4.109300+4 9.210510+1 2 0 0 34125 1451 1 0.000000+0 0.000000+0 0 0 0 64125 1451 2 1.000000+0 1.500000+8 6 0 10 64125 1451 3 3.000000+2 0.000000+0 300 0 216 954125 1451 4 41-NB- 93 LANL,ANL EVAL-DEC97 M.CHADWICK,P.YOUNG,D.L.SMITH 4125 1451 5 Ch97,Ch99 DIST-AUG99 REV2- 19990803 4125 1451 6 ----ENDF/B-VI MATERIAL 4125 REVISION 2 4125 1451 7 -----INCIDENT NEUTRON DATA 4125 1451 8 ------ENDF-6 FORMAT 4125 1451 9 4125 1451 10 **************************************************************** 4125 1451 11 4125 1451 12 ENDF/B-VI MOD 3 Evaluation, December 1997, M.B. Chadwick and 4125 1451 13 P.G. Young (LANL) 4125 1451 14 4125 1451 15 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 4125 1451 16 in cooperation with ECN Petten. 4125 1451 17 4125 1451 18 This evaluation provides a complete representation of the 4125 1451 19 nuclear data needed for transport, damage, heating, radioactivity,4125 1451 20 and shielding applications over the incident proton energy range 4125 1451 21 from 1 to 150 MeV. The evaluation utilizes MF=6, MT=5 to 4125 1451 22 represent all reaction data. Production cross sections and 4125 1451 23 emission spectra are given for neutrons, protons, deuterons, 4125 1451 24 tritons, alpha particles, gamma rays, and all residual nuclides 4125 1451 25 produced (A>5) in the reaction chains. To summarize, the ENDF 4125 1451 26 sections with non-zero data above are: 4125 1451 27 4125 1451 28 MF=3 MT= 2 Integral of nuclear plus interference components 4125 1451 29 of the elastic scattering cross section 4125 1451 30 4125 1451 31 MT= 5 Sum of binary (p,n') and (p,x) reactions 4125 1451 32 4125 1451 33 MF=6 MT= 2 Elastic (p,p) angular distributions given as 4125 1451 34 ratios of the differential nuclear-plus- 4125 1451 35 interference to the integrated value. 4125 1451 36 4125 1451 37 MT= 5 Production cross sections and energy-angle 4125 1451 38 distributions for emission neutrons, protons, 4125 1451 39 deuterons, and alphas; and angle-integrated 4125 1451 40 spectra for gamma rays and residual nuclei that 4125 1451 41 are stable against particle emission 4125 1451 42 4125 1451 43 The evaluation is based on nuclear model calculations that have 4125 1451 44 been benchmarked to experimental data, especially for n +93Nb and 4125 1451 45 n +93Nb reactions [Ch98]. We use the GNASH code system [Yo92], 4125 1451 46 which utilizes Hauser-Feshbach statistical, preequilibrium and 4125 1451 47 direct-reaction theories. Spherical optical model calculations are4125 1451 48 used to obtain particle transmission coefficients for the Hauser- 4125 1451 49 Feshbach calculations, as well as for the elastic proton angular 4125 1451 50 distributions. 4125 1451 51 Cross sections and spectra for producing individual residual 4125 1451 52 nuclei are included for reactions. The energy-angle-correlations 4125 1451 53 for all outgoing particles are based on Kalbach systematics 4125 1451 54 [Ka88]. 4125 1451 55 A model was developed to calculate the energy distributions of 4125 1451 56 all recoil nuclei in the GNASH calculations [Ch96a]. The recoil 4125 1451 57 energy distributions are represented in the laboratory system in 4125 1451 58 MT=5, MF=6, and are given as isotropic in the lab system. All 4125 1451 59 other data in MT=5,MF=6 are given in the center-of-mass system. 4125 1451 60 This method of representation utilizes the LCT=3 option approved 4125 1451 61 at the November, 1996, CSEWG meeting. 4125 1451 62 Preequilibrium corrections were performed in the course of the 4125 1451 63 GNASH calculations using the exciton model of Kalbach [Ka77, 4125 1451 64 Ka85], validated by comparison with calculations using Feshbach, 4125 1451 65 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 4125 1451 66 nuclear data sheets were matched to continuum level densities 4125 1451 67 using the formulation of Ignatyuk et al. [Ig75] and pairing and 4125 1451 68 shell parameters from the Cook [Co67] analysis. Neutron and 4125 1451 69 charged- particle transmission coefficients were obtained from the4125 1451 70 optical potentials, as discussed below. Gamma-ray transmission 4125 1451 71 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 4125 1451 72 4125 1451 73 SPECIFIC INFORMATION CONCERNING THE 93Nb EVALUATION 4125 1451 74 4125 1451 75 The total neutron cross section was obtained from the Finlay[Fi93]4125 1451 76 measurements. 4125 1451 77 4125 1451 78 The following optical potentials were used in the GNASH 4125 1451 79 calculations. For incident neutrons, the Wilmore-Hodgson 4125 1451 80 potential was used below 15 MeV, and the Madland potential [Ma88] 4125 1451 81 was used at higher energies. For incident protons, the 4125 1451 82 Becchetti-Greenlees [Be69] potential was used up to 50 MeV, above 4125 1451 83 which the Madland potential [Ma88] was used. In both cases, the 4125 1451 84 matching energy between the potentials was chosen to result in 4125 1451 85 continuity of the reaction cross section. For protons at 50 MeV 4125 1451 86 the reaction cross section (and transmission coefficients) was 4125 1451 87 renormalized slightly to smoothen the transition between the 4125 1451 88 potentials. The Perey [Pe63] potential was used for indident 4125 1451 89 deuterons. For tritons, the Becchetti-Greenlees [Be71] was used 4125 1451 90 up to 80 MeV, above which the Watanabe potential was used. The 4125 1451 91 Moyen (McFadden Satchler) [Mc66] potential was used for alpha 4125 1451 92 particles over the whole energy range. 4125 1451 93 4125 1451 94 Direct inelastic scattering to low-lying states in Nb93 was 4125 1451 95 determined as follows. Coherent excitation of 2+ and 3- 4125 1451 96 vibrations were assumed to be fragmented over Nb93 states, after 4125 1451 97 coupling these excitations with the 4.5+ core. The magnitudes of 4125 1451 98 the deformation lengths of 2+ and 3- excitations was obtained by 4125 1451 99 fitting values of 34 and 46 mb respectively at 14 MeV, obtained 4125 1451 100 in ref. [Ch93] and accounting for measurements well. This 4125 1451 101 strength was then fragmented over Nb states. For the 3- 4125 1451 102 excitation, the 7 states are in the "continuum" region of the 4125 1451 103 GNASH calculation at approximately 2.5 MeV, with spins 1.5-,2.5-, 4125 1451 104 ..,7.5-. For the 2+, the 5 states (2.5+,3.5+,...6.5+) near 1 MeV 4125 1451 105 were assumed to be those whose inelastic cross section in the 4125 1451 106 existing ENDF <20 MeV file are significant (note that the ENDF 4125 1451 107 file below 20 MeV appears to incorporate inelastic information 4125 1451 108 only up to 5 MeV for many states, after which a value of zero at 4125 1451 109 20 MeV was inserted). 4125 1451 110 4125 1451 111 Experimental data is used to benchmark the calculations. For 4125 1451 112 incident neutrons, experimental neutron emission spectra data 4125 1451 113 exist at 20 and 26 MeV by Marcinkowski [Ma83]. For incident 4125 1451 114 protons, spectra data exist at 14 and 26 MeV by Watanabe et 4125 1451 115 al. [Wa97], and at 65 MeV by Sakai et al [Sa80]. Our evaluation 4125 1451 116 agrees reasonably well with these measurements. 4125 1451 117 4125 1451 118 **************************************************************** 4125 1451 119 4125 1451 120 REFERENCES 4125 1451 121 4125 1451 122 [Be69] F.D. Becchetti, Jr., and G.W. Greenlees, Phys.Rev. 182, 4125 1451 123 1190 (1969) 4125 1451 124 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in Polarization 4125 1451 125 Phenomena in Nuclear Reactions (Ed: H.H. Barschall and W. 4125 1451 126 Haeberli, The University of Wisconsin Press, 1971) p.682 4125 1451 127 [Ch93] M.B. Chadwick and P.G. Young, Phys.Rev. C 47, 2255 (1993) 4125 1451 128 [Ch96a] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 4125 1451 129 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 4125 1451 130 Driven Technologies: Calculational Method for Heavy Recoils," 4125 1451 131 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 4125 1451 132 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 4125 1451 133 [Ch98] M.B. Chadwick and P.G. Young, "Model Calculations of 4125 1451 134 n,p + 93Nb" in APT PROGRESS REPORT: 1 November 1997 - 1 January 4125 1451 135 1998, internal Los Alamos National Laboratory memo 4125 1451 136 January 1998 from R.E. MacFarlane to L. Waters. 4125 1451 137 [Ch99] M.B. Chadwick, P.G. Young, G.M. Hale et al., Los Alamos 4125 1451 138 National Laboratory report, LA-UR-99-1222 (1999) 4125 1451 139 [Co67] J.L. Cook, H. Ferguson, and A.R. DeL Musgrove, Aust.J. 4125 1451 140 Phys. 20, 477 (1967) 4125 1451 141 [Fi93] R. W. Finlay, W. P. Abfalterer, G. Fink et al., Phys. Rev 4125 1451 142 C 47, 237 (1993) 4125 1451 143 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, Sov.J. 4125 1451 144 Nucl.Phys. 21, 255 (1975); translation of Yad.Fiz. 21, 485 4125 1451 145 (1975) 4125 1451 146 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 4125 1451 147 [Ka85] C. Kalbach, Los Alamos National Laboratory report 4125 1451 148 LA-10248-MS (1985) 4125 1451 149 [Ka88] C. Kalbach, Phys.Rev.C 37, 2350 (1988); see also 4125 1451 150 C. Kalbach and F. M. Mann, Phys.Rev.C 23, 112 (1981) 4125 1451 151 [Ko90] J. Kopecky and M. Uhl, Phys.Rev.C 41, 1941 (1990) 4125 1451 152 [Lo74] J.M. Lohr and W. Haeberli, Nucl.Phys. A232, 381 (1974) 4125 1451 153 [Ma88] D.G. Madland, "Recent Results in the Development of a 4125 1451 154 Global Medium-Energy Nucleon-Nucleus Optical-Model Potential," 4125 1451 155 Proc. OECD/NEANDC Specialist's Mtg. on Preequilibrium Nuclear 4125 1451 156 Reactions, Semmering, Austria, 10-12 Feb. 1988, NEANDC-245 'U' 4125 1451 157 (1988). 4125 1451 158 [Ma83] A. Marcinkowski, R.W. Finlay, G. Randers-Pehrson et al., 4125 1451 159 Nucl.Phys. A402, 220 (1983) 4125 1451 160 [Mc66] L. McFadden and G. R. Satchler, Nucl. Phys. 84, 177 4125 1451 161 (1966). 4125 1451 162 [Pe63] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963) 4125 1451 163 [Sa80] H. Sakai, K. Hosono, N. Matsuoka et al., Nucl.Phys. A344, 4125 1451 164 41 (1980) 4125 1451 165 [We96] H.P. Wellisch and D. Axen, Phys.Rev. C 54, 1329(1996) 4125 1451 166 [Wa97] Y. Watanabe, S. Yoshioka, M. Harada et al, Nuclear Data 4125 1451 167 for Science and Technology, Proc. Conf. Trieste, May, 1997, 4125 1451 168 G. Reffo, Ed. (Editrice Compositori, 1997) p.580 4125 1451 169 [Wi64] D. Wilmore and P.E. Hodgson, Nucl.Phys. 55, 673 (1964) 4125 1451 170 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, report 4125 1451 171 LA-12343-MS (1992) 4125 1451 172 4125 1451 173 ***************************************************************** 4125 1451 174 4125 1451 175 ENDF/B-VI MOD 2 Revision, August 1991, NNDC 4125 1451 176 4125 1451 177 Only the section MOD numbers have been corrected in the 4125 1451 178 directory. 4125 1451 179 4125 1451 180 ***************************************************************** 4125 1451 181 4125 1451 182 ENDF/B-VI MOD 1 Evaluation, March 1990, A.B. Smith, D.L. Smith 4125 1451 183 L.P. Geraldo (ANL), and R. Howerton (LLNL) 4125 1451 184 4125 1451 185 Original evaluation fully documented in Smith et al. [1] 4125 1451 186 4125 1451 187 ---------------------------------------------------------------- 4125 1451 188 4125 1451 189 Evaluation of 93Nb(n,n')93Nb-m Dosimetry Reaction 4125 1451 190 D.L. Smith and L.P. Geraldo, ANL, March 1990. 4125 1451 191 4125 1451 192 For complete documentation see Smith and Geraldo [2]. 4125 1451 193 4125 1451 194 Production of the isomer 93Nb-m by the (n,n') process is 4125 1451 195 routinely employed for neutron dosimetry applications. Isomer 4125 1451 196 is the first-excited state of the isotope 93Nb (30.82 keV 4125 1451 197 excitation energy). The reaction threshold energy is 31.15 keV. 4125 1451 198 The isotopic abundance of 93Nb in natural niobium is 100 %. 4125 1451 199 The half life of 93Nb-m is 16.1 years. The decay is entirely by 4125 1451 200 isomeric transition with nearly 100 % internal conversion. 4125 1451 201 4125 1451 202 The activity measurement is by observation of x-rays. 4125 1451 203 X-ray yields: 16.6 keV k-alpha (0.09238 per disintegration), 4125 1451 204 18.6 kev k-beta (0.01802 per disintegration). 4125 1451 205 4125 1451 206 The evaluation is based on a least-squares adjustment procedure.4125 1451 207 Input information includes results from nuclear model 4125 1451 208 calculations and recent differential activation cross section 4125 1451 209 data from the literature. Uncertainties are derived from 4125 1451 210 experimental errors and the consideration of systematics. 4125 1451 211 4125 1451 212 REFERENCES 4125 1451 213 4125 1451 214 [1.] A.B. Smith, D.L. Smith and R.J. Howerton, Argonne report 4125 1451 215 ANL/NDM-88 (1985) 4125 1451 216 [2.] D.L. Smith and L.P. Geraldo, Argonne report ANL/NDM-117 4125 1451 217 (1990) 4125 1451 218 4125 1451 219 ************************ C O N T E N T S *********************** 4125 1451 220 1 451 315 34125 1451 221 2 151 200 14125 1451 222 3 1 5846 34125 1451 223 3 2 1537 34125 1451 224 3 4 48 14125 1451 225 3 5 55 34125 1451 226 3 16 16 14125 1451 227 3 17 7 14125 1451 228 3 22 7 14125 1451 229 3 28 7 14125 1451 230 3 32 6 14125 1451 231 3 33 5 14125 1451 232 3 51 15 14125 1451 233 3 52 16 14125 1451 234 3 53 15 14125 1451 235 3 54 14 14125 1451 236 3 55 14 14125 1451 237 3 56 12 14125 1451 238 3 57 11 14125 1451 239 3 58 11 14125 1451 240 3 59 10 14125 1451 241 3 60 10 14125 1451 242 3 61 10 14125 1451 243 3 62 10 14125 1451 244 3 63 10 14125 1451 245 3 64 10 14125 1451 246 3 65 9 14125 1451 247 3 66 9 14125 1451 248 3 67 9 14125 1451 249 3 68 9 14125 1451 250 3 69 9 14125 1451 251 3 70 9 14125 1451 252 3 71 9 14125 1451 253 3 72 8 14125 1451 254 3 73 7 14125 1451 255 3 91 28 14125 1451 256 3 102 4407 14125 1451 257 3 103 8 14125 1451 258 3 104 8 14125 1451 259 3 105 9 14125 1451 260 3 107 11 14125 1451 261 4 2 798 34125 1451 262 4 16 13 14125 1451 263 4 17 13 14125 1451 264 4 22 13 14125 1451 265 4 28 13 14125 1451 266 4 32 13 14125 1451 267 4 33 13 14125 1451 268 4 51 13 14125 1451 269 4 52 13 14125 1451 270 4 53 13 14125 1451 271 4 54 13 14125 1451 272 4 55 13 14125 1451 273 4 56 13 14125 1451 274 4 57 13 14125 1451 275 4 58 13 14125 1451 276 4 59 13 14125 1451 277 4 60 13 14125 1451 278 4 61 13 14125 1451 279 4 62 13 14125 1451 280 4 63 13 14125 1451 281 4 64 13 14125 1451 282 4 65 13 14125 1451 283 4 66 13 14125 1451 284 4 67 13 14125 1451 285 4 68 13 14125 1451 286 4 69 13 14125 1451 287 4 70 13 14125 1451 288 4 71 13 14125 1451 289 4 72 13 14125 1451 290 4 73 13 14125 1451 291 4 91 13 14125 1451 292 5 16 137 14125 1451 293 5 17 64 14125 1451 294 5 22 146 14125 1451 295 5 28 132 14125 1451 296 5 32 82 14125 1451 297 5 33 82 14125 1451 298 5 91 131 14125 1451 299 6 5 13718 34125 1451 300 8 4 3 14125 1451 301 10 4 14 14125 1451 302 12 102 4 14125 1451 303 13 3 14 14125 1451 304 14 3 1 14125 1451 305 14 102 1 14125 1451 306 15 3 263 14125 1451 307 15 102 72 14125 1451 308 33 1 19 14125 1451 309 33 2 5 14125 1451 310 33 4 6 14125 1451 311 33 16 15 14125 1451 312 33 17 7 14125 1451 313 33 102 9 14125 1451 314 40 4 92 14125 1451 315 0.000000+0 0.000000+0 0 0 0 04125 1 099999 0.000000+0 0.000000+0 0 0 0 04125 0 0 0 4.109300+4 9.210510+1 0 0 1 04125 2151 1 4.109300+4 1.000000+0 0 0 1 04125 2151 2 1.000000-5 7.350000+3 1 1 0 04125 2151 3 4.500000+0 6.900000-1 0 0 2 04125 2151 4 9.210510+1 0.000000+0 0 0 888 1484125 2151 5 -1.054000+2 4.000000+0 5.441000-1 3.791000-1 1.650000-1 0.000000+04125 2151 6 1.058000+2 4.000000+0 1.675000-1 5.000000-4 1.670000-1 0.000000+04125 2151 7 1.192000+2 5.000000+0 1.286000-1 3.636000-3 1.250000-1 0.000000+04125 2151 8 1.930000+2 5.000000+0 1.678000-1 3.382000-2 1.340000-1 0.000000+04125 2151 9 3.355000+2 4.000000+0 1.748000-1 1.778000-2 1.570000-1 0.000000+04125 2151 10 3.650000+2 5.000000+0 1.505000-1 4.727000-4 1.500000-1 0.000000+04125 2151 11 3.784000+2 5.000000+0 2.713000-1 9.727000-2 1.740000-1 0.000000+04125 2151 12 4.603000+2 5.000000+0 1.691000-1 7.109000-3 1.620000-1 0.000000+04125 2151 13 6.176000+2 4.000000+0 1.517000-1 1.667000-3 1.500000-1 0.000000+04125 2151 14 6.409001+2 4.000000+0 1.559000-1 5.878000-3 1.500000-1 0.000000+04125 2151 15 7.415002+2 4.000000+0 3.401000-1 2.111000-1 1.290000-1 0.000000+04125 2151 16 9.125002+2 4.000000+0 2.043000-1 4.278000-3 2.000000-1 0.000000+04125 2151 17 9.348002+2 5.000000+0 5.191000-1 3.791000-1 1.400000-1 0.000000+04125 2151 18 1.009000+3 4.000000+0 1.414000+0 6.011000-1 8.130000-1 0.000000+04125 2151 19 1.127000+3 5.000000+0 2.485000-1 1.445000-2 2.340000-1 0.000000+04125 2151 20 1.148000+3 5.000000+0 3.094000-1 1.664000-1 1.430000-1 0.000000+04125 2151 21 1.175000+3 4.000000+0 5.576000-1 3.356000-1 2.220000-1 0.000000+04125 2151 22 1.194000+3 5.000000+0 2.098000-1 3.282000-2 1.770000-1 0.000000+04125 2151 23 1.229000+3 4.000000+0 1.946000-1 4.356000-2 1.510000-1 0.000000+04125 2151 24 1.393000+3 4.000000+0 3.624000-1 2.044000-1 1.580000-1 0.000000+04125 2151 25 1.452000+3 4.000000+0 1.176000+0 9.578000-1 2.180000-1 0.000000+04125 2151 26 1.556000+3 5.000000+0 2.729000-1 1.291000-2 2.600000-1 0.000000+04125 2151 27 1.576000+3 5.000000+0 3.366000-1 1.736000-1 1.629000-1 0.000000+04125 2151 28 1.654000+3 5.000000+0 2.199000-1 4.091000-2 1.790000-1 0.000000+04125 2151 29 1.811000+3 4.000000+0 2.144000-1 1.044000-1 1.100000-1 0.000000+04125 2151 30 1.946000+3 5.000000+0 2.619000-1 4.909000-3 2.570000-1 0.000000+04125 2151 31 1.981000+3 5.000000+0 2.573000-1 7.273000-3 2.500000-1 0.000000+04125 2151 32 1.991000+3 4.000000+0 1.299000-1 2.689000-2 1.030000-1 0.000000+04125 2151 33 2.021000+3 5.000000+0 8.400000-1 6.500000-1 1.900000-1 0.000000+04125 2151 34 2.070000+3 4.000000+0 3.127000-1 6.667000-2 2.460000-1 0.000000+04125 2151 35 2.076000+3 5.000000+0 3.237000-1 1.727000-1 1.510000-1 0.000000+04125 2151 36 2.155000+3 5.000000+0 4.102000-1 2.482000-1 1.620000-1 0.000000+04125 2151 37 2.230000+3 5.000000+0 2.305000-1 1.554000-1 7.500000-2 0.000000+04125 2151 38 2.310000+3 5.000000+0 1.656000-1 2.636000-3 1.629000-1 0.000000+04125 2151 39 2.335000+3 4.000000+0 2.166000-1 5.367000-2 1.629000-1 0.000000+04125 2151 40 2.341000+3 5.000000+0 5.857000-1 4.227000-1 1.629000-1 0.000000+04125 2151 41 2.360000+3 4.000000+0 2.062000-1 4.322000-2 1.629000-1 0.000000+04125 2151 42 2.392000+3 5.000000+0 1.683000-1 5.336000-3 1.629000-1 0.000000+04125 2151 43 2.420000+3 5.000000+0 2.190000+0 2.027000+0 1.629000-1 0.000000+04125 2151 44 2.455000+3 4.000000+0 1.923000-1 2.933000-2 1.629000-1 0.000000+04125 2151 45 2.544000+3 5.000000+0 2.131000-1 5.018000-2 1.629000-1 0.000000+04125 2151 46 2.577000+3 4.000000+0 2.049000-1 4.200000-2 1.629000-1 0.000000+04125 2151 47 2.641000+3 4.000000+0 3.549000+0 3.356000+0 1.930000-1 0.000000+04125 2151 48 2.657000+3 5.000000+0 1.993000-1 4.727000-2 1.520000-1 0.000000+04125 2151 49 2.689000+3 5.000000+0 1.391000-1 6.909000-2 7.000000-2 0.000000+04125 2151 50 2.755000+3 4.000000+0 1.264000-1 3.417000-3 1.230000-1 0.000000+04125 2151 51 2.836000+3 5.000000+0 1.857000-1 2.273000-2 1.629000-1 0.000000+04125 2151 52 2.927000+3 4.000000+0 4.533000-1 3.133000-1 1.400000-1 0.000000+04125 2151 53 2.943000+3 5.000000+0 1.258000-1 2.800000-3 1.230000-1 0.000000+04125 2151 54 2.953000+3 4.000000+0 6.692000-1 5.222000-1 1.470000-1 0.000000+04125 2151 55 2.987000+3 5.000000+0 1.829000-1 2.000000-2 1.629000-1 0.000000+04125 2151 56 2.995000+3 5.000000+0 1.385000-1 1.554000-2 1.230000-1 0.000000+04125 2151 57 3.002000+3 4.000000+0 1.245000-1 1.456000-3 1.230000-1 0.000000+04125 2151 58 3.140000+3 5.000000+0 1.993000-1 3.636000-2 1.629000-1 0.000000+04125 2151 59 3.149000+3 4.000000+0 1.414000-1 1.844000-2 1.230000-1 0.000000+04125 2151 60 3.229000+3 5.000000+0 1.902000-1 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3.357171-1 2503.06451 3.732270-14125 3102 1881 2503.39734 4.199565-1 2503.73017 4.798784-1 2503.97980 5.373744-14125 3102 1882 2504.22942 6.105693-1 2504.47904 7.065439-1 2504.66210 7.975148-14125 3102 1883 2504.86180 9.245063-1 2505.01157 1.044934+0 2505.16135 1.193343+04125 3102 1884 2505.31112 1.376916+0 2505.46089 1.604316+0 2505.61067 1.885764+04125 3102 1885 2505.76044 2.233041+0 2505.91022 2.659350+0 2506.05999 3.179013+04125 3102 1886 2506.21901 3.849609+0 2506.39652 4.764000+0 2506.57403 5.874701+04125 3102 1887 2506.75154 7.198706+0 2506.92905 8.744479+0 2507.10656 1.050853+14125 3102 1888 2507.40241 1.387546+1 2508.11245 2.274827+1 2508.37872 2.553362+14125 3102 1889 2508.58581 2.716775+1 2508.85208 2.837321+1 2509.00000 2.855310+14125 3102 1890 2509.22189 2.814471+1 2509.41419 2.716025+1 2509.68046 2.496183+14125 3102 1891 2510.03548 2.096258+1 2510.64936 1.324567+1 2510.89344 1.050336+14125 3102 1892 2511.07095 8.741127+0 2511.24846 7.196949+0 2511.42597 5.874242+04125 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2535.65899 8.775040-2 2536.75460 9.323170-24125 3102 1906 2537.55373 9.996240-2 2538.08648 1.067283-1 2538.48604 1.138864-14125 3102 1907 2538.88560 1.242841-1 2539.12534 1.332829-1 2539.36508 1.458687-14125 3102 1908 2539.54488 1.589698-1 2539.72468 1.767864-1 2539.90448 2.014055-14125 3102 1909 2540.02435 2.229981-1 2540.14422 2.500075-1 2540.26409 2.837919-14125 3102 1910 2540.38396 3.259800-1 2540.50383 3.784964-1 2540.62370 4.435797-14125 3102 1911 2540.74357 5.237890-1 2540.87009 6.280420-1 2540.96998 7.269462-14125 3102 1912 2541.06988 8.426220-1 2541.20306 1.026474+0 2541.33625 1.248676+04125 3102 1913 2541.46944 1.514019+0 2541.60263 1.826886+0 2541.73581 2.190917+04125 3102 1914 2541.86900 2.608627+0 2542.05546 3.285148+0 2542.24193 4.064775+04125 3102 1915 2542.52162 5.396783+0 2543.06236 8.180753+0 2543.36070 9.518173+04125 3102 1916 2543.57380 1.024228+1 2543.82952 1.076008+1 2544.00000 1.086119+14125 3102 1917 2544.22376 1.068539+1 2544.42620 1.023883+1 2544.63930 9.513508+04125 3102 1918 2544.93764 8.175249+0 2545.57161 4.930277+0 2545.75808 4.061028+04125 3102 1919 2545.94454 3.282074+0 2546.13100 2.606145+0 2546.26419 2.188782+04125 3102 1920 2546.39738 1.825024+0 2546.53056 1.512353+0 2546.66375 1.247132+04125 3102 1921 2546.79694 1.024986+0 2546.93013 8.411322-1 2547.03002 7.254235-14125 3102 1922 2547.12991 6.264644-1 2547.25643 5.221173-1 2547.37630 4.418002-14125 3102 1923 2547.49617 3.765973-1 2547.61604 3.239545-1 2547.73591 2.816373-14125 3102 1924 2547.85578 2.477241-1 2547.97565 2.205882-1 2548.09552 1.988728-14125 3102 1925 2548.27532 1.740779-1 2548.45512 1.560957-1 2548.63493 1.428383-14125 3102 1926 2548.87466 1.300554-1 2549.11440 1.208684-1 2549.51396 1.101662-14125 3102 1927 2549.91353 1.027049-1 2550.44628 9.552595-2 2551.24540 8.814393-24125 3102 1928 2552.12444 8.273349-2 2553.58950 7.712686-2 2555.34758 7.335382-24125 3102 1929 2557.15612 7.122788-2 2560.82368 6.978851-2 2563.48199 7.043315-24125 3102 1930 2566.14030 7.276857-2 2568.18930 7.673001-2 2569.21380 8.015838-24125 3102 1931 2570.23830 8.551151-2 2571.00668 9.190869-2 2571.51893 9.844199-24125 3102 1932 2571.90311 1.057892-1 2572.15924 1.129089-1 2572.39615 1.222697-14125 3102 1933 2572.61386 1.346837-1 2572.77714 1.476362-1 2572.94042 1.650798-14125 3102 1934 2573.10370 1.887093-1 2573.21255 2.089738-1 2573.32140 2.337757-14125 3102 1935 2573.43026 2.640621-1 2573.53911 3.009246-1 2573.64796 3.456042-14125 3102 1936 2573.75682 3.994918-1 2573.86567 4.641208-1 2573.97452 5.411530-14125 3102 1937 2574.09298 6.411422-1 2574.22104 7.708477-1 2574.34911 9.259421-14125 3102 1938 2574.47717 1.109331+0 2574.60523 1.323642+0 2574.73329 1.571034+04125 3102 1939 2574.86136 1.852978+0 2575.05345 2.341605+0 2575.23274 2.866105+04125 3102 1940 2575.41203 3.448612+0 2575.97550 5.466730+0 2576.32383 6.597410+04125 3102 1941 2576.55947 7.174710+0 2576.82072 7.555377+0 2577.00000 7.633068+04125 3102 1942 2577.23564 7.498073+0 2577.43029 7.193266+0 2577.65568 6.652484+04125 3102 1943 2577.98352 5.608260+0 2578.53675 3.622598+0 2578.82489 2.690490+04125 3102 1944 2578.99778 2.204111+0 2579.17066 1.780249+0 2579.34354 1.420091+04125 3102 1945 2579.45880 1.214330+0 2579.58812 1.014276+0 2579.71743 8.443878-14125 3102 1946 2579.84675 7.017924-1 2579.97607 5.834274-1 2580.10538 4.861987-14125 3102 1947 2580.23470 4.071074-1 2580.36401 3.433426-1 2580.49333 2.923436-14125 3102 1948 2580.60966 2.554864-1 2580.72600 2.256631-1 2580.84233 2.016150-14125 3102 1949 2580.95866 1.822667-1 2581.13316 1.601165-1 2581.30766 1.441041-14125 3102 1950 2581.42400 1.359285-1 2581.65666 1.237949-1 2581.88933 1.154629-14125 3102 1951 2582.23833 1.071075-1 2582.58733 1.015232-1 2583.28533 9.438110-24125 3102 1952 2584.21600 8.886448-2 2585.32506 8.519054-2 2586.43413 8.318811-24125 3102 1953 2588.65225 8.178358-2 2592.42306 8.322592-2 2596.19388 8.726469-24125 3102 1954 2599.96469 9.349476-2 2603.73550 1.022868-1 2606.72997 1.117006-14125 3102 1955 2609.72444 1.241248-1 2612.71891 1.408533-1 2614.71522 1.553952-14125 3102 1956 2616.71153 1.736826-1 2618.70784 1.970427-1 2620.19399 2.191678-14125 3102 1957 2621.65795 2.461975-1 2623.12191 2.800129-1 2624.58588 3.231497-14125 3102 1958 2625.56185 3.590942-1 2626.53783 4.027194-1 2627.51380 4.562934-14125 3102 1959 2628.37887 5.146604-1 2629.24394 5.865250-1 2630.10901 6.763388-14125 3102 1960 2630.97408 7.905587-1 2631.55079 8.849190-1 2632.30495 1.038257+04125 3102 1961 2632.83730 1.173582+0 2633.36965 1.338872+0 2633.90200 1.543561+04125 3102 1962 2634.43435 1.800953+0 2634.96670 2.130122+0 2635.36596 2.440299+04125 3102 1963 2635.76523 2.822112+0 2636.16449 3.296320+0 2636.56375 3.889110+04125 3102 1964 2636.96301 4.631745+0 2637.29573 5.389587+0 2637.69499 6.493118+04125 3102 1965 2638.09426 7.827500+0 2638.49352 9.388899+0 2639.69131 1.474022+14125 3102 1966 2640.09057 1.626922+1 2640.46765 1.731755+1 2640.82255 1.783346+14125 3102 1967 2641.00000 1.789845+1 2641.36599 1.761626+1 2641.73198 1.681025+14125 3102 1968 2642.21997 1.509477+1 2643.55084 9.194799+0 2643.95011 7.659955+04125 3102 1969 2644.34937 6.354117+0 2644.68209 5.441693+0 2645.08135 4.539057+04125 3102 1970 2645.48061 3.816041+0 2645.87988 3.238950+0 2646.27914 2.777176+04125 3102 1971 2646.67840 2.405271+0 2647.03330 2.133764+0 2647.56565 1.806319+04125 3102 1972 2648.09800 1.550960+0 2648.63035 1.348652+0 2649.16270 1.186157+04125 3102 1973 2649.78932 1.033425+0 2650.33276 9.270439-1 2650.87620 8.400245-14125 3102 1974 2651.41964 7.696893-1 2651.96309 7.161093-1 2652.37067 6.906220-14125 3102 1975 2652.64239 6.850534-1 2652.91411 6.946294-1 2653.11790 7.170416-14125 3102 1976 2653.32169 7.586225-1 2653.52548 8.269442-1 2653.66134 8.920576-14125 3102 1977 2653.79720 9.767494-1 2653.92058 1.073822+0 2654.08694 1.240713+04125 3102 1978 2654.25330 1.456210+0 2654.41966 1.728206+0 2654.58602 2.063910+04125 3102 1979 2654.75238 2.469030+0 2654.91874 2.946847+0 2655.08510 3.497253+04125 3102 1980 2655.30691 4.335754+0 2655.63963 5.761976+0 2656.06201 7.634156+04125 3102 1981 2656.34231 8.711776+0 2656.57151 9.379797+0 2656.82562 9.814049+04125 3102 1982 2657.00000 9.897939+0 2657.22920 9.732519+0 2657.41853 9.370229+04125 3102 1983 2657.63776 8.728652+0 2657.93671 7.566875+0 2658.60437 4.578363+04125 3102 1984 2658.85598 3.568594+0 2659.04283 2.913188+0 2659.22967 2.348112+04125 3102 1985 2659.41651 1.874442+0 2659.54108 1.607421+0 2659.66564 1.376791+04125 3102 1986 2659.79020 1.179684+0 2659.93968 9.828951-1 2660.08915 8.239870-14125 3102 1987 2660.23863 6.972229-1 2660.38810 5.971806-1 2660.53758 5.189323-14125 3102 1988 2660.68705 4.581470-1 2660.83653 4.111265-1 2660.98600 3.747948-14125 3102 1989 2661.18530 3.387341-1 2661.38460 3.127468-1 2661.63373 2.895919-14125 3102 1990 2661.88285 2.729793-1 2662.38110 2.502037-1 2663.12848 2.275630-14125 3102 1991 2664.27445 2.033645-1 2665.61973 1.827336-1 2666.96500 1.669098-14125 3102 1992 2668.63025 1.515673-1 2670.29550 1.394698-1 2672.51584 1.269589-14125 3102 1993 2674.73617 1.175526-1 2677.08303 1.103873-1 2679.55641 1.059231-14125 3102 1994 2680.48393 1.054639-1 2681.99284 1.071777-1 2682.79266 1.103187-14125 3102 1995 2683.39253 1.148929-1 2683.79244 1.203074-1 2684.08803 1.269542-14125 3102 1996 2684.37493 1.376570-1 2684.56619 1.488239-1 2684.75745 1.651515-14125 3102 1997 2684.90090 1.822551-1 2685.04434 2.050697-1 2685.18779 2.353968-14125 3102 1998 2685.33124 2.754793-1 2685.42687 3.089496-1 2685.52250 3.488995-14125 3102 1999 2685.64639 4.120068-1 2685.77027 4.902845-1 2685.89416 5.865373-14125 3102 2000 2686.01804 7.037996-1 2686.14193 8.452670-1 2686.26582 1.014199+04125 3102 2001 2686.38970 1.213793+0 2686.51359 1.447027+0 2686.63747 1.716479+04125 3102 2002 2686.76136 2.024120+0 2686.93089 2.508915+0 2687.10476 3.082167+04125 3102 2003 2687.36558 4.073145+0 2688.09585 7.216298+0 2688.38796 8.285872+04125 3102 2004 2688.65225 8.970068+0 2688.88872 9.279734+0 2689.00000 9.315370+04125 3102 2005 2689.22952 9.161630+0 2689.41730 8.818426+0 2689.61204 8.281041+04125 3102 2006 2689.90415 7.210157+0 2690.65181 3.996364+0 2690.91263 3.015387+04125 3102 2007 2691.08650 2.449872+0 2691.24299 2.006853+0 2691.39948 1.626405+04125 3102 2008 2691.55596 1.305928+0 2691.67333 1.102261+0 2691.79069 9.274194-14125 3102 2009 2691.90806 7.787648-1 2692.02543 6.535454-1 2692.14279 5.490036-14125 3102 2010 2692.26016 4.624637-1 2692.38187 3.890332-1 2692.51228 3.258835-14125 3102 2011 2692.64268 2.760028-1 2692.77309 2.368916-1 2692.90349 2.064112-14125 3102 2012 2693.03390 1.827658-1 2693.16431 1.644740-1 2693.29471 1.503331-14125 3102 2013 2693.46859 1.363043-1 2693.64246 1.262381-1 2693.92066 1.154414-14125 3102 2014 2694.11193 1.104019-1 2694.49445 1.035303-1 2695.06824 9.720009-24125 3102 2015 2696.02455 9.098568-2 2696.78960 8.791131-2 2698.36420 8.441490-24125 3102 2016 2699.93880 8.337965-2 2701.41368 8.434763-2 2702.88855 8.769788-24125 3102 2017 2703.87180 9.199334-2 2704.85505 9.913351-2 2705.51055 1.065695-14125 3102 2018 2706.00218 1.145415-1 2706.49380 1.261173-1 2706.86252 1.391716-14125 3102 2019 2707.10833 1.516512-1 2707.35414 1.692149-1 2707.53850 1.875006-14125 3102 2020 2707.72286 2.122512-1 2707.84577 2.336289-1 2707.96868 2.600744-14125 3102 2021 2708.09158 2.928307-1 2708.21449 3.333890-1 2708.33739 3.835131-14125 3102 2022 2708.46030 4.452591-1 2708.58321 5.209849-1 2708.70611 6.133473-14125 3102 2023 2708.82902 7.252819-1 2708.95193 8.599621-1 2709.07483 1.020733+04125 3102 2024 2709.19774 1.211020+0 2709.32064 1.434203+0 2709.44355 1.693465+04125 3102 2025 2709.60743 2.100054+0 2709.77130 2.580687+0 2709.96140 3.233757+04125 3102 2026 2710.15149 3.986586+0 2710.43663 5.276330+0 2711.00364 8.081825+04125 3102 2027 2711.31828 9.456749+0 2711.55426 1.023920+1 2711.77058 1.069656+14125 3102 2028 2712.00000 1.086588+1 2712.20321 1.073123+1 2712.41952 1.030565+14125 3102 2029 2712.62928 9.648341+0 2712.94392 8.324152+0 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