JENDL/HE 2004 0 0 8.020200+4 2.002360+2 1 1 6 18043 1451 1 0.000000+0 0.000000+0 0 0 0 68043 1451 2 1.000000+0 3.000000+9 1 0 10 18043 1451 3 0.000000+0 0.000000+0 0 0 224 1408043 1451 4 80-Hg-202 JAERI EVAL-JAN04 T.FUKAHORI 8043 1451 5 Ch98 DIST- REV1- 8043 1451 6 ----JENDL-HE MATERIAL 8043 REVISION 1 8043 1451 7 -----INCIDENT NEUTRON DATA 8043 1451 8 ------ENDF-6 FORMAT 8043 1451 9 8043 1451 10 HISTORY 8043 1451 11 98-06 Evaluation up to 150 MeV was performed for LA150. 8043 1451 12 04-03 Evaluation uo tp 3 GeV was performed for JENDL/HE by 8043 1451 13 T. Fukahori (JAERI). 8043 1451 14 04-03 Compiled by K. Kosako (SAEI) and T. Fukahori (JAERI) 8043 1451 15 merging with JENDL-3.3 and LA150. 8043 1451 16 04-03 Reviewed by H. Nakashima (JAERI). 8043 1451 17 8043 1451 18 8043 1451 19 ************************************************** 8043 1451 20 * * 8043 1451 21 * JENDL-HE HIGH ENERGY FILE * 8043 1451 22 * * 8043 1451 23 ************************************************** 8043 1451 24 8043 1451 25 NEUTRON EVALUATION UP TO 3 GEV 8043 1451 26 T. Fukahori (JAERI) 8043 1451 27 8043 1451 28 In (II), the high energy nuclear reaction code JAM [1] plus 8043 1451 29 statistical decay model (GEM) [2] was employed. Also, the TOTELA 8043 1451 30 code was employed as a tool for evaluation of total, elastic, and 8043 1451 31 proton reaction cross-sections. 8043 1451 32 Gamma-ray energy spectra were calculated with ALICE-F code [3] 8043 1451 33 and angular distributions were assumed to be isotropic. 8043 1451 34 8043 1451 35 [1] Y. Nara, et al., Phys. Rev. C61, 024901 (1999). 8043 1451 36 [2] S. Furihata, Nucl. Instr. and Meth. B171, p251 (2000). 8043 1451 37 [3] T. Fukahori, JAERI-M 92-039, p114 (1992). 8043 1451 38 8043 1451 39 __________________________________________________________________8043 1451 40 8043 1451 41 EVALUATION OF n + 202HG CROSS SECTIONS FOR THE ENERGY 8043 1451 42 RANGE 1.0E-11 to 150 MeV 8043 1451 43 8043 1451 44 M. B. Chadwick, S. Chiba, and P. G. Young 8043 1451 45 JAERI and LANL laboratories 8043 1451 46 1 June 1998 8043 1451 47 8043 1451 48 This evaluation provides a complete representation of the 8043 1451 49 nuclear data needed for transport, damage, heating, 8043 1451 50 radioactivity, and shielding applications over the incident 8043 1451 51 neutron energy range from 1.0E-11 to 150 MeV. The discussion 8043 1451 52 here is divided into the region below and above 20 MeV. 8043 1451 53 8043 1451 54 INCIDENT NEUTRON ENERGIES < 20 MeV 8043 1451 55 8043 1451 56 Below 20 MeV the evaluation is based completely on the 8043 1451 57 HG-202 evaluation for JENDL-3.3 by K. Shibata, T. Fukahori, 8043 1451 58 S. Chiba and N. Yamamuro, documented in (Sh97). 8043 1451 59 8043 1451 60 INCIDENT NEUTRON ENERGIES > 20 MeV 8043 1451 61 8043 1451 62 The ENDF/B-VI Release 2 evaluation extends to 20 MeV and 8043 1451 63 includes cross sections and energy-angle data for all 8043 1451 64 significant reactions. The present evaluation utilizes a more 8043 1451 65 compact composite reaction spectrum representation above 20 MeV 8043 1451 66 in order to reduce the length of the file. No essential data for 8043 1451 67 applications is lost with this representation. 8043 1451 68 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 8043 1451 69 all reaction data. Production cross sections and emission 8043 1451 70 spectra are given for neutrons, protons, deuterons, tritons, 8043 1451 71 alpha particles, gamma rays, and all residual nuclides produced 8043 1451 72 (A>5) in the reaction chains. To summarize, the ENDF sections 8043 1451 73 with non-zero data above En = 20 MeV are: 8043 1451 74 8043 1451 75 MF=3 MT= 1 Total Cross Section 8043 1451 76 MT= 2 Elastic Scattering Cross Section 8043 1451 77 MT= 3 Nonelastic Cross Section 8043 1451 78 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 8043 1451 79 8043 1451 80 MF=4 MT= 2 Elastic Angular Distributions 8043 1451 81 8043 1451 82 MF=6 MT= 5 Production Cross Sections and Energy-Angle 8043 1451 83 Distributions for Emission Neutrons, Protons, 8043 1451 84 Deuterons, Tritons, and Alphas; and Angle- 8043 1451 85 Integrated Spectra for Gamma Rays and Residual 8043 1451 86 8043 1451 87 Nuclei That Are Stable Against Particle Emission 8043 1451 88 8043 1451 89 The evaluation is based on nuclear model calculations that 8043 1451 90 have been benchmarked to experimental data, especially for n,p + 8043 1451 91 Hg reactions. We use the GNASH code system 8043 1451 92 (Yo92), which utilizes Hauser-Feshbach statistical, preequilib- 8043 1451 93 rium and direct-reaction theories. Spherical optical model 8043 1451 94 calculations are used to obtain particle transmission 8043 1451 95 coefficients for the Hauser-Feshbach calculations, as well as 8043 1451 96 for the elastic neutron angular distributions. 8043 1451 97 Cross sections and spectra for producing individual residual 8043 1451 98 nuclei are included for reactions. The energy-angle-correlations 8043 1451 99 for all outgoing particles are based on Kalbach systematics 8043 1451 100 (Ka88). 8043 1451 101 A model was developed to calculate the energy distributions of 8043 1451 102 all recoil nuclei in the GNASH calculations (Ch96). The recoil 8043 1451 103 energy distributions are represented in the laboratory system in 8043 1451 104 MT=5, MF=6, and are given as isotropic in the lab system. All 8043 1451 105 other data in MT=5,MF=6 are given in the center-of-mass system. 8043 1451 106 This method of representation utilizes the LCT=3 option approved 8043 1451 107 at the November, 1996, CSEWG meeting. 8043 1451 108 Preequilibrium corrections were performed in the course of the 8043 1451 109 GNASH calculations using the exciton model of Kalbach (Ka77, 8043 1451 110 Ka85), validated by comparison with calculations using Feshbach, 8043 1451 111 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 8043 1451 112 nuclear data sheets were matched to continuum level densities 8043 1451 113 using the formulation of Ignatyuk et al. (Ig75) and pairing and 8043 1451 114 shell parameters from the Cook (Co67) analysis. Neutron and 8043 1451 115 charged- particle transmission coefficients were obtained from 8043 1451 116 the optical potentials, as discussed below. Gamma-ray 8043 1451 117 transmission coefficients were calculated using the Kopecky-Uhl 8043 1451 118 model (Ko90). 8043 1451 119 8043 1451 120 SPECIFIC INFORMATION CONCERNING THE HG-202 EVALUATION 8043 1451 121 8043 1451 122 Because of the very limited amount of experimental data for 8043 1451 123 nucleon reactions on mercury, the evaluated data depended heavily 8043 1451 124 on nuclear model calculations with GNASH. An optical model 8043 1451 125 originally developed by S. Chiba for neutron scattering on lead 8043 1451 126 was adapted for use on mercury. This potential was used for the 8043 1451 127 total, nonelastic, and elastic scattering distributions. For 8043 1451 128 protons, the medium energy Madland potential (Ma88) was used 8043 1451 129 above 20 MeV, and the Becchetti-Greenlees potential (Be69) at 8043 1451 130 lower energies. Other potentials used were: Lohr (Lo74) for 8043 1451 131 deuterons, Becchetti (Be71) for tritons and helium3, and 8043 1451 132 McFadden-Satchler (Ma66) for alpha-particles. 8043 1451 133 8043 1451 134 Deformation lengths for inelastic scattering were obtained from 8043 1451 135 the <20 MeV analyses performed for the JENDL evaluation: 8043 1451 136 K. Shibata, T. Fukahori, S. Chiba and N. Yamamuro: " 8043 1451 137 Evaluation of Neutron Nuclear Data for Mercury", 8043 1451 138 J. Nucl. Sci. Technol., 34, p.1171-1177 (1997). 8043 1451 139 Jpi energy beta 8043 1451 140 2+ 0.4395 0.088 8043 1451 141 2+ 0.9597 0.012 8043 1451 142 4+ 1.1197 0.038 8043 1451 143 4+ 1.3116 0.040 8043 1451 144 0+ 1.6432 0.009 8043 1451 145 5- 1.9654 0.033 8043 1451 146 3- 2.357 0.031 8043 1451 147 3- 2.709 0.090 8043 1451 148 5- 3.059 0.021 8043 1451 149 3- 3.166 0.024 8043 1451 150 8043 1451 151 8043 1451 152 8043 1451 153 8043 1451 154 **************************************************************** 8043 1451 155 8043 1451 156 REFERENCES 8043 1451 157 8043 1451 158 8043 1451 159 [Be69]. F.D. Becchetti, Jr., and G.W. Greenlees, Phys. Rev. 182, 8043 1451 160 1190 (1969). 8043 1451 161 8043 1451 162 [Be71]. F.D. Becchetti, Jr., and G.W. Greenlees in "Polarization 8043 1451 163 Phenomena in Nuclear Reactions," (Ed: H.H. Barschall and W. 8043 1451 164 Haeberli, The University of Wisconsin Press, 1971) p.682. 8043 1451 165 8043 1451 166 [Ch93]. M. B. Chadwick and P. G. Young, "Feshbach-Kerman-Koonin 8043 1451 167 Analysis of 93Nb Reactions: P --> Q Transitions and Reduced 8043 1451 168 Importance of Multistep Compound Emission," Phys. Rev. C 47, 2255 8043 1451 169 (1993). 8043 1451 170 8043 1451 171 [Ch96]. M. B. Chadwick, P. G. Young, R. E. MacFarlane, and A. J. 8043 1451 172 Koning, "High-Energy Nuclear Data Libraries for Accelerator-Driven8043 1451 173 Technologies: Calculational Method for Heavy Recoils, "Proc. of 8043 1451 174 2nd Int. Conf. on Accelerator Driven Transmutation Technology and 8043 1451 175 Applications, Kalmar, Sweden, 3-7 June 1996. 8043 1451 176 8043 1451 177 [Co67]. J. L. Cook, H. Ferguson, and A. R. Musgrove, "Nuclear 8043 1451 178 Level Densities in Intermediate and Heavy Nuclei," Aust.J.Phys. 8043 1451 179 20, 477 (1967). 8043 1451 180 8043 1451 181 [Ig75]. A. V. Ignatyuk, G. N. Smirenkin, and A. S. Tishin, 8043 1451 182 "Phenomenological Description of the Energy Dependence of the 8043 1451 183 Level Density Parameter," Sov. J. Nucl. Phys. 21, 255 (1975). 8043 1451 184 8043 1451 185 [Ka77]. C. Kalbach, "The Griffin Model, Complex Particles and 8043 1451 186 Direct Nuclear Reactions," Z.Phys.A 283, 401 (1977). 8043 1451 187 8043 1451 188 [Ka85]. C. Kalbach, "PRECO-D2: Program for Calculating 8043 1451 189 Preequilibrium and Direct Reaction Double Differential Cross 8043 1451 190 Sections," Los Alamos National Laboratory report LA-10248-MS 8043 1451 191 (1985). 8043 1451 192 8043 1451 193 [Ka88]. C. Kalbach, "Systematics of Continuum Angular 8043 1451 194 Distributions: Extensions to Higher Energies," Phys.Rev.C 37, 23508043 1451 195 (1988); see also C. Kalbach and F. M. Mann, "Phenomenology of 8043 1451 196 Continuum Angular Distributions. I. Systematics and 8043 1451 197 Parameterization," Phys.Rev.C 23, 112 (1981). 8043 1451 198 8043 1451 199 [Ko90]. J. Kopecky and M. Uhl, "Test of Gamma-Ray Strength 8043 1451 200 Functions in Nuclear Reaction Model Calculations," Phys.Rev.C 42, 8043 1451 201 1941 (1990). 8043 1451 202 8043 1451 203 [Lo74] J.M. Lohr and W. Haeberli, Nucl. Phys. A232, 381 (1974) 8043 1451 204 8043 1451 205 [Ma66] McFadden and Satchler, Nuc. Phys. 84, 177 (1966) 28043 1451 206 8043 1451 207 [Ma88]. D.G. Madland, "Recent Results in the Development of a 8043 1451 208 Global Medium-Energy Nucleon-Nucleus Optical-Model Potential, 8043 1451 209 "Proc. OECD/NEANDC Specialist's Mtg. on Preequilibrium Nuclear 8043 1451 210 Reactions, Semmering, Austria, 10-12 Feb. 1988, NEANDC-245 'U' 8043 1451 211 (1988). 8043 1451 212 8043 1451 213 [Ra94] J. Raynal, Notes on ECIS94, CEA Saclay Report CEA-N-2772 8043 1451 214 (1994) 8043 1451 215 8043 1451 216 [Sh97] K. Shibata, T. Fukahori, S. Chiba and N. Yamamuro: 8043 1451 217 "Evaluation of Neutron Nuclear Data for Mercury", 8043 1451 218 J. Nucl. Sci. Technol., 34, p.1171-1177 (1997). 8043 1451 219 8043 1451 220 [Yo92]. P. G. Young, E. D. Arthur, and M. B. Chadwick, 8043 1451 221 "Comprehensive Nuclear Model Calculations: Introduction to the 8043 1451 222 Theory and Use of the GNASH Code," LA-12343-MS (1992). 8043 1451 223 8043 1451 224 **************************************************************** 8043 1451 225 **************************************************************** 8043 1451 226 8043 1451 227 8043 1451 228 1 451 368 18043 1451 229 1 452 8 18043 1451 230 2 151 8 18043 1451 231 3 1 85 18043 1451 232 3 2 85 18043 1451 233 3 4 26 18043 1451 234 3 5 53 18043 1451 235 3 16 7 18043 1451 236 3 17 5 18043 1451 237 3 18 8 18043 1451 238 3 22 7 18043 1451 239 3 28 6 18043 1451 240 3 51 13 18043 1451 241 3 52 13 18043 1451 242 3 53 11 18043 1451 243 3 54 9 18043 1451 244 3 55 11 18043 1451 245 3 56 9 18043 1451 246 3 57 9 18043 1451 247 3 58 9 18043 1451 248 3 59 9 18043 1451 249 3 60 9 18043 1451 250 3 61 9 18043 1451 251 3 62 9 18043 1451 252 3 63 9 18043 1451 253 3 64 11 18043 1451 254 3 65 9 18043 1451 255 3 66 9 18043 1451 256 3 67 9 18043 1451 257 3 68 9 18043 1451 258 3 69 9 18043 1451 259 3 91 9 18043 1451 260 3 102 12 18043 1451 261 3 103 8 18043 1451 262 3 104 7 18043 1451 263 3 107 10 18043 1451 264 3 208 8 18043 1451 265 3 209 8 18043 1451 266 3 210 8 18043 1451 267 3 251 12 18043 1451 268 4 2 5043 18043 1451 269 4 16 2 18043 1451 270 4 17 2 18043 1451 271 4 22 2 18043 1451 272 4 28 2 18043 1451 273 4 51 111 18043 1451 274 4 52 101 18043 1451 275 4 53 93 18043 1451 276 4 54 31 18043 1451 277 4 55 88 18043 1451 278 4 56 31 18043 1451 279 4 57 31 18043 1451 280 4 58 31 18043 1451 281 4 59 32 18043 1451 282 4 60 32 18043 1451 283 4 61 32 18043 1451 284 4 62 32 18043 1451 285 4 63 31 18043 1451 286 4 64 86 18043 1451 287 4 65 31 18043 1451 288 4 66 31 18043 1451 289 4 67 31 18043 1451 290 4 68 31 18043 1451 291 4 69 31 18043 1451 292 4 91 31 18043 1451 293 5 16 60 18043 1451 294 5 17 31 18043 1451 295 5 22 63 18043 1451 296 5 28 50 18043 1451 297 5 91 95 18043 1451 298 6 5 131585 18043 1451 299 6 18 24279 18043 1451 300 6 208 2994 18043 1451 301 6 209 2994 18043 1451 302 6 210 2994 18043 1451 303 12 16 7 18043 1451 304 12 17 6 18043 1451 305 12 22 7 18043 1451 306 12 28 7 18043 1451 307 12 51 3 18043 1451 308 12 52 3 18043 1451 309 12 53 3 18043 1451 310 12 54 4 18043 1451 311 12 55 4 18043 1451 312 12 56 3 18043 1451 313 12 57 4 18043 1451 314 12 58 3 18043 1451 315 12 59 3 18043 1451 316 12 60 3 18043 1451 317 12 61 5 18043 1451 318 12 62 3 18043 1451 319 12 63 5 18043 1451 320 12 64 3 18043 1451 321 12 65 4 18043 1451 322 12 66 3 18043 1451 323 12 67 4 18043 1451 324 12 68 3 18043 1451 325 12 69 4 18043 1451 326 12 91 9 18043 1451 327 12 102 13 18043 1451 328 12 103 8 18043 1451 329 12 104 7 18043 1451 330 12 107 9 18043 1451 331 14 16 1 18043 1451 332 14 17 1 18043 1451 333 14 22 1 18043 1451 334 14 28 1 18043 1451 335 14 51 1 18043 1451 336 14 52 1 18043 1451 337 14 53 1 18043 1451 338 14 54 1 18043 1451 339 14 55 1 18043 1451 340 14 56 1 18043 1451 341 14 57 1 18043 1451 342 14 58 1 18043 1451 343 14 59 1 18043 1451 344 14 60 1 18043 1451 345 14 61 1 18043 1451 346 14 62 1 18043 1451 347 14 63 1 18043 1451 348 14 64 1 18043 1451 349 14 65 1 18043 1451 350 14 66 1 18043 1451 351 14 67 1 18043 1451 352 14 68 1 18043 1451 353 14 69 1 18043 1451 354 14 91 1 18043 1451 355 14 102 1 18043 1451 356 14 103 1 18043 1451 357 14 104 1 18043 1451 358 14 107 1 18043 1451 359 15 16 60 18043 1451 360 15 17 31 18043 1451 361 15 22 63 18043 1451 362 15 28 58 18043 1451 363 15 91 121 18043 1451 364 15 102 243 18043 1451 365 15 103 83 18043 1451 366 15 104 58 18043 1451 367 15 107 112 18043 1451 368 8043 1 099999 8.020200+4 2.002360+2 0 2 0 08043 1452 1 0.000000+0 0.000000+0 0 0 1 138043 1452 2 13 2 0 0 0 08043 1452 3 1.000000-5 0.000000+0 1.500000+8 0.000000+0 1.500000+8 2.356944-28043 1452 4 2.500000+8 8.335461-2 3.500000+8 1.615186-1 5.000000+8 3.641756-18043 1452 5 6.000000+8 5.357433-1 7.000000+8 7.101724-1 8.000000+8 8.751552-18043 1452 6 1.000000+9 1.101434+0 1.500000+9 1.318042+0 2.000000+9 1.351784+08043 1452 7 3.000000+9 1.327159+0 8043 1452 8 8043 1 099999 8043 0 0 0 8.020200+4 2.002360+2 0 0 1 08043 2151 1 8.020200+4 1.000000+0 0 0 1 08043 2151 2 1.000000-5 4.515500+3 1 2 0 08043 2151 3 0.000000+0 9.500000-1 0 0 1 08043 2151 4 2.002300+2 0.000000+0 0 0 18 38043 2151 5 -3.000000+2 5.000000-1 4.140000+0 3.640000+0 5.000000-1 0.000000+08043 2151 6 1.710000+3 5.000000-1 6.000000+0 5.500000+0 5.000000-1 0.000000+08043 2151 7 4.105000+3 5.000000-1 1.850000+1 1.800000+1 5.000000-1 0.000000+08043 2151 8 8043 2 099999 8043 0 0 0 8.020200+4 2.002360+2 0 0 0 08043 3 1 1 0.000000+0 0.000000+0 0 0 3 2448043 3 1 2 4 2 97 5 244 28043 3 1 3 1.000000-5 0.000000+0 2.530000-2 0.000000+0 4.515500+3 0.000000+08043 3 1 4 4.515500+3 2.122870+1 5.886620+3 1.990060+1 7.257750+3 1.891090+18043 3 1 5 8.628870+3 1.813020+1 1.000000+4 1.749040+1 1.281250+4 1.676290+18043 3 1 6 1.562500+4 1.620230+1 2.125000+4 1.537050+1 2.687500+4 1.476400+18043 3 1 7 3.250000+4 1.429080+1 4.375000+4 1.358090+1 5.500000+4 1.305850+18043 3 1 8 7.750000+4 1.231300+1 1.000000+5 1.178660+1 1.800000+5 9.867040+08043 3 1 9 2.600000+5 8.828540+0 4.200000+5 7.636610+0 4.417900+5 7.468200+08043 3 1 10 4.417950+5 7.468160+0 4.516820+5 7.395640+0 4.615700+5 7.325370+08043 3 1 11 4.650000+5 7.301500+0 4.813460+5 7.191130+0 5.100000+5 7.010110+08043 3 1 12 5.208970+5 6.945080+0 5.550000+5 6.753590+0 5.604480+5 6.724570+08043 3 1 13 6.000000+5 6.525400+0 7.000000+5 6.122890+0 8.000000+5 5.794340+08043 3 1 14 9.644900+5 5.490180+0 9.644930+5 5.490180+0 1.000000+6 5.433240+08043 3 1 15 1.062500+6 5.407050+0 1.094050+6 5.394450+0 1.125000+6 5.382470+08043 3 1 16 1.125290+6 5.382360+0 1.125300+6 5.382360+0 1.156470+6 5.370650+08043 3 1 17 1.187650+6 5.359270+0 1.188100+6 5.359110+0 1.219050+6 5.348140+08043 3 1 18 1.250000+6 5.337460+0 1.318150+6 5.382990+0 1.318200+6 5.383020+08043 3 1 19 1.354630+6 5.406560+0 1.363650+6 5.412300+0 1.375000+6 5.419490+08043 3 1 20 1.396740+6 5.433110+0 1.409100+6 5.440770+0 1.464280+6 5.474320+08043 3 1 21 1.500000+6 5.495470+0 1.516340+6 5.518530+0 1.531610+6 5.539950+08043 3 1 22 1.569900+6 5.593080+0 1.572510+6 5.596670+0 1.583470+6 5.611720+08043 3 1 23 1.651400+6 5.703580+0 1.651410+6 5.703590+0 1.686580+6 5.750240+08043 3 1 24 1.694980+6 5.761300+0 1.733410+6 5.811440+0 1.738550+6 5.818100+08043 3 1 25 1.750000+6 5.832880+0 1.754620+6 5.838830+0 1.797430+6 5.893490+08043 3 1 26 1.802960+6 5.900490+0 1.803260+6 5.900870+0 1.825700+6 5.929150+08043 3 1 27 2.000000+6 6.141860+0 2.250000+6 6.471030+0 2.500000+6 6.780400+08043 3 1 28 2.727080+6 6.980110+0 3.000000+6 7.205970+0 3.500000+6 7.332020+08043 3 1 29 4.000000+6 7.442990+0 4.500000+6 7.280160+0 5.000000+6 7.137530+08043 3 1 30 5.500000+6 6.813240+0 6.000000+6 6.530060+0 6.281830+6 6.336580+08043 3 1 31 7.000000+6 5.902690+0 7.038120+6 5.881730+0 7.416270+6 5.683450+08043 3 1 32 7.794420+6 5.501230+0 8.000000+6 5.408180+0 8.517550+6 5.293020+08043 3 1 33 1.000000+7 5.009300+0 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1844 -9.510565-1 1.296688-5-9.396926-1 1.682957-5-9.271839-1 2.185745-58043 4 2 1845 -9.135455-1 2.577298-5-8.987940-1 2.604844-5-8.829476-1 2.226513-58043 4 2 1846 -8.660254-1 1.698558-5-8.480481-1 1.428833-5-8.290376-1 1.710403-58043 4 2 1847 -8.090170-1 2.538984-5-7.880108-1 3.632057-5-7.660444-1 4.605681-58043 4 2 1848 -7.431448-1 5.168620-5-7.193398-1 5.227969-5-6.946584-1 4.906433-58043 4 2 1849 -6.691306-1 4.517785-5-6.427876-1 4.514780-5-6.156615-1 5.362944-58043 4 2 1850 -5.877853-1 7.305684-5-5.591929-1 1.011337-4-5.299193-1 1.302597-48043 4 2 1851 -5.000000-1 1.506713-4-4.694716-1 1.567464-4-4.383711-1 1.527222-48043 4 2 1852 -4.067366-1 1.529851-4-3.746066-1 1.748792-4-3.420201-1 2.274218-48043 4 2 1853 -3.090170-1 3.034811-4-2.756374-1 3.820622-4-2.419219-1 4.405597-48043 4 2 1854 -2.079117-1 4.705097-4-1.736482-1 4.867117-4-1.391731-1 5.227468-48043 4 2 1855 -1.045285-1 6.133479-4-6.975647-2 7.722129-4-3.489950-2 9.795587-48043 4 2 1856 0.000000+0 1.192063-3 3.489950-2 1.373566-3 6.975647-2 1.526070-38043 4 2 1857 1.045285-1 1.694977-3 1.391731-1 1.942690-3 1.736482-1 2.313283-38043 4 2 1858 2.079117-1 2.819452-3 2.419219-1 3.455012-3 2.756374-1 4.207016-38043 4 2 1859 3.090170-1 5.040657-3 3.420201-1 5.885315-3 3.746066-1 6.676635-38043 4 2 1860 4.067366-1 7.487738-3 4.383711-1 8.670210-3 4.694716-1 1.078173-28043 4 2 1861 5.000000-1 1.414384-2 5.299193-1 1.824768-2 5.591929-1 2.171797-28043 4 2 1862 5.877853-1 2.346163-2 6.156615-1 2.453792-2 6.427876-1 2.886063-28043 4 2 1863 6.691306-1 4.075797-2 6.946584-1 5.994998-2 7.193398-1 7.857605-28043 4 2 1864 7.431448-1 8.620126-2 7.660444-1 8.297839-2 7.880108-1 8.989492-28043 4 2 1865 8.090170-1 1.391921-1 8.290376-1 2.410120-1 8.480481-1 3.525630-18043 4 2 1866 8.660254-1 3.965113-1 8.829476-1 3.485814-1 8.987940-1 3.341072-18043 4 2 1867 9.135455-1 6.045583-1 9.271839-1 1.311412+0 9.396926-1 2.203350+08043 4 2 1868 9.510565-1 2.604844+0 9.612617-1 2.014385+0 9.702957-1 1.203382+08043 4 2 1869 9.781476-1 3.014027+0 9.848078-1 1.177639+1 9.902681-1 3.093409+18043 4 2 1870 9.945219-1 5.994247+1 9.975641-1 9.260695+1 9.993908-1 1.187305+28043 4 2 1871 1.000000+0 1.287447+2 8043 4 2 1872 0.000000+0 7.400000+7 0 0 1 918043 4 2 1873 91 4 0 0 0 08043 4 2 1874 -1.000000+0 6.542829-5-9.993908-1 5.970641-5-9.975641-1 4.521812-58043 4 2 1875 -9.945219-1 2.830972-5-9.902681-1 1.508944-5-9.848078-1 8.087813-68043 4 2 1876 -9.781476-1 5.964397-6-9.702957-1 5.965645-6-9.612617-1 6.607266-68043 4 2 1877 -9.510565-1 8.359047-6-9.396926-1 1.221401-5-9.271839-1 1.776082-58043 4 2 1878 -9.135455-1 2.268998-5-8.987940-1 2.432238-5-8.829476-1 2.177663-58043 4 2 1879 -8.660254-1 1.684747-5-8.480481-1 1.295479-5-8.290376-1 1.307842-58043 4 2 1880 -8.090170-1 1.813520-5-7.880108-1 2.674875-5-7.660444-1 3.623194-58043 4 2 1881 -7.431448-1 4.381200-5-7.193398-1 4.749589-5-6.946584-1 4.673663-58043 4 2 1882 -6.691306-1 4.304276-5-6.427876-1 4.018556-5-6.156615-1 4.331249-58043 4 2 1883 -5.877853-1 5.661694-5-5.591929-1 8.026873-5-5.299193-1 1.087408-48043 4 2 1884 -5.000000-1 1.326124-4-4.694716-1 1.439412-4-4.383711-1 1.425551-48043 4 2 1885 -4.067366-1 1.388188-4-3.746066-1 1.494683-4-3.420201-1 1.875509-48043 4 2 1886 -3.090170-1 2.527020-4-2.756374-1 3.290271-4-2.419219-1 3.937386-48043 4 2 1887 -2.079117-1 4.319261-4-1.736482-1 4.492341-4-1.391731-1 4.727111-48043 4 2 1888 -1.045285-1 5.382468-4-6.975647-2 6.687437-4-3.489950-2 8.566843-48043 4 2 1889 0.000000+0 1.064980-3 3.489950-2 1.251797-3 6.975647-2 1.404522-38043 4 2 1890 1.045285-1 1.555948-3 1.391731-1 1.766716-3 1.736482-1 2.089250-38043 4 2 1891 2.079117-1 2.545752-3 2.419219-1 3.134174-3 2.756374-1 3.843228-38043 4 2 1892 3.090170-1 4.643943-3 3.420201-1 5.471630-3 3.746066-1 6.251615-38043 4 2 1893 4.067366-1 7.016115-3 4.383711-1 8.056094-3 4.694716-1 9.910274-38043 4 2 1894 5.000000-1 1.299200-2 5.299193-1 1.697659-2 5.591929-1 2.059829-28043 4 2 1895 5.877853-1 2.258633-2 6.156615-1 2.353415-2 6.427876-1 2.697103-28043 4 2 1896 6.691306-1 3.745324-2 6.946584-1 5.568285-2 7.193398-1 7.477911-28043 4 2 1897 7.431448-1 8.398008-2 7.660444-1 8.129272-2 7.880108-1 8.524384-28043 4 2 1898 8.090170-1 1.282816-1 8.290376-1 2.248818-1 8.480481-1 3.376936-18043 4 2 1899 8.660254-1 3.893429-1 8.829476-1 3.462352-1 8.987940-1 3.213596-18043 4 2 1900 9.135455-1 5.649456-1 9.271839-1 1.247750+0 9.396926-1 2.146044+08043 4 2 1901 9.510565-1 2.589709+0 9.612617-1 2.039548+0 9.702957-1 1.209563+08043 4 2 1902 9.781476-1 2.931123+0 9.848078-1 1.162384+1 9.902681-1 3.089218+18043 4 2 1903 9.945219-1 6.029833+1 9.975641-1 9.358066+1 9.993908-1 1.202795+28043 4 2 1904 1.000000+0 1.305294+2 8043 4 2 1905 0.000000+0 7.500000+7 0 0 1 918043 4 2 1906 91 4 0 0 0 08043 4 2 1907 -1.000000+0 5.203768-5-9.993908-1 4.755644-5-9.975641-1 3.628606-58043 4 2 1908 -9.945219-1 2.326156-5-9.902681-1 1.314961-5-9.848078-1 7.700849-68043 4 2 1909 -9.781476-1 5.687034-6-9.702957-1 4.947056-6-9.612617-1 4.563734-68043 4 2 1910 -9.510565-1 5.339352-6-9.396926-1 8.429362-6-9.271839-1 1.361419-58043 4 2 1911 -9.135455-1 1.887104-5-8.987940-1 2.163331-5-8.829476-1 2.062989-58043 4 2 1912 -8.660254-1 1.680265-5-8.480481-1 1.269900-5-8.290376-1 1.097006-58043 4 2 1913 -8.090170-1 1.310301-5-7.880108-1 1.901435-5-7.660444-1 2.731361-58043 4 2 1914 -7.431448-1 3.578260-5-7.193398-1 4.192624-5-6.946584-1 4.384285-58043 4 2 1915 -6.691306-1 4.144272-5-6.427876-1 3.735029-5-6.156615-1 3.656022-58043 4 2 1916 -5.877853-1 4.426655-5-5.591929-1 6.268498-5-5.299193-1 8.865522-58043 4 2 1917 -5.000000-1 1.141046-4-4.694716-1 1.300954-4-4.383711-1 1.328993-48043 4 2 1918 -4.067366-1 1.284131-4-3.746066-1 1.310076-4-3.420201-1 1.558489-48043 4 2 1919 -3.090170-1 2.085620-4-2.756374-1 2.794418-4-2.419219-1 3.475576-48043 4 2 1920 -2.079117-1 3.938404-4-1.736482-1 4.153743-4-1.391731-1 4.316493-48043 4 2 1921 -1.045285-1 4.767608-4-6.975647-2 5.801183-4-3.489950-2 7.456848-48043 4 2 1922 0.000000+0 9.451472-4 3.489950-2 1.135164-3 6.975647-2 1.290960-38043 4 2 1923 1.045285-1 1.431304-3 1.391731-1 1.611575-3 1.736482-1 1.889796-38043 4 2 1924 2.079117-1 2.297594-3 2.419219-1 2.838781-3 2.756374-1 3.504487-38043 4 2 1925 3.090170-1 4.270385-3 3.420201-1 5.078652-3 3.746066-1 5.849535-38043 4 2 1926 4.067366-1 6.580290-3 4.383711-1 7.502957-3 4.694716-1 9.124726-38043 4 2 1927 5.000000-1 1.192562-2 5.299193-1 1.575412-2 5.591929-1 1.948167-28043 4 2 1928 5.877853-1 2.172029-2 6.156615-1 2.263399-2 6.427876-1 2.532223-28043 4 2 1929 6.691306-1 3.445668-2 6.946584-1 5.162395-2 7.193398-1 7.098200-28043 4 2 1930 7.431448-1 8.167665-2 7.660444-1 7.977998-2 7.880108-1 8.128037-28043 4 2 1931 8.090170-1 1.183989-1 8.290376-1 2.095390-1 8.480481-1 3.229083-18043 4 2 1932 8.660254-1 3.818273-1 8.829476-1 3.441929-1 8.987940-1 3.102721-18043 4 2 1933 9.135455-1 5.279037-1 9.271839-1 1.185833+0 9.396926-1 2.088336+08043 4 2 1934 9.510565-1 2.572599+0 9.612617-1 2.063089+0 9.702957-1 1.215517+08043 4 2 1935 9.781476-1 2.847505+0 9.848078-1 1.146653+1 9.902681-1 3.084028+18043 4 2 1936 9.945219-1 6.064375+1 9.975641-1 9.454712+1 9.993908-1 1.218333+28043 4 2 1937 1.000000+0 1.323211+2 8043 4 2 1938 0.000000+0 7.600000+7 0 0 1 918043 4 2 1939 91 4 0 0 0 08043 4 2 1940 -1.000000+0 3.948274-5-9.993908-1 3.612325-5-9.975641-1 2.774194-58043 4 2 1941 -9.945219-1 1.824453-5-9.902681-1 1.111967-5-9.848078-1 7.463546-68043 4 2 1942 -9.781476-1 6.037131-6-9.702957-1 5.041228-6-9.612617-1 3.915923-68043 4 2 1943 -9.510565-1 3.660602-6-9.396926-1 5.593678-6-9.271839-1 9.817430-68043 4 2 1944 -9.135455-1 1.477281-5-8.987940-1 1.820944-5-8.829476-1 1.868101-58043 4 2 1945 -8.660254-1 1.638735-5-8.480481-1 1.290543-5-8.290376-1 1.026437-58043 4 2 1946 -8.090170-1 1.011779-5-7.880108-1 1.332723-5-7.660444-1 1.975132-58043 4 2 1947 -7.431448-1 2.805300-5-7.193398-1 3.577485-5-6.946584-1 4.015464-58043 4 2 1948 -6.691306-1 3.970670-5-6.427876-1 3.572011-5-6.156615-1 3.247011-58043 4 2 1949 -5.877853-1 3.550610-5-5.591929-1 4.854341-5-5.299193-1 7.070361-58043 4 2 1950 -5.000000-1 9.587243-5-4.694716-1 1.153202-4-4.383711-1 1.228628-48043 4 2 1951 -4.067366-1 1.201056-4-3.746066-1 1.179057-4-3.420201-1 1.316100-48043 4 2 1952 -3.090170-1 1.714685-4-2.756374-1 2.342088-4-2.419219-1 3.027026-48043 4 2 1953 -2.079117-1 3.558324-4-1.736482-1 3.835793-4-1.391731-1 3.971666-48043 4 2 1954 -1.045285-1 4.267799-4-6.975647-2 5.053671-4-3.489950-2 6.469386-48043 4 2 1955 0.000000+0 8.333530-4 3.489950-2 1.023475-3 6.975647-2 1.183636-38043 4 2 1956 1.045285-1 1.318439-3 1.391731-1 1.474668-3 1.736482-1 1.712918-38043 4 2 1957 2.079117-1 2.073677-3 2.419219-1 2.567896-3 2.756374-1 3.189526-38043 4 2 1958 3.090170-1 3.919158-3 3.420201-1 4.705777-3 3.746066-1 5.468008-38043 4 2 1959 4.067366-1 6.174995-3 4.383711-1 7.003172-3 4.694716-1 8.417393-38043 4 2 1960 5.000000-1 1.094348-2 5.299193-1 1.458617-2 5.591929-1 1.837393-28043 4 2 1961 5.877853-1 2.085572-2 6.156615-1 2.181281-2 6.427876-1 2.388798-28043 4 2 1962 6.691306-1 3.175591-2 6.946584-1 4.778193-2 7.193398-1 6.720228-28043 4 2 1963 7.431448-1 7.928649-2 7.660444-1 7.839063-2 7.880108-1 7.791781-28043 4 2 1964 8.090170-1 1.094846-1 8.290376-1 1.949949-1 8.480481-1 3.082520-18043 4 2 1965 8.660254-1 3.740234-1 8.829476-1 3.423198-1 8.987940-1 3.007118-18043 4 2 1966 9.135455-1 4.933725-1 9.271839-1 1.125778+0 9.396926-1 2.030427+08043 4 2 1967 9.510565-1 2.553463+0 9.612617-1 2.085075+0 9.702957-1 1.221337+08043 4 2 1968 9.781476-1 2.763244+0 9.848078-1 1.130457+1 9.902681-1 3.077792+18043 4 2 1969 9.945219-1 6.097851+1 9.975641-1 9.551159+1 9.993908-1 1.233879+28043 4 2 1970 1.000000+0 1.341184+2 8043 4 2 1971 0.000000+0 7.700000+7 0 0 1 918043 4 2 1972 91 4 0 0 0 08043 4 2 1973 -1.000000+0 2.863287-5-9.993908-1 2.619418-5-9.975641-1 2.019539-58043 4 2 1974 -9.945219-1 1.364300-5-9.902681-1 9.102955-6-9.848078-1 7.148273-68043 4 2 1975 -9.781476-1 6.508148-6-9.702957-1 5.606006-6-9.612617-1 4.068960-68043 4 2 1976 -9.510565-1 2.958249-6-9.396926-1 3.683144-6-9.271839-1 6.656557-68043 4 2 1977 -9.135455-1 1.084310-5-8.987940-1 1.445216-5-8.829476-1 1.607672-58043 4 2 1978 -8.660254-1 1.538762-5-8.480481-1 1.307173-5-8.290376-1 1.038345-58043 4 2 1979 -8.090170-1 8.772327-6-7.880108-1 9.625993-6-7.660444-1 1.382944-58043 4 2 1980 -7.431448-1 2.106621-5-7.193398-1 2.937367-5-6.946584-1 3.567300-58043 4 2 1981 -6.691306-1 3.741563-5-6.427876-1 3.452202-5-6.156615-1 3.018160-58043 4 2 1982 -5.877853-1 2.969684-5-5.591929-1 3.772637-5-5.299193-1 5.535406-58043 4 2 1983 -5.000000-1 7.867948-5-4.694716-1 1.000435-4-4.383711-1 1.120083-48043 4 2 1984 -4.067366-1 1.125676-4-3.746066-1 1.085354-4-3.420201-1 1.137658-48043 4 2 1985 -3.090170-1 1.414068-4-2.756374-1 1.941705-4-2.419219-1 2.599779-48043 4 2 1986 -2.079117-1 3.179496-4-1.736482-1 3.526282-4-1.391731-1 3.672206-48043 4 2 1987 -1.045285-1 3.861634-4-6.975647-2 4.433147-4-3.489950-2 5.606006-48043 4 2 1988 0.000000+0 7.304637-4 3.489950-2 9.170323-4 6.975647-2 1.081327-38043 4 2 1989 1.045285-1 1.214821-3 1.391731-1 1.353287-3 1.736482-1 1.556611-38043 4 2 1990 2.079117-1 1.872770-3 2.419219-1 2.320411-3 2.756374-1 2.897841-38043 4 2 1991 3.090170-1 3.589673-3 3.420201-1 4.352106-3 3.746066-1 5.105092-38043 4 2 1992 4.067366-1 5.796179-3 4.383711-1 6.549663-3 4.694716-1 7.782183-38043 4 2 1993 5.000000-1 1.004313-2 5.299193-1 1.347644-2 5.591929-1 1.727891-28043 4 2 1994 5.877853-1 1.998856-2 6.156615-1 2.105179-2 6.427876-1 2.264030-28043 4 2 1995 6.691306-1 2.933141-2 6.946584-1 4.416492-2 7.193398-1 6.346065-28043 4 2 1996 7.431448-1 7.680509-2 7.660444-1 7.707357-2 7.880108-1 7.508483-28043 4 2 1997 8.090170-1 1.014829-1 8.290376-1 1.812412-1 8.480481-1 2.937864-18043 4 2 1998 8.660254-1 3.658782-1 8.829476-1 3.405715-1 8.987940-1 2.925683-18043 4 2 1999 9.135455-1 4.612382-1 9.271839-1 1.067580+0 9.396926-1 1.972357+08043 4 2 2000 9.510565-1 2.532659+0 9.612617-1 2.105701+0 9.702957-1 1.227300+08043 4 2 2001 9.781476-1 2.678831+0 9.848078-1 1.113818+1 9.902681-1 3.070613+18043 4 2 2002 9.945219-1 6.130287+1 9.975641-1 9.646875+1 9.993908-1 1.249450+28043 4 2 2003 1.000000+0 1.359228+2 8043 4 2 2004 0.000000+0 7.800000+7 0 0 1 918043 4 2 2005 91 4 0 0 0 08043 4 2 2006 -1.000000+0 1.989122-5-9.993908-1 1.815970-5-9.975641-1 1.400048-58043 4 2 2007 -9.945219-1 9.727214-6-9.902681-1 7.214040-6-9.848078-1 6.661464-68043 4 2 2008 -9.781476-1 6.791657-6-9.702957-1 6.180942-6-9.612617-1 4.531664-68043 4 2 2009 -9.510565-1 2.857043-6-9.396926-1 2.555909-6-9.271839-1 4.268545-68043 4 2 2010 -9.135455-1 7.440138-6-8.987940-1 1.078839-5-8.829476-1 1.311745-58043 4 2 2011 -8.660254-1 1.381562-5-8.480481-1 1.287893-5-8.290376-1 1.078963-58043 4 2 2012 -8.090170-1 8.538084-6-7.880108-1 7.624744-6-7.660444-1 9.616401-68043 4 2 2013 -7.431448-1 1.516700-5-7.193398-1 2.311598-5-6.946584-1 3.057550-58043 4 2 2014 -6.691306-1 3.438191-5-6.427876-1 3.321415-5-6.156615-1 2.894312-58043 4 2 2015 -5.877853-1 2.615788-5-5.591929-1 2.989969-5-5.299193-1 4.280719-58043 4 2 2016 -5.000000-1 6.313123-5-4.694716-1 8.485907-5-4.383711-1 1.003406-48043 4 2 2017 -4.067366-1 1.049322-4-3.746066-1 1.014512-4-3.420201-1 1.010438-48043 4 2 2018 -3.090170-1 1.179366-4-2.756374-1 1.597922-4-2.419219-1 2.202326-48043 4 2 2019 -2.079117-1 2.805860-4-1.736482-1 3.219298-4-1.391731-1 3.401171-48043 4 2 2020 -1.045285-1 3.528382-4-6.975647-2 3.924179-4-3.489950-2 4.863358-48043 4 2 2021 0.000000+0 6.370766-4 3.489950-2 8.163654-4 6.975647-2 9.834548-48043 4 2 2022 1.045285-1 1.118543-3 1.391731-1 1.245034-3 1.736482-1 1.418707-38043 4 2 2023 2.079117-1 1.693231-3 2.419219-1 2.095413-3 2.756374-1 2.628460-38043 4 2 2024 3.090170-1 3.281413-3 3.420201-1 4.017352-3 3.746066-1 4.759751-38043 4 2 2025 4.067366-1 5.440034-3 4.383711-1 6.136220-3 4.694716-1 7.211803-38043 4 2 2026 5.000000-1 9.221846-3 5.299193-1 1.242872-2 5.591929-1 1.620358-28043 4 2 2027 5.877853-1 1.911677-2 6.156615-1 2.033348-2 6.427876-1 2.155267-28043 4 2 2028 6.691306-1 2.716911-2 6.946584-1 4.077976-2 7.193398-1 5.977950-28043 4 2 2029 7.431448-1 7.423740-2 7.660444-1 7.579028-2 7.880108-1 7.270689-28043 4 2 2030 8.090170-1 9.434031-2 8.290376-1 1.682895-1 8.480481-1 2.795425-18043 4 2 2031 8.660254-1 3.574844-1 8.829476-1 3.388748-1 8.987940-1 2.857291-18043 4 2 2032 9.135455-1 4.315007-1 9.271839-1 1.011307+0 9.396926-1 1.914360+08043 4 2 2033 9.510565-1 2.510441+0 9.612617-1 2.125079+0 9.702957-1 1.233530+08043 4 2 2034 9.781476-1 2.594172+0 9.848078-1 1.096778+1 9.902681-1 3.062519+18043 4 2 2035 9.945219-1 6.161563+1 9.975641-1 9.741873+1 9.993908-1 1.265035+28043 4 2 2036 1.000000+0 1.377339+2 8043 4 2 2037 0.000000+0 7.900000+7 0 0 1 918043 4 2 2038 91 4 0 0 0 08043 4 2 2039 -1.000000+0 1.331103-5-9.993908-1 1.209317-5-9.975641-1 9.259688-68043 4 2 2040 -9.945219-1 6.614276-6-9.902681-1 5.537776-6-9.848078-1 5.997643-68043 4 2 2041 -9.781476-1 6.754397-6-9.702957-1 6.508191-6-9.612617-1 4.975303-68043 4 2 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