.0 0.0 2834 2151 541 28210.0000 2.00000000 5.04000000 3.00000000 0.0 0.0 2834 2151 542 29110.0000 1.00000000 413.330000 2.40000000 0.0 0.0 2834 2151 543 30640.0000 2.00000000 15.2000000 2.22000000 0.0 0.0 2834 2151 544 31130.0000 1.00000000 760.000100 2.22000000 0.0 0.0 2834 2151 545 31830.0000 2.00000000 10.0000000 2.22000000 0.0 0.0 2834 2151 546 32700.0000 2.00000000 212.000000 2.22000000 0.0 0.0 2834 2151 547 33680.0000 1.00000000 66.6670000 2.80000000 0.0 0.0 2834 2151 548 37130.0000 2.00000000 144.000000 3.00000000 0.0 0.0 2834 2151 549 41340.0000 1.00000000 200.000000 2.22000000 0.0 0.0 2834 2151 550 43250.0000 2.00000000 10.0000000 2.22000000 0.0 0.0 2834 2151 551 43610.0000 2.00000000 30.0000000 2.22000000 0.0 0.0 2834 2151 552 45490.0000 1.00000000 66.6670000 2.22000000 0.0 0.0 2834 2151 553 46160.0000 1.00000000 54.0000000 2.22000000 0.0 0.0 2834 2151 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23.0270992 29342.8088 22.6728647 29359.4380 21.25655402834 3 1 1850 29360.4774 21.1680671 29376.0672 19.9355998 29392.6964 18.70866022834 3 1 1851 29409.3256 17.5701461 29425.9548 16.5161930 29442.5840 15.54189452834 3 1 1852 29459.2132 14.6418169 29475.8424 13.8103553 29492.4716 13.04196992834 3 1 1853 29509.1008 12.3412776 29515.3368 12.0786285 29525.7300 11.68489422834 3 1 1854 29537.1626 11.2519698 29542.3592 11.0730321 29558.9884 10.50067322834 3 1 1855 29575.6176 9.97724758 29577.6963 9.91184646 29596.4041 9.368012182834 3 1 1856 29597.4435 9.33997396 29615.1120 8.86361779 29619.2693 8.759725262834 3 1 1857 29633.8198 8.39623382 29652.5277 7.97025084 29661.8816 7.757340812834 3 1 1858 29671.2355 7.56574825 29689.9434 7.18270214 29708.6512 6.836400632834 3 1 1859 29718.0052 6.66332320 29736.7130 6.34876632 29746.0669 6.191566702834 3 1 1860 29764.7748 5.90462667 29774.1287 5.76122763 29793.8759 5.482324232834 3 1 1861 29798.0332 5.42363659 29825.0556 5.07315590 29827.1343 5.046209022834 3 1 1862 29841.6848 4.86671234 29856.2354 4.70033149 29874.9432 4.486511132834 3 1 1863 29883.2578 4.39971829 29899.8870 4.22618616 29908.2016 4.139456962834 3 1 1864 29933.1454 3.89991981 29937.3027 3.86001767 29966.4038 3.600510952834 3 1 1865 29999.6622 3.32740850 30007.9768 3.26463313 30016.2914 3.201889322834 3 1 1866 30032.9206 3.07644861 30051.6285 2.94804198 30073.4543 2.798334722834 3 1 1867 30086.9655 2.71420609 30102.5554 2.61720653 30118.1453 2.528434942834 3 1 1868 30133.7352 2.43973579 30149.3250 2.35946306 30164.9149 2.279267562834 3 1 1869 30180.5048 2.20761276 30196.0947 2.13604262 30211.6845 2.072166572834 3 1 1870 30219.4795 2.04027720 30242.8643 1.95482356 30266.2491 1.880141442834 3 1 1871 30289.6339 1.81673708 30313.0188 1.76522217 30336.4035 1.726267642834 3 1 1872 30358.8140 1.70133577 30373.7543 1.69305322 30381.2244 1.688998112834 3 1 1873 30388.6946 1.68841889 30396.1647 1.68792432 30402.9853 1.690788952834 3 1 1874 30416.6265 1.69672306 30430.2676 1.70975141 30437.0882 1.716418222834 3 1 1875 30443.9088 1.72589887 30450.7293 1.73554456 30453.9772 1.741571262834 3 1 1876 30463.7209 1.75989269 30473.4646 1.77849873 30480.5891 1.792371542834 3 1 1877 30483.2082 1.79826267 30489.7040 1.81312621 30496.1998 1.828230732834 3 1 1878 30502.6955 1.84362035 30510.4592 1.86246775 30515.6350 1.875363252834 3 1 1879 30520.8108 1.88857606 30525.9866 1.90216548 30530.3553 1.914017202834 3 1 1880 30531.1624 1.91573048 30536.3382 1.92726240 30540.2201 1.936337972834 3 1 1881 30544.1018 1.94584521 30546.6793 1.95246279 30547.3237 1.953569232834 3 1 1882 30550.5455 1.95950042 30553.7674 1.96589154 30556.9892 1.972814632834 3 1 1883 30560.2111 1.98035819 30563.0032 1.98752698 30563.4329 1.988341762834 3 1 1884 30566.6547 1.99531418 30569.0711 2.00120940 30572.1095 2.009576812834 3 1 1885 30574.3424 2.01651426 30576.5754 2.02422946 30578.8083 2.032839802834 3 1 1886 30578.9428 2.03342093 30581.0413 2.04457571 30583.2742 2.057653542834 3 1 1887 30585.5071 2.07214883 30585.8674 2.07472065 30587.1818 2.087429592834 3 1 1888 30588.5457 2.10140139 30590.1571 2.11893516 30590.7014 2.125283862834 3 1 1889 30591.7684 2.14162930 30593.3798 2.16776177 30593.9241 2.177152542834 3 1 1890 30594.9911 2.20008332 30596.3412 2.23071924 30596.6025 2.238055752834 3 1 1891 30598.2138 2.28555204 30598.7582 2.30237066 30599.4224 2.326986532834 3 1 1892 30600.3695 2.36340574 30600.6308 2.37516347 30601.7196 2.425785942834 3 1 1893 30601.9809 2.43835365 30602.8083 2.48509189 30603.5922 2.530791172834 3 1 1894 30603.8971 2.55138456 30604.8008 2.61427252 30604.9858 2.628959402834 3 1 1895 30606.0093 2.71259291 30606.0746 2.71870607 30607.1633 2.823506802834 3 1 1896 30607.2178 2.82891755 30608.2521 2.94658621 30608.4263 2.967004992834 3 1 1897 30609.2320 3.07302779 30609.3408 3.08908743 30610.2554 3.227383272834 3 1 1898 30610.3207 3.23749943 30611.1699 3.38521949 30612.0192 3.552963522834 3 1 1899 30612.0845 3.56731459 30612.8684 3.74323513 30612.9990 3.775874522834 3 1 1900 30613.7176 3.95919429 30613.9136 4.01490873 30614.5668 4.204360702834 3 1 1901 30614.8281 4.28883065 30615.4161 4.48268487 30615.7427 4.600488582834 3 1 1902 30615.9822 4.68857392 30616.5484 4.91228708 30616.6572 4.958498382834 3 1 1903 30617.1145 5.15593628 30617.3976 5.28723468 30617.6807 5.420451912834 3 1 1904 30618.1379 5.65139965 30618.2468 5.70719772 30618.8130 6.018365782834 3 1 1905 30618.8783 6.05691064 30619.4009 6.36940956 30619.6186 6.509442142834 3 1 1906 30620.0106 6.76477425 30620.3590 7.00887841 30620.6203 7.194178272834 3 1 1907 30621.0993 7.55901102 30621.2300 7.65971253 30621.8397 8.163414742834 3 1 1908 30622.4494 8.70958960 30622.8849 9.12652123 30623.0591 9.295417582834 3 1 1909 30623.6688 9.92565825 30623.7994 10.0702741 30624.4091 10.75228652834 3 1 1910 30624.7140 11.1171873 30625.0624 11.5379379 30625.6285 12.26387482834 3 1 1911 30625.7156 12.3765825 30626.3689 13.2710814 30626.8479 13.96276162834 3 1 1912 30627.0221 14.2162094 30627.8496 15.4888051 30627.9802 15.70093182834 3 1 1913 30628.6335 16.7683699 30629.8093 18.8020790 30630.9416 20.86825672834 3 1 1914 30632.2481 23.3680582 30633.4675 25.6865483 30634.6869 27.98418012834 3 1 1915 30634.8829 28.3495032 30635.6015 29.6292541 30636.3854 31.00853092834 3 1 1916 30636.5160 31.2188771 30637.4850 32.7549818 30637.6973 33.08536382834 3 1 1917 30638.4540 34.1388666 30638.6282 34.3759384 30639.4230 35.32695132834 3 1 1918 30639.5591 35.4853459 30640.3920 36.3005551 30640.4900 36.39353692834 3 1 1919 30641.1705 36.9024159 30641.4209 37.0830381 30641.9489 37.35219802834 3 1 1920 30642.3517 37.5471684 30642.7274 37.6531778 30643.1577 37.76403412834 3 1 1921 30643.5058 37.7885944 30643.9636 37.8104016 30644.2843 37.77658452834 3 1 1922 30644.5009 37.7481784 30645.4520 37.4555956 30645.5755 37.41438312834 3 1 1923 30646.6196 36.8365887 30646.6501 36.8191215 30647.6648 36.03947872834 3 1 1924 30647.7247 35.9925362 30648.7993 34.9708425 30649.2326 34.48826652834 3 1 1925 30650.4112 33.1658156 30651.9365 31.2575591 30652.3736 30.68236262834 3 1 1926 30653.9467 28.6267640 30654.9954 27.2686047 30655.8887 26.12109352834 3 1 1927 30655.8974 26.1104913 30656.7993 25.0209542 30657.7012 23.94139892834 3 1 1928 30657.8647 23.7475285 30658.6030 22.9414014 30659.5049 21.96668492834 3 1 1929 30659.5971 21.8679238 30660.1926 21.2861368 30660.9668 20.53634292834 3 1 1930 30661.0859 20.4220233 30661.7409 19.8518154 30662.5150 19.18424172834 3 1 1931 30662.5746 19.1333007 30663.2891 18.5843237 30664.0633 17.99502302834 3 1 1932 30664.8374 17.4731878 30665.5520 16.9958533 30665.6115 16.96044132834 3 1 1933 30666.4749 16.4517260 30667.0407 16.1217506 30667.4277 15.92107582834 3 1 1934 30668.3805 15.4323967 30668.5294 15.3567787 30669.3333 14.99406282834 3 1 1935 30670.0181 14.6881586 30670.2860 14.5822610 30671.2388 14.20943422834 3 1 1936 30671.6557 14.0477819 30672.1916 13.8656944 30673.1444 13.54495782834 3 1 1937 30673.4421 13.4456274 30674.2162 13.2199579 30675.2286 12.92776542834 3 1 1938 30675.4072 12.8825288 30676.5982 12.5840489 30677.0150 12.48056182834 3 1 1939 30677.7892 12.3163584 30678.9801 12.0661897 30679.6947 11.91734452834 3 1 1940 30680.1711 11.8347514 30681.3621 11.6301270 30682.3744 11.45759782834 3 1 1941 30682.5531 11.4320805 30684.0418 11.2215225 30685.0540 11.07962892834 3 1 1942 30685.3816 11.0409781 30686.7214 10.8842988 30687.7337 10.76698742834 3 1 1943 30688.5079 10.6912736 30690.2943 10.5184333 30690.4134 10.50701642834 3 1 1944 30692.0808 10.3756736 30693.8672 10.2363335 30693.9863 10.22712332834 3 1 1945 30695.6537 10.1244072 30697.4401 10.0154008 30697.5592 10.00820322834 3 1 1946 30699.8221 9.90281747 30701.9658 9.80421517 30702.2040 9.796373472834 3 1 1947 30704.5860 9.71912046 30706.9679 9.64286671 30707.2061 9.635326772834 3 1 1948 30709.3499 9.59116640 30711.7318 9.54284356 30712.4464 9.528539732834 3 1 1949 30714.1137 9.50982997 30717.6271 9.47141256 30717.6866 9.470778872834 3 1 1950 30720.3067 9.45745917 30721.0213 9.45768031 30724.4156 9.459523092834 3 1 1951 30726.7380 9.46124187 30727.8099 9.47038450 30732.3356 9.509858102834 3 1 1952 30736.3849 9.54591817 30736.8613 9.55365986 30741.3870 9.627888302834 3 1 1953 30745.9127 9.70268630 30746.0317 9.70466564 30750.4383 9.803033582834 3 1 1954 30755.6786 9.92054206 30756.2741 9.93672029 30763.4199 10.13159522834 3 1 1955 30765.3254 10.1837330 30770.5657 10.3541412 30777.7115 10.58702182834 3 1 1956 30778.4261 10.6103519 30784.8573 10.8534222 30791.7649 11.11490112834 3 1 1957 30795.5760 11.2757214 30805.1038 11.6783003 30806.2947 11.73358542834 3 1 1958 30815.5843 12.1652146 30818.4426 12.2980937 30821.3009 12.44252152834 3 1 1959 30832.7342 13.0205240 30836.3072 13.2156384 30847.9786 13.85331202834 3 1 1960 30851.3134 14.0485825 30863.2230 14.7462665 30871.3217 15.25704712834 3 1 1961 30886.0896 16.1887494 30901.3340 17.2302627 30910.3854 17.84873732834 3 1 1962 30942.7798 20.1944612 30962.3116 21.6548856 30988.9893 23.64924292834 3 1 1963 31015.6670 25.6430875 31040.4392 27.3874266 31042.3447 27.52155282834 3 1 1964 31065.2113 28.9938264 31069.0224 29.2390913 31090.9363 30.46895872834 3 1 1965 31094.7474 30.6827304 31116.6612 31.7036838 31120.4723 31.88115622834 3 1 1966 31133.8111 32.3884137 31137.6222 32.5332529 31162.3944 33.24815522834 3 1 1967 31163.3472 33.2756287 31189.0721 33.7388368 31190.9776 33.75449502834 3 1 1968 31213.8442 33.9419118 31221.4664 33.9535591 31230.9942 33.91130112834 3 1 1969 31248.1441 33.8349763 31274.8218 33.5094563 31309.1217 32.83114542834 3 1 1970 31335.7994 32.1369223 31343.4216 31.9386308 31373.9104 30.99551382834 3 1 1971 31392.9660 30.4062724 31404.3992 30.0185384 31434.8880 28.98491872834 3 1 1972 31472.9990 27.6934179 31495.8656 26.9188356 31518.7323 26.14450162834 3 1 1973 31541.5989 25.3704393 31564.4655 24.6460955 31587.3321 23.92209392834 3 1 1974 31602.5765 23.4396513 31617.8209 22.9574853 31625.4431 22.73571012834 3 1 1975 31638.7820 22.3478954 31652.1208 21.9603507 31662.1250 21.66992522834 3 1 1976 31672.1291 21.3797486 31681.8951 21.0967736 31691.1846 20.82794682834 3 1 1977 31697.3777 20.6489534 31703.5707 20.4701856 31709.7638 20.29168802834 3 1 1978 31715.9568 20.1135285 31720.6016 19.9801722 31725.2463 19.84709022834 3 1 1979 31730.2484 19.7041303 31734.0595 19.5955095 31737.8706 19.48719672834 3 1 1980 31741.6817 19.3792460 31745.4928 19.2717241 31749.3039 19.16471552834 3 1 1981 31752.1622 19.0848604 31755.0205 19.0054108 31757.8789 18.92643192834 3 1 1982 31760.0226 18.8675604 31762.4046 18.8025619 31764.7865 18.73807092834 3 1 1983 31767.1685 18.6741629 31769.5504 18.6109415 31771.9324 18.54852162834 3 1 1984 31773.7188 18.5023250 31775.5052 18.4567394 31777.2917 18.41185242834 3 1 1985 31777.8871 18.3971279 31778.6613 18.3808662 31780.2096 18.34898922834 3 1 1986 31781.7579 18.3178899 31783.3061 18.2876856 31784.8544 18.25851062834 3 1 1987 31786.4026 18.2305356 31787.9509 18.2039599 31789.1121 18.18509592834 3 1 1988 31789.7968 18.1745940 31790.2732 18.1732454 31791.3451 18.17127502834 3 1 1989 31792.4170 18.1704679 31793.4889 18.1709877 31794.5607 18.17302762834 3 1 1990 31795.6326 18.1768182 31796.4961 18.1815036 31796.7045 18.18762382834 3 1 1991 31797.7764 18.2214580 31798.5803 18.2486131 31799.2651 18.27310942834 3 1 1992 31800.0988 18.3048355 31800.2178 18.3097002 31800.9325 18.36126052834 3 1 1993 31801.7661 18.4240757 31802.5998 18.4899441 31802.7615 18.50339162834 3 1 1994 31803.4335 18.5856916 31804.2672 18.6917342 31804.8713 18.77137732834 3 1 1995 31804.8924 18.7753051 31805.5176 18.8944466 31806.1727 19.02253682834 3 1 1996 31806.8277 19.1542558 31806.9811 19.1860402 31807.4828 19.32351152834 3 1 1997 31808.1378 19.5073519 31808.5635 19.6299181 31808.7929 19.71342332834 3 1 1998 31809.4479 19.9569911 31810.1029 20.2060930 31810.1458 20.22279652834 3 1 1999 31810.7579 20.5196597 31811.2939 20.7842930 31811.7283 21.00327772834 3 1 2000 31812.0978 21.2246116 31812.7832 21.6441693 31812.9017 21.72692192834 3 1 2001 31813.7057 22.2994279 31813.8381 22.3955806 31814.5095 22.94622202834 3 1 2002 31814.8930 23.2660813 31815.2667 23.6150666 31815.9304 24.24322122834 3 1 2003 31815.9479 24.2600166 31816.8153 25.1818862 31817.0028 25.38383232834 3 1 2004 31817.7002 26.2066368 31818.0577 26.6329463 31818.5851 27.31952142834 3 1 2005 31819.3705 28.3514979 31819.8413 29.0239837 31820.9411 30.60363542834 3 1 2006 31823.0346 33.8113888 31824.1344 35.4802871 31825.2495 37.14943612834 3 1 2007 31825.3564 37.3069196 31826.0133 38.2042027 31826.7770 39.22942542834 3 1 2008 31826.8228 39.2896800 31827.5408 40.1155688 31828.2587 40.92065752834 3 1 2009 31828.2892 40.9539742 31828.9308 41.5264495 31829.4654 41.98762292834 3 1 2010 31829.6029 42.0790505 31830.2750 42.5053951 31830.4965 42.64074772834 3 1 2011 31830.6110 42.6875726 31831.4130 42.9944296 31831.5275 43.03404232834 3 1 2012 31832.2149 43.0969028 31832.9825 43.1399521 31833.0169 43.13337882834 3 1 2013 31833.8188 42.9534500 31833.9525 42.9193694 31834.6207 42.62326872834 3 1 2014 31834.9225 42.4804203 31835.6212 42.0284677 31835.8924 41.84516542834 3 1 2015 31836.7210 41.1294784 31837.3473 40.5742806 31837.8208 40.07044952834 3 1 2016 31838.8023 39.0076241 31840.8758 36.4832939 31841.6090 35.55389972834 3 1 2017 31842.8921 33.9400935 31843.7475 32.8754397 31844.0530 32.49925942834 3 1 2018 31844.6640 31.7849055 31845.3972 30.9376469 31845.6416 30.65833992834 3 1 2019 31846.1304 30.1402478 31846.8636 29.3726581 31847.2302 28.99364802834 3 1 2020 31847.5968 28.6501117 31848.4064 27.9023908 31848.8188 27.52660392834 3 1 2021 31849.0480 27.3406227 31849.6895 26.8268174 31850.3311 26.31936362834 3 1 2022 31850.4074 26.2597416 31850.9726 25.8718647 31851.6142 25.43729852834 3 1 2023 31851.9960 25.1818963 31852.2557 25.0319262 31852.8973 24.66641842834 3 1 2024 31853.5999 24.2714587 31853.8107 24.1545458 31854.3637 23.89390832834 3 1 2025 31855.1274 23.5393849 31855.6253 23.3114273 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2454 43358.7344 6.32686068 43361.2012 6.29117700 43366.1349 6.219985952834 3 1 2455 43369.1555 6.17652853 43371.0686 6.15290046 43376.0023 6.092149342834 3 1 2456 43380.9360 6.03156093 43385.8697 5.97111920 43390.8034 5.910811822834 3 1 2457 43397.3480 5.83101762 43398.1535 5.82167981 43403.2131 5.763175182834 3 1 2458 43408.2727 5.70478647 43415.0188 5.62711185 43421.7648 5.549641152834 3 1 2459 43428.5109 5.47237834 43433.5704 5.41457575 43438.6299 5.356903822834 3 1 2460 43442.4560 5.31339729 43443.6895 5.29769893 43448.7490 5.233461612834 3 1 2461 43454.1358 5.16525459 43460.1770 5.08901609 43464.2045 5.038356782834 3 1 2462 43467.8293 4.99289654 43468.2320 4.98708319 43472.2595 4.929106582834 3 1 2463 43476.2870 4.87131232 43480.3145 4.81372163 43484.3420 4.756359312834 3 1 2464 43484.7448 4.75064673 43487.9668 4.69921038 43491.5915 4.641578522834 3 1 2465 43495.2163 4.58420709 43497.4314 4.54932830 43498.8410 4.524567762834 3 1 2466 43502.4658 4.46123072 43506.0905 4.39827656 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10.94210132834 3 1 2492 43590.3458 11.0990538 43591.2319 11.7933002 43591.9568 12.39618222834 3 1 2493 43592.3596 12.7525553 43593.2456 13.5389209 43594.5344 14.76773492834 3 1 2494 43595.8232 16.0760781 43597.1120 17.4556558 43598.6425 19.17948862834 3 1 2495 43599.0452 19.6312862 43600.3260 21.1275352 43602.2350 23.34646462834 3 1 2496 43603.5077 24.8169295 43603.8782 25.2424875 43604.7804 26.23976862834 3 1 2497 43605.4892 27.0178056 43606.0531 27.5986528 43607.1002 28.66835112834 3 1 2498 43607.3258 28.8775603 43608.5985 30.0462798 43608.7112 30.14871262834 3 1 2499 43609.8711 31.0643566 43610.3625 31.4472436 43611.3372 32.08779742834 3 1 2500 43611.6010 32.2583197 43612.8032 32.8983523 43612.8395 32.91730652834 3 1 2501 43614.0779 33.4160204 43614.2692 33.4697406 43615.3163 33.75398062834 3 1 2502 43615.7352 33.8168455 43616.5548 33.9330989 43617.2012 33.94846622834 3 1 2503 43617.7933 33.9584568 43618.6672 33.8751355 43619.0318 33.83800232834 3 1 2504 43620.8662 33.4158815 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2517 43659.7799 15.6431438 43660.3438 15.5150219 43661.4715 15.28999222834 3 1 2518 43663.1630 14.9538564 43663.6463 14.8581702 43664.8546 14.64692572834 3 1 2519 43666.5461 14.3523130 43666.9489 14.2823921 43668.2377 14.08375712834 3 1 2520 43669.9292 13.8239433 43670.2514 13.7746169 43671.9027 13.55488822834 3 1 2521 43673.8762 13.2932449 43675.2053 13.1176077 43675.8497 13.04497082834 3 1 2522 43677.8231 12.8232851 43679.7966 12.6022631 43680.1591 12.56177592834 3 1 2523 43681.7701 12.4067208 43683.7436 12.2173179 43685.1129 12.08624052834 3 1 2524 43685.7170 12.0359159 43688.3349 11.8185037 43690.0667 11.67512972834 3 1 2525 43690.9528 11.6120279 43693.5707 11.4261965 43696.1885 11.24089902834 3 1 2526 43696.6718 11.2067753 43698.8064 11.0785772 43701.4243 10.92176762834 3 1 2527 43703.2769 10.8110599 43704.0422 10.7717259 43706.6600 10.63750942834 3 1 2528 43709.8820 10.4727182 43713.1040 10.3333227 43716.3260 10.19427512834 3 1 2529 43719.1453 10.0728760 43719.5480 10.0583318 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7.58486438 43891.9250 7.53306128 43895.9525 7.507184342834 3 1 2543 43904.0075 7.46572802 43916.0900 7.40362005 43928.6760 7.338993142834 3 1 2544 43932.2000 7.32091553 43942.2688 7.28015064 43955.8616 7.225178082834 3 1 2545 43969.4544 7.17025675 43983.0473 7.11538023 43988.5850 7.093038812834 3 1 2546 43996.6400 7.06705134 44012.7500 7.01511726 44028.8600 6.963222582834 3 1 2547 44044.9700 6.91136178 44061.0800 6.86970379 44077.1900 6.828071202834 3 1 2548 44093.3000 6.78646079 44109.4100 6.74486986 44125.5200 6.703300002834 3 1 2549 44133.5750 6.68648498 44157.7400 6.63607229 44181.9050 6.585687032834 3 1 2550 44209.2840 6.52862872 44229.5690 6.48637349 44238.2699 6.471319682834 3 1 2551 44267.2558 6.42119368 44299.5466 6.36537884 44331.8374 6.309583962834 3 1 2552 44353.3645 6.27239799 44387.8080 6.21291724 44422.2515 6.158613992834 3 1 2553 44456.6950 6.10432737 44491.1385 6.05005634 44525.5820 5.995800312834 3 1 2554 44560.0255 5.94155905 44594.4690 5.88733274 44628.9125 5.833121922834 3 1 2555 44663.3560 5.77892755 44697.7995 5.72475105 44732.2430 5.670594352834 3 1 2556 44766.6865 5.60835405 44792.5192 5.56169020 44818.3518 5.515043412834 3 1 2557 44844.1844 5.46841515 44870.0170 5.42180812 44895.8497 5.366885272834 3 1 2558 44921.6823 5.31199136 44947.5149 5.25713139 44956.1258 5.238855662834 3 1 2559 44964.7367 5.21723434 44981.9584 5.17401222 44999.1802 5.130812782834 3 1 2560 45016.4019 5.08763918 45031.9015 5.04881096 45033.6237 5.043683382834 3 1 2561 45050.8454 4.99244298 45068.0672 4.94124229 45085.2889 4.890089642834 3 1 2562 45088.7333 4.87986854 45098.2053 4.84623069 45111.1215 4.800397022834 3 1 2563 45124.0379 4.75460315 45136.9542 4.70885545 45145.5650 4.678391602834 3 1 2564 45149.8705 4.66028861 45162.7868 4.60604319 45175.7031 4.551870712834 3 1 2565 45183.4529 4.51941776 45188.6194 4.49406445 45197.2303 4.451862762834 3 1 2566 45205.8412 4.40971048 45214.4520 4.36761426 45221.3407 4.333984412834 3 1 2567 45222.2018 4.32903553 45229.9516 4.28455286 45237.7014 4.240133872834 3 1 2568 45245.4512 4.19578655 45253.2010 4.15152019 45254.9232 4.141703502834 3 1 2569 45260.9508 4.10240684 45268.7006 4.05198690 45276.4503 4.001687102834 3 1 2570 45277.3115 3.99611339 45284.8460 3.94160439 45290.4431 3.901214242834 3 1 2571 45296.0401 3.86091740 45299.6997 3.83463649 45301.6372 3.819064782834 3 1 2572 45307.2343 3.77419553 45312.8314 3.72945583 45318.4284 3.684864552834 3 1 2573 45323.3366 3.64589843 45328.4600 3.60539727 45329.6656 3.595534052834 3 1 2574 45335.9946 3.54402930 45340.2139 3.50986605 45344.4333 3.475858062834 3 1 2575 45348.6526 3.44202482 45352.8719 3.40838613 45356.7898 3.377345202834 3 1 2576 45362.2147 3.33471547 45365.8313 3.30655111 45367.9840 3.289924012834 3 1 2577 45369.4478 3.28043469 45373.0644 3.25724549 45376.6809 3.234342082834 3 1 2578 45376.7670 3.23380439 45380.2975 3.21778413 45383.9140 3.201730042834 3 1 2579 45385.2918 3.19577796 45388.0473 3.19022845 45391.4916 3.183789732834 3 1 2580 45392.1805 3.18409632 45395.6248 3.18620124 45396.3138 3.188320742834 3 1 2581 45399.0693 3.19722999 45399.8442 3.19984448 45401.8248 3.212857212834 3 1 2582 45404.1496 3.22849259 45404.5802 3.23315672 45407.1635 3.261567112834 3 1 2583 45408.4551 3.27604959 45410.7800 3.31427201 45412.7605 3.347393212834 3 1 2584 45414.3966 3.38408361 45415.9896 3.42023071 45416.8077 3.443679982834 3 1 2585 45419.2187 3.51335531 45421.6297 3.60090757 45422.4478 3.630846492834 3 1 2586 45424.0407 3.70279497 45425.6768 3.77717976 45426.2796 3.809634582834 3 1 2587 45427.8295 3.89366068 45429.3795 3.98961992 45429.9822 4.027221482834 3 1 2588 45432.1349 4.18017118 45432.4794 4.20836723 45434.7182 4.392795972834 3 1 2589 45435.5793 4.47528676 45437.3015 4.64127844 45438.6792 4.791423952834 3 1 2590 45439.0236 4.82917801 45440.7458 5.03718474 45441.7791 5.174533852834 3 1 2591 45442.4680 5.26657866 45444.1902 5.51937921 45444.8791 5.630321062834 3 1 2592 45445.9123 5.79746006 45447.9790 6.16939055 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43788.8210 .022127162 43796.0705 .0205807572834 3 311974 43803.3200 .019202933 43810.3682 .018003076 43817.4163 .0169223342834 3 311975 43824.4644 .015944928 43831.5125 .015058537 43838.5607 .0142526602834 3 311976 43845.6088 .013517282 43852.6569 .012843981 43859.7050 .0122260762834 3 311977 43867.7600 .011580343 43875.8150 .010991819 43883.8700 .0104539302834 3 311978 43891.9250 .009961019 43904.0075 .009295484 43916.0900 .0087064582834 3 311979 43928.6760 .008162104 43942.2688 .007641732 43955.8616 .0071810782834 3 311980 43969.4544 .006771650 43983.0473 .006407424 43996.6400 .0060802512834 3 311981 44012.7500 .005733367 44028.8600 .005425881 44044.9700 .0051522692834 3 311982 44061.0800 .004907903 44077.1900 .004688937 44093.3000 .0044921532834 3 311983 44109.4100 .004314846 44133.5750 .004080493 44157.7400 .0038785332834 3 311984 44181.9050 .003703998 44209.2840 .003534547 44238.2699 .0033824002834 3 311985 44267.2558 .003254040 44299.5466 .003137445 44331.8374 .0030408102834 3 311986 44353.3645 .002986834 44387.8080 .002917511 44422.2515 .0028663472834 3 311987 44456.6950 .002831810 44491.1385 .002812866 44525.5820 .0028089132834 3 311988 44560.0255 .002819740 44594.4690 .002845514 44628.9125 .0028867812834 3 311989 44663.3560 .002944495 44697.7995 .003020071 44732.2430 .0031154622834 3 311990 44766.6865 .003232602 44792.5192 .003336970 44818.3518 .0034582092834 3 311991 44844.1844 .003597982 44870.0170 .003758989 44895.8497 .0039446052834 3 311992 44921.6823 .004158953 44947.5149 .004407242 44964.7367 .0045947612834 3 311993 44981.9584 .004802558 44999.1802 .005033278 45016.4019 .0052895942834 3 311994 45033.6237 .005577234 45050.8454 .005899375 45068.0672 .0062615322834 3 311995 45085.2889 .006671420 45098.2053 .007014882 45111.1215 .0073938762834 3 311996 45124.0379 .007813386 45136.9542 .008278710 45149.8705 .0087956022834 3 311997 45162.7868 .009375197 45175.7031 .010027743 45188.6194 .0107646522834 3 311998 45197.2303 .011310080 45205.8412 .011904925 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