Intermediate energy neutron evaluation for 28SI up to 3 GeV 99 0 0 0 1.402800+4 2.773659+1 1 0 0 31425 1451 1 0.000000+0 0.000000+0 0 0 0 61425 1451 2 1.000000+0 3.000000+9 0 0 10 31425 1451 3 0.000000+0 0.000000+0 0 0 357 1061425 1451 4 14-SI- 28 KYUSHU EVAL-NOV 3 Sun Weili and Y.Watanabe 1425 1451 5 JAERI-xx-xx-00 DIST- REV1- 1425 1451 6 ----JENDL-HE Material 1425 REVISION 1 1425 1451 7 -----Incident neutron data 1425 1451 8 ------ENDF-6 Format 1425 1451 9 1425 1451 10 *************************************************** 1425 1451 11 * * 1425 1451 12 * JENDL HIGH ENERGY FILE * 1425 1451 13 * Version 2007 * 1425 1451 14 * * 1425 1451 15 *************************************************** 1425 1451 16 1425 1451 17 1425 1451 18 Evaluation of n + 28Si Cross Sections for the Energy 1425 1451 19 Range 20 to 3000 MeV 1425 1451 20 1425 1451 21 W. Sun, Y. Watanabe, and E.Sh. Sukhovitskii 1425 1451 22 1425 1451 23 HISTORY 1425 1451 24 2003-11 New evaluation above 20 MeV was made. 1425 1451 25 2004-03 Compilation was made by W. Sun (IAPCM) and 1425 1451 26 K. Kosako (SAE). 1425 1451 27 2004-03 Reviewed by S. Chiba (JAERI). 1425 1451 28 2006-03 Revision was partly made by W. Sun (IAPCM) and 1425 1451 29 Y. Watanabe (Kyushu) 1425 1451 30 - QMD calculation and gamma production >= 250MeV 1425 1451 31 2007-06 Re-compilation was made by K. Kosako (Shimizu). 1425 1451 32 1425 1451 33 The cross sections below 20 MeV were taken from JENDL-3.3. 1425 1451 34 The evaluation method above 20 MeV is summarized below. 1425 1451 35 The outline is also reported in ref. [1]. 1425 1451 36 1425 1451 37 ------------------------------------------------------------------1425 1451 38 (1) Total, elastic scattering, and reaction cross sections, and 1425 1451 39 angular distributions of elastic scattering 1425 1451 40 ------------------------------------------------------------------1425 1451 41 1425 1451 42 For energies up to 150 MeV, total cross sections, elastic 1425 1451 43 scattering cross sections, and reaction cross sections were 1425 1451 44 obtained by the optical model calculations. The code OPTMAN [2] 1425 1451 45 was used, which is based on the coupled-channel (CC) method and 1425 1451 46 the soft-rotator model (SRM). The SRM Hamiltonian and the coupling1425 1451 47 scheme was given in Ref.[3], and the optical potentail was newly 1425 1451 48 derived from re-analysis of Si and Mg. Those cross sections for 1425 1451 49 energies above 150 MeV were obtained with the Niita 1425 1451 50 systematics [4]. 1425 1451 51 1425 1451 52 ------------------------------------------------------------------1425 1451 53 (2) Production cross sections and double-differential cross 1425 1451 54 sections of secondary light particles and isotope production 1425 1451 55 cross sections. 1425 1451 56 ------------------------------------------------------------------1425 1451 57 1425 1451 58 For incident energies less than 150 MeV, a major code used was 1425 1451 59 the GNASH code [5] based on the statistical Hauser-Feshbach plus 1425 1451 60 preequilibrium models. Transmission coefficients needed in GNASH 1425 1451 61 calculations were calculated using the optical potential 1425 1451 62 parameters: the above CC-SRM parameters for energies more than 20 1425 1451 63 MeV and those of Koning-Delaroche [6] below 20 MeV for neutron 1425 1451 64 and proton, Daehnick et al.[7] for deuteron, Becchetti-Greenlees 1425 1451 65 [8] for triton and 3He, and Avrigeanu et al.[9] for alpha 1425 1451 66 particle. Default level density parameters were used with the 1425 1451 67 Ignatyuk level density formula [10]. The Kalbach normalization 1425 1451 68 factor in the preequilibrium exciton model was taken as a 1425 1451 69 constant. In the deuteron emission, the component with the 1425 1451 70 exciton number 3 was ignored. The pick-up components for 1425 1451 71 preequilibrium composite particles calculated using 1425 1451 72 a phenomenology [11] were adjusted so as to provide good 1425 1451 73 agreement with experimental DDX data, and the alpha knockout 1425 1451 74 component was ignored. The cross sections for inelastic 1425 1451 75 scattering to low-lying excited states (2+, 4+, 0+, 3-, and 2+) 1425 1451 76 were predicted by the CC-SRM calculations. These cross sections 1425 1451 77 were used as the external input data of the direct components 1425 1451 78 in the GNASH calculations. A commonly-used approximate approach 1425 1451 79 was applied to make the lab DDXs from the GNASH output, in which 1425 1451 80 the Kalbach systematics [12] with the preequilibrium fraction is 1425 1451 81 used to make the cm DDXs and the cm to lab transformation is 1425 1451 82 performed using the kinematics of only one-particle emission as 1425 1451 83 described in Ref.[13]. 1425 1451 84 1425 1451 85 For energies above 150 MeV, the code JQMD [4] based on Quantum 1425 1451 86 Molecular Dynamics (QMD) plus statistical decay model (GEM [14]) 1425 1451 87 was employed. Deuteron, triton, and 3He production cross sections 1425 1451 88 were adjusted to obtain smooth connection with the GNASH 1425 1451 89 calculations. Gamma-ray energy spectra were calculated with 1425 1451 90 PHITS code [15] and angular distributions were assumed to be 1425 1451 91 isotropic. 1425 1451 92 1425 1451 93 1425 1451 94 References 1425 1451 95 1425 1451 96 [1] W. Sun et al., Proc. Int. Conf. on Nuclear Data for Science 1425 1451 97 and Technology, Santa Fe, USA, Sept. 26 - Oct. 1, 2004; 1425 1451 98 AIP Conference Proceedings Vol. 769 (2005), pp. 402-405. 1425 1451 99 1425 1451 100 [2] E.Sh. Sukhovitskii et al., OPTMAN and SHEMMAN codes, 1425 1451 101 JAERI-Data/Code 98-019 (1988). 1425 1451 102 1425 1451 103 [3] W. Sun, Y. Watanabe, E.S. Sukhovitskii, et al, J. of Nucl. 1425 1451 104 Sci. and Technol. 40, 635 (2003). 1425 1451 105 1425 1451 106 [4] K. Niita et al., Phys. Rev. C, 52, 2620 (1995); JAERI-Data/ 1425 1451 107 Code 99-042 (1999). 1425 1451 108 1425 1451 109 [5] P.G. Young et al., LA-12343-MS, Los Alamos National 1425 1451 110 Laboratory (1992). 1425 1451 111 1425 1451 112 [6] A.J. Koning and J.P. Delaroche, Nucl. Phys. A 713, 231 (2003).1425 1451 113 1425 1451 114 [7] W.W. Daehnick, J.D. Childs, Z. Vrcelj, Phys. Rev. C 21, 1425 1451 115 2253 (1980). 1425 1451 116 1425 1451 117 [8] F.D. Bechhetti and G.W. Greenless, Proc. Conf. Polarization 1425 1451 118 Phenomena in Nuclear Reactions, p.682, H.H. Barschall and 1425 1451 119 W. Haeberli, Eds., University of Wisconsin Press (1971). 1425 1451 120 1425 1451 121 [9] V. Avrigeanu, P.E. Hodgson, and M. Avrigeanu, Phys. Rev. 1425 1451 122 C 49, 2136 (1994). 1425 1451 123 1425 1451 124 [10] A.V. Ignatyuk, G.N. Smirenkin, A.S. Tishin, Sov. J. Nucl. 1425 1451 125 Phys. 21, 255 (1975). 1425 1451 126 1425 1451 127 [11] C. Kalbach, Z. Phys. A. 283, 401 (1977). 1425 1451 128 1425 1451 129 [12] C. Kalbach, Phy. Rev. C 37, 2350 (1988) 1425 1451 130 1425 1451 131 [13] M.B. Chadwick et al., Proc. 2nd Int. Conf. Accelerator- 1425 1451 132 Driven Transmutation Technologies and Applications, Kalmar, 1425 1451 133 Sweden, June 3-7, 1996, p.483, H. Conde, Ed. (1997). 1425 1451 134 1425 1451 135 [14] S. Furihata, Nucl. Inst. Method in Phys. Res. B 171, 251 1425 1451 136 (2000); S. Furihata and T. Nakamura, J. Nucl. Sci. and Technol. 1425 1451 137 Suppl.2, 758 (2002). 1425 1451 138 1425 1451 139 [15] H. Iwase et al., J. Nucl. Sci. and Technol. 39, 1142 (2002). 1425 1451 140 **************************************************************** 1425 1451 141 1425 1451 142 HISTORY 1425 1451 143 88-03 New evaluation was performed for JENDL-3 by Kitazawa, 1425 1451 144 Harima (Tokyo Institute of Tech.) and Fukahori (jaeri). 1425 1451 145 Details are given in ref./1/. 1425 1451 146 88-03 Compiled by Fukahori. 1425 1451 147 94-01 JENDL-3.2. 1425 1451 148 Compiled by T.Nakagawa (ndc/jaeri) 1425 1451 149 1425 1451 150 ***** Modified parts for JENDL-3.2 ******************** 1425 1451 151 (3,2) Effects of modification of inelastic 1425 1451 152 scattering cross sections. 1425 1451 153 (3,4), (3,51-66) Cross-section curves were smoothed. 1425 1451 154 (4,16-28), (4,91) Taken from JENDL fusion file 1425 1451 155 (5,16-91) Taken from JENDL fusion file 1425 1451 156 (12,102) 1425 1451 157 *********************************************************** 1425 1451 158 1425 1451 159 -------------------------------------------------------------1425 1451 160 JENDL fusion file /2/ (as of Jan. 1994) 1425 1451 161 Evaluated and compiled by S.Chiba (ndc/jaeri) 1425 1451 162 1425 1451 163 Cross sections, angular distributions and energy distri-1425 1451 164 butions were taken from JENDL-3.1. mf=6 of mt=16, 22, 28, 1425 1451 165 and 91 were created by f15tob program/2/ by using Kumabe's 1425 1451 166 systematics/3/. The precompound/compound ratio was taken 1425 1451 167 from the sincros-II calculation/4/. 1425 1451 168 Optical-model, level density and other parameters used 1425 1451 169 in the sincros-II calculation are described in ref./4/. 1425 1451 170 -------------------------------------------------------------1425 1451 171 00-12 JENDL-3.3 1425 1451 172 Compiled by K.Shibata (jaeri) 1425 1451 173 ***** Modified parts for JENDL-3.3 **********************1425 1451 174 (1,451) Updated. 1425 1451 175 (2,151) Taken from the natural element file 1425 1451 176 of JENDL-3.2.+) 1425 1451 177 (3,1),(3,2),(3,4) Recalculated. 1425 1451 178 (3,65) Direct process considered. 1425 1451 179 (3,203),(3,207) Calculated. 1425 1451 180 (3,251) Deleted. 1425 1451 181 (4,2) Transformation matrix deleted. 1425 1451 182 (4,16),(4,22) Deleted. 1425 1451 183 (4,28),(4,91) Deleted. 1425 1451 184 (5,16-91) Deleted. 1425 1451 185 (6,16-91) Taken from JENDL fusion file. 1425 1451 186 (6,203),(6,207) Taken from JENDL fusion file. 1425 1451 187 ***********************************************************1425 1451 188 +) Note that the Si-28 resonance parameters are different 1425 1451 189 between elemental and isotopic files with unknown 1425 1451 190 reason. The present compilation was suggested by 1425 1451 191 T. Fukahori (jaeri/ndc). 1425 1451 192 1425 1451 193 1425 1451 194 mf=1 General information 1425 1451 195 mt=451 Descriptive data and dictionary 1425 1451 196 1425 1451 197 mf=2 Resonance parameters: 1425 1451 198 mt=151 1425 1451 199 Resolved resonances : 1.0e-5 eV - 1.81 MeV 1425 1451 200 The resonance parameters were searched, using MLBW formula. 1425 1451 201 An initial guess of the parameters was taken from ref./5/. 1425 1451 202 1425 1451 203 calculated 2200-m/s cross sections and resonance integrals 1425 1451 204 2200-m/sec res. integ. 1425 1451 205 elastic 2.149 b - 1425 1451 206 capture 0.177 b 0.085 b 1425 1451 207 total 2.325 b - 1425 1451 208 1425 1451 209 mf=3 Neutron cross sections 1425 1451 210 mt=1 Total cross section 1425 1451 211 Between 1.81 and 12.5 MeV, the cross sections were obtained by 1425 1451 212 an eye-guide so as to follow the experimental data. Above 12.51425 1451 213 MeV, the cross sections were calculated with the statistical- 1425 1451 214 model code casthy./1,6/ 1425 1451 215 1425 1451 216 mt=2 Elastic scattering cross sections 1425 1451 217 Obtained by subtracting partial cross sections from the total 1425 1451 218 cross sections. 1425 1451 219 1425 1451 220 mt=4,51-66,91 Inelastic scattering cross sections 1425 1451 221 Calculated with the statistical-model code casthy /6/ and the 1425 1451 222 coupled-channel model code ecis /7/ or jupitor-1 /8/, taking 1425 1451 223 account of competitive processes for neutron, proton, alpha- 1425 1451 224 particle and gamma-ray emission./1/ Below 11 MeV, the imaginary1425 1451 225 potential strength of the neutron spherical optical potential 1425 1451 226 was modified from that in ref./1/ to be W = 1.09 + 0.55*E 1425 1451 227 (MeV). 1425 1451 228 1425 1451 229 Level scheme was taken from ref./9/. 1425 1451 230 no. energy(MeV) spin-parity 1425 1451 231 g.s. 0.0 0 + 1425 1451 232 1. 1.7789 2 + 1425 1451 233 2. 4.6178 4 + 1425 1451 234 3. 4.9791 0 + 1425 1451 235 4. 6.2765 3 + 1425 1451 236 5. 6.6914 0 + 1425 1451 237 6. 6.8786 3 - 1425 1451 238 7. 6.8888 4 + 1425 1451 239 8. 7.3807 2 + 1425 1451 240 9. 7.4173 2 + 1425 1451 241 10. 7.7988 3 + 1425 1451 242 11. 7.9334 2 + 1425 1451 243 12. 8.2590 2 + 1425 1451 244 13. 8.3280 1 + 1425 1451 245 14. 8.4133 4 - 1425 1451 246 15. 8.5430 6 + 1425 1451 247 16. 8.5890 3 + 1425 1451 248 1425 1451 249 Continuum levels were assumed above 8.9 MeV. Level density was1425 1451 250 calculated, using the gilbert-cameron formula. The level 1425 1451 251 density parameters were obtained from a cumulative plot of 1425 1451 252 observed levels/1/. 1425 1451 253 1425 1451 254 For JENDL-3.2, cross sections at threshold energies of the 1425 1451 255 levels were inserted by interpolating the calculated cross 1425 1451 256 sections. 1425 1451 257 1425 1451 258 ********* NEW EVALUATION FOR JENDL-3.3 ************************1425 1451 259 As a member state of the oblate ground-state rotational band in1425 1451 260 si-28, the 6+(8.5430 MeV) state was included for coupled 1425 1451 261 channel calculation of direct inelastic scattering cross 1425 1451 262 sectins. 1425 1451 263 ***************************************************************1425 1451 264 1425 1451 265 1425 1451 266 mt=16 (n,2n) cross sections 1425 1451 267 Calculated by the statistical model, using the gnash 1425 1451 268 code/1,10/. Below 11 mev, the imaginary potential strength of 1425 1451 269 the neutron spherical optical potential was modified from that 1425 1451 270 in ref./1/ to be W = 1.09 + 0.55*E (MeV). 1425 1451 271 1425 1451 272 mt=22 (n,na) cross sections 1425 1451 273 Calculated by the statistical model, using the gnash 1425 1451 274 code/1,10/. Optical potential for alpha-particles was 1425 1451 275 determined, using the dispersion theory./11/ 1425 1451 276 1425 1451 277 mt=28 (n,np) cross sections 1425 1451 278 Calculated by the statistical model, using the gnash code. 1425 1451 279 1425 1451 280 mt=102 capture 1425 1451 281 Calculated with the statistical-model code casthy /6/ and the 1425 1451 282 direct-semidirect-model code hikari /12/. The statistical- 1425 1451 283 model calculations were normalized to 0.6 mb at 2.0 MeV. 1425 1451 284 1425 1451 285 mt=103 (n,p) cross sections 1425 1451 286 Calculated by the statistical model, using the gnash code. The1425 1451 287 imaginary potential strength of the proton spherical optical 1425 1451 288 model was modified from that in ref./1/ to be W = 11.0 MeV 1425 1451 289 between 11 and 20 MeV and W = 8.8 + 0.2*E (MeV) below 11 MeV. 1425 1451 290 the strength was determined so as to reproduce observed values 1425 1451 291 /13/. 1425 1451 292 1425 1451 293 mt=107 (n,a) cross sections 1425 1451 294 Calculated by the statistical model, using the gnash code. 1425 1451 295 optical potential for alpha-particles was determined, using 1425 1451 296 the dispersion theory/11/. 1425 1451 297 1425 1451 298 mt=111 (n,2p) cross sections 1425 1451 299 Calculated by the statistical model, using the gnash code. 1425 1451 300 1425 1451 301 mt=203 Total proton production cross section 1425 1451 302 Sum of mt=28, 103 and 2*(111). 1425 1451 303 1425 1451 304 mt=207 Total alpha production cross section 1425 1451 305 Sum of mt=22 and 107. 1425 1451 306 1425 1451 307 mf=4 Angular distributions of secondary neutrons 1425 1451 308 mt=2 1425 1451 309 Calculated with the statistical-model code casthy /1,6/. 1425 1451 310 mt=51-66 1425 1451 311 Incoherent sum of the statistical model and coupled-channel 1425 1451 312 model calculations./1/ Calculated with casthy and ecis or 1425 1451 313 jupitor-1. 1425 1451 314 1425 1451 315 mf=6 Energy-angle distributions of secondary particles 1425 1451 316 mt=16,22,28,91,203,207 1425 1451 317 Taken from JENDL fusion file. 1425 1451 318 1425 1451 319 mf=12 Gamma-ray multiplicities (below 9.22088 MeV) 1425 1451 320 mt=51-66,102,103,107 1425 1451 321 Calculated by using the gnash code/1,10/. Multiplicities of 1425 1451 322 mt=102 were determined from energy balance. 1425 1451 323 1425 1451 324 mf=13 Gamma-ray production cross sections (above 9.22088 MeV) 1425 1451 325 mt=3 1425 1451 326 Calculated by the statistical model and coupled-channel model, 1425 1451 327 using the gnash code /10/ and the ecis /7/ or jupitor-1 code 1425 1451 328 /8/. Branching ratios for transitions between discrete levels 1425 1451 329 were taken from ref./9/. Gamma-ray transition strength in 1425 1451 330 the continuum was calculated by the Brink-Axel giant resonance 1425 1451 331 model for e1 transition and by the Weisskopf single-particle 1425 1451 332 model for e2 and m1 transition./1/ 1425 1451 333 1425 1451 334 mf=14 Gamma-ray angular distributions 1425 1451 335 mt=3,51-66,102,103,107 1425 1451 336 Isotropic distribution was assumed. 1425 1451 337 1425 1451 338 mf=15 Gamma-ray spectra 1425 1451 339 mt=3,102,103,107 1425 1451 340 Calculated with the gnash code./1,10/ 1425 1451 341 1425 1451 342 References 1425 1451 343 1) Kitazawa H. et al.: Proc. Int. Conf. Nuclear Data for Science 1425 1451 344 and Technology, Mito, 1988, p.473, (1988). 1425 1451 345 2) Chiba S. et al.: JAERI-M 92-027, p.35 (1992). 1425 1451 346 3) Kumabe I. et al.: Nucl. Sci. Eng., 104, 280 (1990). 1425 1451 347 4) Yamamuro N.: JAERI-M 90-006 (1990). 1425 1451 348 5) Mughabghab S.F. et al.: "Neutron Cross Sections, Vol. 1 Part 1425 1451 349 A", Academic Press (1981). 1425 1451 350 6) Igarasi S. and Fukahori T.: JAERI 1321 (1991). 1425 1451 351 7) Raynal J.: computer program ecis79 for coupled-channel 1425 1451 352 calculations, 1979 (unpublished). 1425 1451 353 8) Tamura T.: Rev. Mod. Phys., 37, 679 (1965). 1425 1451 354 9) Endt P.M. and Van der Leun C.: Nucl. Phys., A310, 1 (1978). 1425 1451 355 10) Young P.G. and Arthur E.D.: LA-6947 (1977). 1425 1451 356 11) Kitazawa H. et al.: unpublished. 1425 1451 357 12) Kitazawa H.: Computer program hikari for direct-semidirect 1425 1451 358 capture calculations, 1980 (unpublished). 1425 1451 359 13) Ikeda Y.: JAERI 1312 (1988). 1425 1451 360 1425 1451 361 1 451 467 01425 1451 362 2 151 46 01425 1451 363 3 1 148 01425 1451 364 3 2 145 01425 1451 365 3 4 20 01425 1451 366 3 5 16 01425 1451 367 3 16 5 01425 1451 368 3 22 9 01425 1451 369 3 28 9 01425 1451 370 3 51 17 01425 1451 371 3 52 15 01425 1451 372 3 53 14 01425 1451 373 3 54 13 01425 1451 374 3 55 13 01425 1451 375 3 56 13 01425 1451 376 3 57 12 01425 1451 377 3 58 12 01425 1451 378 3 59 11 01425 1451 379 3 60 11 01425 1451 380 3 61 10 01425 1451 381 3 62 10 01425 1451 382 3 63 10 01425 1451 383 3 64 9 01425 1451 384 3 65 9 01425 1451 385 3 66 9 01425 1451 386 3 91 10 01425 1451 387 3 102 13 01425 1451 388 3 103 13 01425 1451 389 3 107 13 01425 1451 390 3 111 7 01425 1451 391 3 203 14 01425 1451 392 3 207 14 01425 1451 393 3 208 8 01425 1451 394 3 209 8 01425 1451 395 3 210 8 01425 1451 396 4 2 2389 01425 1451 397 4 51 104 01425 1451 398 4 52 92 01425 1451 399 4 53 178 01425 1451 400 4 54 21 01425 1451 401 4 55 21 01425 1451 402 4 56 81 01425 1451 403 4 57 20 01425 1451 404 4 58 20 01425 1451 405 4 59 20 01425 1451 406 4 60 20 01425 1451 407 4 61 20 01425 1451 408 4 62 20 01425 1451 409 4 63 20 01425 1451 410 4 64 20 01425 1451 411 4 65 19 01425 1451 412 4 66 19 01425 1451 413 6 5 152026 01425 1451 414 6 16 163 01425 1451 415 6 22 847 01425 1451 416 6 28 699 01425 1451 417 6 91 1048 01425 1451 418 6 203 179 01425 1451 419 6 207 198 01425 1451 420 6 208 3243 01425 1451 421 6 209 3243 01425 1451 422 6 210 3243 01425 1451 423 12 51 5 01425 1451 424 12 52 13 01425 1451 425 12 53 13 01425 1451 426 12 54 17 01425 1451 427 12 55 13 01425 1451 428 12 56 25 01425 1451 429 12 57 13 01425 1451 430 12 58 17 01425 1451 431 12 59 17 01425 1451 432 12 60 33 01425 1451 433 12 61 33 01425 1451 434 12 62 33 01425 1451 435 12 63 17 01425 1451 436 12 64 29 01425 1451 437 12 65 17 01425 1451 438 12 66 25 01425 1451 439 12 102 9 01425 1451 440 12 103 7 01425 1451 441 12 107 8 01425 1451 442 13 3 10 01425 1451 443 14 3 1 01425 1451 444 14 51 1 01425 1451 445 14 52 1 01425 1451 446 14 53 1 01425 1451 447 14 54 1 01425 1451 448 14 55 1 01425 1451 449 14 56 1 01425 1451 450 14 57 1 01425 1451 451 14 58 1 01425 1451 452 14 59 1 01425 1451 453 14 60 1 01425 1451 454 14 61 1 01425 1451 455 14 62 1 01425 1451 456 14 63 1 01425 1451 457 14 64 1 01425 1451 458 14 65 1 01425 1451 459 14 66 1 01425 1451 460 14 102 1 01425 1451 461 14 103 1 01425 1451 462 14 107 1 01425 1451 463 15 3 630 01425 1451 464 15 102 361 01425 1451 465 15 103 99 01425 1451 466 15 107 112 01425 1451 467 1425 1 099999 1425 0 0 0 1.402800+4 2.773660+1 0 0 1 01425 2151 1 1.402800+4 1.000000+0 0 0 1 01425 2151 2 1.000000-5 1.810000+6 1 2 0 01425 2151 3 0.000000+0 4.800000-1 0 0 3 01425 2151 4 2.749830+1 0.000000+0 0 0 42 71425 2151 5 -2.950000+5 5.000000-1 3.013020+4 3.013000+4 2.000000-1 0.000000+01425 2151 6 5.560000+4 5.000000-1 7.015000+2 7.000000+2 1.500000+0 0.000000+01425 2151 7 1.800000+5 5.000000-1 3.100360+4 3.100000+4 3.600000+0 0.000000+01425 2151 8 5.899000+5 5.000000-1 4.015000+2 4.000000+2 1.500000+0 0.000000+01425 2151 9 1.161700+6 5.000000-1 2.203800+3 2.200000+3 3.800000+0 0.000000+01425 2151 10 1.201100+6 5.000000-1 2.103800+3 2.100000+3 3.800000+0 0.000000+01425 2151 11 1.255000+6 5.000000-1 1.560400+4 1.560000+4 4.000000+0 0.000000+01425 2151 12 2.749830+1 0.000000+0 1 0 102 171425 2151 13 6.773000+4 1.500000+0 1.300000+0 1.000000-2 1.290000+0 0.000000+01425 2151 14 3.541000+5 1.500000+0 1.007000+2 1.000000+2 7.000000-1 0.000000+01425 2151 15 3.990000+5 1.500000+0 8.600000-1 2.000000-1 6.600000-1 0.000000+01425 2151 16 5.323000+5 1.500000+0 5.309500+2 5.300000+2 9.500000-1 0.000000+01425 2151 17 5.654000+5 1.500000+0 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2.749830+1 0.000000+0 2 0 90 151425 2151 31 3.174000+4 2.500000+0 1.016000+0 1.600000-2 1.000000+0 0.000000+01425 2151 32 7.080000+4 2.500000+0 1.015000+0 1.500000-2 1.000000+0 0.000000+01425 2151 33 6.017000+5 1.500000+0 3.600000+0 2.000000-1 3.400000+0 0.000000+01425 2151 34 7.716300+5 1.500000+0 1.713000+2 1.700000+2 1.300000+0 0.000000+01425 2151 35 8.442000+5 1.500000+0 9.020000+2 9.000000+2 2.000000+0 0.000000+01425 2151 36 8.714000+5 2.500000+0 1.970000+0 6.700000-1 1.300000+0 0.000000+01425 2151 37 1.263000+6 2.500000+0 8.013000+2 8.000000+2 1.300000+0 0.000000+01425 2151 38 1.478000+6 1.500000+0 3.601700+3 3.600000+3 1.700000+0 0.000000+01425 2151 39 1.528500+6 2.500000+0 2.800470+3 2.800000+3 4.700000-1 0.000000+01425 2151 40 1.580200+6 2.500000+0 6.015000+2 6.000000+2 1.500000+0 0.000000+01425 2151 41 1.596500+6 2.500000+0 3.150000+1 3.000000+1 1.500000+0 0.000000+01425 2151 42 1.635000+6 2.500000+0 9.001500+3 9.000000+3 1.500000+0 0.000000+01425 2151 43 1.650000+6 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1813 9.135450-1 2.705100-1 9.205050-1 3.091153-1 9.271840-1 3.269918-11425 4 2 1814 9.335800-1 3.176330-1 9.396930-1 2.837364-1 9.455190-1 2.450044-11425 4 2 1815 9.510570-1 2.471828-1 9.563050-1 3.711051-1 9.612620-1 7.399486-11425 4 2 1816 9.659260-1 1.522662+0 9.702960-1 2.931160+0 9.743700-1 5.209710+01425 4 2 1817 9.781480-1 8.615250+0 9.816270-1 1.338973+1 9.848080-1 1.972503+11425 4 2 1818 9.876880-1 2.772515+1 9.902680-1 3.737066+1 9.925460-1 4.849009+11425 4 2 1819 9.945220-1 6.074570+1 9.961950-1 7.363624+1 9.975640-1 8.652113+11425 4 2 1820 9.986290-1 9.866529+1 9.993910-1 1.093001+2 9.998480-1 1.176980+21425 4 2 1821 1.000000+0 1.232427+2 1425 4 2 1822 0.0 3.500000+8 0 0 1 1811425 4 2 1823 181 2 1425 4 2 1824 -1.000000+0 0.0 -9.998480-1 0.0 -9.993910-1 0.0 1425 4 2 1825 -9.986290-1 0.0 -9.975640-1 0.0 -9.961950-1 0.0 1425 4 2 1826 -9.945220-1 0.0 -9.925460-1 0.0 -9.902680-1 0.0 1425 4 2 1827 -9.876880-1 0.0 -9.848080-1 0.0 -9.816270-1 0.0 1425 4 2 1828 -9.781480-1 0.0 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-4.848100-1 0.0 -4.694720-1 0.0 1425 4 2 1845 -4.539910-1 0.0 -4.383710-1 0.0 -4.226180-1 0.0 1425 4 2 1846 -4.067370-1 0.0 -3.907310-1 0.0 -3.746070-1 0.0 1425 4 2 1847 -3.583680-1 0.0 -3.420200-1 0.0 -3.255680-1 0.0 1425 4 2 1848 -3.090170-1 0.0 -2.923720-1 0.0 -2.756370-1 0.0 1425 4 2 1849 -2.588190-1 0.0 -2.419220-1 0.0 -2.249510-1 0.0 1425 4 2 1850 -2.079120-1 0.0 -1.908090-1 0.0 -1.736480-1 0.0 1425 4 2 1851 -1.564340-1 0.0 -1.391730-1 0.0 -1.218690-1 0.0 1425 4 2 1852 -1.045280-1 0.0 -8.715570-2 0.0 -6.975650-2 0.0 1425 4 2 1853 -5.233600-2 0.0 -3.489950-2 0.0 -1.745240-2 0.0 1425 4 2 1854 1.794900-9 0.0 1.745240-2 0.0 3.489950-2 0.0 1425 4 2 1855 5.233600-2 0.0 6.975650-2 2.08769-11 8.715570-2 2.67418-111425 4 2 1856 1.045280-1 3.09586-11 1.218690-1 3.15845-11 1.391730-1 2.79762-111425 4 2 1857 1.564340-1 2.46203-11 1.736480-1 3.85214-11 1.908090-1 1.11388-101425 4 2 1858 2.079120-1 3.26925-10 2.249510-1 8.31106-10 2.419220-1 1.848875-91425 4 2 1859 2.588190-1 3.684161-9 2.756370-1 6.682712-9 2.923720-1 1.113277-81425 4 2 1860 3.090170-1 1.708353-8 3.255680-1 2.408648-8 3.420200-1 3.092185-81425 4 2 1861 3.583680-1 3.546741-8 3.746070-1 3.500210-8 3.907310-1 2.736666-81425 4 2 1862 4.067370-1 1.347245-8 4.226180-1 1.525804-9 4.383710-1 1.287244-81425 4 2 1863 4.539910-1 8.844663-8 4.694720-1 2.934087-7 4.848100-1 7.159595-71425 4 2 1864 5.000000-1 1.455169-6 5.150380-1 2.593113-6 5.299190-1 4.150261-61425 4 2 1865 5.446390-1 6.030883-6 5.591930-1 7.978093-6 5.735760-1 9.573467-61425 4 2 1866 5.877850-1 1.032865-5 6.018150-1 9.916958-6 6.156620-1 8.569565-61425 4 2 1867 6.293200-1 7.603959-6 6.427880-1 9.963173-6 6.560590-1 2.053534-51425 4 2 1868 6.691310-1 4.594378-5 6.819980-1 9.350815-5 6.946580-1 1.692553-41425 4 2 1869 7.071070-1 2.752495-4 7.193400-1 4.070955-4 7.313540-1 5.530942-41425 4 2 1870 7.431450-1 6.968839-4 7.547100-1 8.251235-4 7.660440-1 9.403953-41425 4 2 1871 7.771460-1 1.077045-3 7.880110-1 1.314401-3 7.986350-1 1.779029-31425 4 2 1872 8.090170-1 2.627320-3 8.191520-1 4.003686-3 8.290380-1 5.979997-31425 4 2 1873 8.386710-1 8.497498-3 8.480480-1 1.134942-2 8.571670-1 1.425356-21425 4 2 1874 8.660250-1 1.705697-2 8.746200-1 2.008050-2 8.829480-1 2.454379-21425 4 2 1875 8.910070-1 3.292055-2 8.987940-1 4.898627-2 9.063080-1 7.728177-21425 4 2 1876 9.135450-1 1.217833-1 9.205050-1 1.837933-1 9.271840-1 2.594663-11425 4 2 1877 9.335800-1 3.379063-1 9.396930-1 4.013097-1 9.455190-1 4.289774-11425 4 2 1878 9.510570-1 4.068802-1 9.563050-1 3.437602-1 9.612620-1 2.931697-11425 4 2 1879 9.659260-1 3.787434-1 9.702960-1 8.175455-1 9.743700-1 1.934264+01425 4 2 1880 9.781480-1 4.158427+0 9.816270-1 7.996905+0 9.848080-1 1.397904+11425 4 2 1881 9.876880-1 2.257442+1 9.902680-1 3.409340+1 9.925460-1 4.858446+11425 4 2 1882 9.945220-1 6.574827+1 9.961950-1 8.489064+1 9.975640-1 1.049316+21425 4 2 1883 9.986290-1 1.244802+2 9.993910-1 1.419717+2 9.998480-1 1.558540+21425 4 2 1884 1.000000+0 1.647938+2 1425 4 2 1885 0.0 5.000000+8 0 0 1 1811425 4 2 1886 181 2 1425 4 2 1887 -1.000000+0 0.0 -9.998480-1 0.0 -9.993910-1 0.0 1425 4 2 1888 -9.986290-1 0.0 -9.975640-1 0.0 -9.961950-1 0.0 1425 4 2 1889 -9.945220-1 0.0 -9.925460-1 0.0 -9.902680-1 0.0 1425 4 2 1890 -9.876880-1 0.0 -9.848080-1 0.0 -9.816270-1 0.0 1425 4 2 1891 -9.781480-1 0.0 -9.743700-1 0.0 -9.702960-1 0.0 1425 4 2 1892 -9.659260-1 0.0 -9.612620-1 0.0 -9.563050-1 0.0 1425 4 2 1893 -9.510570-1 0.0 -9.455190-1 0.0 -9.396930-1 0.0 1425 4 2 1894 -9.335800-1 0.0 -9.271840-1 0.0 -9.205050-1 0.0 1425 4 2 1895 -9.135450-1 0.0 -9.063080-1 0.0 -8.987940-1 0.0 1425 4 2 1896 -8.910070-1 0.0 -8.829480-1 0.0 -8.746200-1 0.0 1425 4 2 1897 -8.660250-1 0.0 -8.571670-1 0.0 -8.480480-1 0.0 1425 4 2 1898 -8.386710-1 0.0 -8.290380-1 0.0 -8.191520-1 0.0 1425 4 2 1899 -8.090170-1 0.0 -7.986350-1 0.0 -7.880110-1 0.0 1425 4 2 1900 -7.771460-1 0.0 -7.660440-1 0.0 -7.547100-1 0.0 1425 4 2 1901 -7.431450-1 0.0 -7.313540-1 0.0 -7.193400-1 0.0 1425 4 2 1902 -7.071070-1 0.0 -6.946580-1 0.0 -6.819980-1 0.0 1425 4 2 1903 -6.691310-1 0.0 -6.560590-1 0.0 -6.427880-1 0.0 1425 4 2 1904 -6.293200-1 0.0 -6.156620-1 0.0 -6.018150-1 0.0 1425 4 2 1905 -5.877850-1 0.0 -5.735760-1 0.0 -5.591930-1 0.0 1425 4 2 1906 -5.446390-1 0.0 -5.299190-1 0.0 -5.150380-1 0.0 1425 4 2 1907 -5.000000-1 0.0 -4.848100-1 0.0 -4.694720-1 0.0 1425 4 2 1908 -4.539910-1 0.0 -4.383710-1 0.0 -4.226180-1 0.0 1425 4 2 1909 -4.067370-1 0.0 -3.907310-1 0.0 -3.746070-1 0.0 1425 4 2 1910 -3.583680-1 0.0 -3.420200-1 0.0 -3.255680-1 0.0 1425 4 2 1911 -3.090170-1 0.0 -2.923720-1 0.0 -2.756370-1 0.0 1425 4 2 1912 -2.588190-1 0.0 -2.419220-1 0.0 -2.249510-1 0.0 1425 4 2 1913 -2.079120-1 0.0 -1.908090-1 0.0 -1.736480-1 0.0 1425 4 2 1914 -1.564340-1 0.0 -1.391730-1 0.0 -1.218690-1 0.0 1425 4 2 1915 -1.045280-1 0.0 -8.715570-2 0.0 -6.975650-2 0.0 1425 4 2 1916 -5.233600-2 0.0 -3.489950-2 0.0 -1.745240-2 0.0 1425 4 2 1917 1.794900-9 0.0 1.745240-2 0.0 3.489950-2 0.0 1425 4 2 1918 5.233600-2 0.0 6.975650-2 0.0 8.715570-2 0.0 1425 4 2 1919 1.045280-1 0.0 1.218690-1 0.0 1.391730-1 0.0 1425 4 2 1920 1.564340-1 0.0 1.736480-1 0.0 1.908090-1 0.0 1425 4 2 1921 2.079120-1 0.0 2.249510-1 0.0 2.419220-1 0.0 1425 4 2 1922 2.588190-1 0.0 2.756370-1 0.0 2.923720-1 0.0 1425 4 2 1923 3.090170-1 3.03602-11 3.255680-1 7.36369-11 3.420200-1 1.55344-101425 4 2 1924 3.583680-1 2.88002-10 3.746070-1 4.69132-10 3.907310-1 6.62228-101425 4 2 1925 4.067370-1 7.81376-10 4.226180-1 7.06618-10 4.383710-1 3.79428-101425 4 2 1926 4.539910-1 4.21596-11 4.694720-1 6.64078-10 4.848100-1 4.499084-91425 4 2 1927 5.000000-1 1.551454-8 5.150380-1 3.913904-8 5.299190-1 8.054754-81425 4 2 1928 5.446390-1 1.408637-7 5.591930-1 2.116835-7 5.735760-1 2.706322-71425 4 2 1929 5.877850-1 2.839986-7 6.018150-1 2.255277-7 6.156620-1 1.197575-71425 4 2 1930 6.293200-1 1.096965-7 6.427880-1 5.286162-7 6.560590-1 1.927014-61425 4 2 1931 6.691310-1 4.982113-6 6.819980-1 1.022588-5 6.946580-1 1.760249-51425 4 2 1932 7.071070-1 2.602592-5 7.193400-1 3.331619-5 7.313540-1 3.704197-51425 4 2 1933 7.431450-1 3.667602-5 7.547100-1 3.689912-5 7.660440-1 5.084039-51425 4 2 1934 7.771460-1 1.008735-4 7.880110-1 2.141922-4 7.986350-1 4.118932-41425 4 2 1935 8.090170-1 6.944672-4 8.191520-1 1.032713-3 8.290380-1 1.377831-31425 4 2 1936 8.386710-1 1.702659-3 8.480480-1 2.071941-3 8.571670-1 2.713170-31425 4 2 1937 8.660250-1 4.031056-3 8.746200-1 6.499670-3 8.829480-1 1.040670-21425 4 2 1938 8.910070-1 1.553004-2 8.987940-1 2.097724-2 9.063080-1 2.553547-21425 4 2 1939 9.135450-1 2.883085-2 9.205050-1 3.325909-2 9.271840-1 4.598782-21425 4 2 1940 9.335800-1 7.956008-2 9.396930-1 1.491931-1 9.455190-1 2.654423-11425 4 2 1941 9.510570-1 4.230345-1 9.563050-1 5.903473-1 9.612620-1 7.082908-11425 4 2 1942 9.659260-1 7.101244-1 9.702960-1 5.723708-1 9.743700-1 3.992097-11425 4 2 1943 9.781480-1 5.284004-1 9.816270-1 1.628822+0 9.848080-1 4.744631+01425 4 2 1944 9.876880-1 1.123758+1 9.902680-1 2.259299+1 9.925460-1 4.008952+11425 4 2 1945 9.945220-1 6.438244+1 9.961950-1 9.509757+1 9.975640-1 1.305613+21425 4 2 1946 9.986290-1 1.677867+2 9.993910-1 2.027821+2 9.998480-1 2.311650+21425 4 2 1947 1.000000+0 2.489767+2 1425 4 2 1948 0.0 6.000000+8 0 0 1 1811425 4 2 1949 181 2 1425 4 2 1950 -1.000000+0 0.0 -9.998480-1 0.0 -9.993910-1 0.0 1425 4 2 1951 -9.986290-1 0.0 -9.975640-1 0.0 -9.961950-1 0.0 1425 4 2 1952 -9.945220-1 0.0 -9.925460-1 0.0 -9.902680-1 0.0 1425 4 2 1953 -9.876880-1 0.0 -9.848080-1 0.0 -9.816270-1 0.0 1425 4 2 1954 -9.781480-1 0.0 -9.743700-1 0.0 -9.702960-1 0.0 1425 4 2 1955 -9.659260-1 0.0 -9.612620-1 0.0 -9.563050-1 0.0 1425 4 2 1956 -9.510570-1 0.0 -9.455190-1 0.0 -9.396930-1 0.0 1425 4 2 1957 -9.335800-1 0.0 -9.271840-1 0.0 -9.205050-1 0.0 1425 4 2 1958 -9.135450-1 0.0 -9.063080-1 0.0 -8.987940-1 0.0 1425 4 2 1959 -8.910070-1 0.0 -8.829480-1 0.0 -8.746200-1 0.0 1425 4 2 1960 -8.660250-1 0.0 -8.571670-1 0.0 -8.480480-1 0.0 1425 4 2 1961 -8.386710-1 0.0 -8.290380-1 0.0 -8.191520-1 0.0 1425 4 2 1962 -8.090170-1 0.0 -7.986350-1 0.0 -7.880110-1 0.0 1425 4 2 1963 -7.771460-1 0.0 -7.660440-1 0.0 -7.547100-1 0.0 1425 4 2 1964 -7.431450-1 0.0 -7.313540-1 0.0 -7.193400-1 0.0 1425 4 2 1965 -7.071070-1 0.0 -6.946580-1 0.0 -6.819980-1 0.0 1425 4 2 1966 -6.691310-1 0.0 -6.560590-1 0.0 -6.427880-1 0.0 1425 4 2 1967 -6.293200-1 0.0 -6.156620-1 0.0 -6.018150-1 0.0 1425 4 2 1968 -5.877850-1 0.0 -5.735760-1 0.0 -5.591930-1 0.0 1425 4 2 1969 -5.446390-1 0.0 -5.299190-1 0.0 -5.150380-1 0.0 1425 4 2 1970 -5.000000-1 0.0 -4.848100-1 0.0 -4.694720-1 0.0 1425 4 2 1971 -4.539910-1 0.0 -4.383710-1 0.0 -4.226180-1 0.0 1425 4 2 1972 -4.067370-1 0.0 -3.907310-1 0.0 -3.746070-1 0.0 1425 4 2 1973 -3.583680-1 0.0 -3.420200-1 0.0 -3.255680-1 0.0 1425 4 2 1974 -3.090170-1 0.0 -2.923720-1 0.0 -2.756370-1 0.0 1425 4 2 1975 -2.588190-1 0.0 -2.419220-1 0.0 -2.249510-1 0.0 1425 4 2 1976 -2.079120-1 0.0 -1.908090-1 0.0 -1.736480-1 0.0 1425 4 2 1977 -1.564340-1 0.0 -1.391730-1 0.0 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1.531151+7 0.0 1.546936+7 0.0 1425 6 5 1909 1.562721+7 3.192487-8 1.578506+7 5.633800-9 1.594291+7 0.0 1425 6 5 1910 1.610076+7 0.0 1.625861+7 0.0 1.641646+7 0.0 1425 6 5 1911 1.657431+7 0.0 1.673216+7 0.0 1.689001+7 0.0 1425 6 5 1912 1.704786+7 4.94543-11 1.720571+7 2.55014-10 1.736356+7 1.91486-101425 6 5 1913 1.752141+7 0.0 1.767927+7 0.0 1.783712+7 0.0 1425 6 5 1914 1.799497+7 0.0 1.815282+7 0.0 1.831067+7 0.0 1425 6 5 1915 1.846852+7 0.0 1.862637+7 0.0 1.878422+7 0.0 1425 6 5 1916 1.894207+7 0.0 1.925777+7 0.0 1.957347+7 0.0 1425 6 5 1917 1.988917+7 0.0 2.000001+7 0.0 1425 6 5 1918 0.0 -9.396926-1 0 0 1 1251425 6 5 1919 125 1 1425 6 5 1920 0.0 2.930867-8 1.578506+5 3.844388-8 3.157012+5 4.931043-81425 6 5 1921 4.735518+5 5.176776-8 6.314023+5 5.460570-8 7.892529+5 5.149236-81425 6 5 1922 9.471035+5 5.646702-8 1.104954+6 4.713299-8 1.262805+6 4.575602-81425 6 5 1923 1.420655+6 4.487289-8 1.578506+6 4.195889-8 1.736356+6 4.102045-81425 6 5 1924 1.894207+6 4.114834-8 2.052058+6 4.208896-8 2.209908+6 3.933405-81425 6 5 1925 2.367759+6 3.625019-8 2.525609+6 3.507417-8 2.683460+6 3.155057-81425 6 5 1926 2.841310+6 2.805108-8 2.999161+6 2.782636-8 3.157012+6 2.527967-81425 6 5 1927 3.314862+6 2.457634-8 3.472713+6 2.348604-8 3.630563+6 2.189604-81425 6 5 1928 3.788414+6 2.142320-8 3.946265+6 2.013516-8 4.104115+6 1.900174-81425 6 5 1929 4.261966+6 1.875233-8 4.419816+6 1.754095-8 4.577667+6 1.688044-81425 6 5 1930 4.735518+6 1.667852-8 4.893368+6 1.764311-8 5.051219+6 1.698821-81425 6 5 1931 5.209069+6 1.670749-8 5.366920+6 1.586982-8 5.524770+6 1.558367-81425 6 5 1932 5.682621+6 1.512017-8 5.840472+6 1.490575-8 5.998322+6 1.456065-81425 6 5 1933 6.156173+6 1.360193-8 6.314023+6 1.375239-8 6.471874+6 1.336356-81425 6 5 1934 6.629724+6 1.280109-8 6.787575+6 1.233369-8 6.945426+6 1.223164-81425 6 5 1935 7.103276+6 1.162585-8 7.261127+6 1.140222-8 7.418977+6 1.111546-81425 6 5 1936 7.576828+6 1.060954-8 7.734679+6 1.045737-8 7.892529+6 1.008024-81425 6 5 1937 8.050380+6 9.658783-9 8.208230+6 9.561837-9 8.366081+6 9.018285-91425 6 5 1938 8.523932+6 8.933481-9 8.681782+6 8.527700-9 8.839633+6 8.265206-91425 6 5 1939 8.997483+6 7.894945-9 9.155334+6 7.867366-9 9.313184+6 7.227048-91425 6 5 1940 9.471035+6 7.234863-9 9.628886+6 8.143310-9 9.786736+6 8.004665-91425 6 5 1941 9.944587+6 5.920831-9 1.010244+7 6.353386-9 1.026029+7 5.306000-91425 6 5 1942 1.041814+7 1.886287-9 1.057599+7 9.817183-9 1.073384+7 7.087035-91425 6 5 1943 1.089169+7 7.370004-9 1.104954+7 2.396777-8 1.120739+7 1.435902-81425 6 5 1944 1.136524+7 5.411744-9 1.152309+7 1.246013-8 1.168094+7 5.916975-91425 6 5 1945 1.183879+7 0.0 1.199664+7 0.0 1.215449+7 0.0 1425 6 5 1946 1.231235+7 0.0 1.247020+7 0.0 1.262805+7 3.104960-91425 6 5 1947 1.278590+7 8.29775-10 1.294375+7 0.0 1.310160+7 7.588395-91425 6 5 1948 1.325945+7 8.43155-10 1.341730+7 0.0 1.357515+7 0.0 1425 6 5 1949 1.373300+7 0.0 1.389085+7 0.0 1.404870+7 0.0 1425 6 5 1950 1.420655+7 0.0 1.436440+7 0.0 1.452225+7 0.0 1425 6 5 1951 1.468010+7 0.0 1.483795+7 0.0 1.499581+7 0.0 1425 6 5 1952 1.515366+7 0.0 1.531151+7 0.0 1.546936+7 0.0 1425 6 5 1953 1.562721+7 1.873615-8 1.578506+7 1.714158-8 1.594291+7 0.0 1425 6 5 1954 1.610076+7 0.0 1.625861+7 0.0 1.641646+7 0.0 1425 6 5 1955 1.657431+7 0.0 1.673216+7 0.0 1.689001+7 0.0 1425 6 5 1956 1.704786+7 2.32754-12 1.720571+7 1.81560-10 1.736356+7 2.15070-101425 6 5 1957 1.752141+7 2.10532-11 1.767927+7 0.0 1.783712+7 0.0 1425 6 5 1958 1.799497+7 0.0 1.815282+7 0.0 1.831067+7 0.0 1425 6 5 1959 1.846852+7 0.0 1.862637+7 0.0 1.878422+7 0.0 1425 6 5 1960 1.894207+7 0.0 1.925777+7 0.0 1.957347+7 0.0 1425 6 5 1961 1.988917+7 0.0 2.000001+7 0.0 1425 6 5 1962 0.0 -8.660254-1 0 0 1 1251425 6 5 1963 125 1 1425 6 5 1964 0.0 3.001302-8 1.578506+5 3.752977-8 3.157012+5 4.692692-81425 6 5 1965 4.735518+5 5.184104-8 6.314023+5 5.494981-8 7.892529+5 5.337365-81425 6 5 1966 9.471035+5 5.326562-8 1.104954+6 4.804321-8 1.262805+6 4.573584-81425 6 5 1967 1.420655+6 4.464131-8 1.578506+6 4.394881-8 1.736356+6 4.622172-81425 6 5 1968 1.894207+6 4.142051-8 2.052058+6 3.921688-8 2.209908+6 3.762474-81425 6 5 1969 2.367759+6 3.366308-8 2.525609+6 3.370337-8 2.683460+6 2.960496-81425 6 5 1970 2.841310+6 2.856713-8 2.999161+6 2.728400-8 3.157012+6 2.669888-81425 6 5 1971 3.314862+6 2.785835-8 3.472713+6 2.654741-8 3.630563+6 2.488866-81425 6 5 1972 3.788414+6 2.376917-8 3.946265+6 2.348308-8 4.104115+6 2.126531-81425 6 5 1973 4.261966+6 2.099434-8 4.419816+6 2.049045-8 4.577667+6 1.913629-81425 6 5 1974 4.735518+6 1.875412-8 4.893368+6 1.668159-8 5.051219+6 1.605631-81425 6 5 1975 5.209069+6 1.597386-8 5.366920+6 1.516778-8 5.524770+6 1.490616-81425 6 5 1976 5.682621+6 1.446598-8 5.840472+6 1.412259-8 5.998322+6 1.381473-81425 6 5 1977 6.156173+6 1.331436-8 6.314023+6 1.291518-8 6.471874+6 1.271860-81425 6 5 1978 6.629724+6 1.216580-8 6.787575+6 1.201536-8 6.945426+6 1.160599-81425 6 5 1979 7.103276+6 1.124824-8 7.261127+6 1.098886-8 7.418977+6 1.071185-81425 6 5 1980 7.576828+6 1.022424-8 7.734679+6 1.049369-8 7.892529+6 1.090798-81425 6 5 1981 8.050380+6 1.045608-8 8.208230+6 1.034745-8 8.366081+6 9.895159-91425 6 5 1982 8.523932+6 9.471246-9 8.681782+6 9.376019-9 8.839633+6 8.907908-91425 6 5 1983 8.997483+6 8.655433-9 9.155334+6 8.496037-9 9.313184+6 8.068478-91425 6 5 1984 9.471035+6 7.764140-9 9.628886+6 8.253622-9 9.786736+6 8.841192-91425 6 5 1985 9.944587+6 7.315887-9 1.010244+7 6.601887-9 1.026029+7 6.795260-91425 6 5 1986 1.041814+7 2.112561-9 1.057599+7 7.763788-9 1.073384+7 1.043545-81425 6 5 1987 1.089169+7 2.519254-9 1.104954+7 2.136064-8 1.120739+7 2.486606-81425 6 5 1988 1.136524+7 3.793877-9 1.152309+7 1.231528-8 1.168094+7 1.226343-81425 6 5 1989 1.183879+7 6.69899-10 1.199664+7 0.0 1.215449+7 0.0 1425 6 5 1990 1.231235+7 0.0 1.247020+7 0.0 1.262805+7 1.113590-91425 6 5 1991 1.278590+7 3.212967-9 1.294375+7 0.0 1.310160+7 3.774660-91425 6 5 1992 1.325945+7 5.937289-9 1.341730+7 0.0 1.357515+7 0.0 1425 6 5 1993 1.373300+7 0.0 1.389085+7 0.0 1.404870+7 0.0 1425 6 5 1994 1.420655+7 0.0 1.436440+7 0.0 1.452225+7 0.0 1425 6 5 1995 1.468010+7 0.0 1.483795+7 0.0 1.499581+7 0.0 1425 6 5 1996 1.515366+7 0.0 1.531151+7 0.0 1.546936+7 0.0 1425 6 5 1997 1.562721+7 2.576630-9 1.578506+7 3.576128-8 1.594291+7 3.956783-91425 6 5 1998 1.610076+7 0.0 1.625861+7 0.0 1.641646+7 0.0 1425 6 5 1999 1.657431+7 0.0 1.673216+7 0.0 1.689001+7 0.0 1425 6 5 2000 1.704786+7 0.0 1.720571+7 6.02678-11 1.736356+7 2.12192-101425 6 5 2001 1.752141+7 1.40569-10 1.767927+7 0.0 1.783712+7 0.0 1425 6 5 2002 1.799497+7 0.0 1.815282+7 0.0 1.831067+7 0.0 1425 6 5 2003 1.846852+7 0.0 1.862637+7 0.0 1.878422+7 0.0 1425 6 5 2004 1.894207+7 0.0 1.925777+7 0.0 1.957347+7 0.0 1425 6 5 2005 1.988917+7 0.0 2.000001+7 0.0 1425 6 5 2006 0.0 -7.660444-1 0 0 1 1251425 6 5 2007 125 1 1425 6 5 2008 0.0 3.031488-8 1.578506+5 3.719709-8 3.157012+5 4.709332-81425 6 5 2009 4.735518+5 5.331039-8 6.314023+5 5.291514-8 7.892529+5 5.446791-81425 6 5 2010 9.471035+5 5.435123-8 1.104954+6 4.878348-8 1.262805+6 4.536854-81425 6 5 2011 1.420655+6 4.747076-8 1.578506+6 4.632051-8 1.736356+6 4.248454-81425 6 5 2012 1.894207+6 4.142291-8 2.052058+6 3.856784-8 2.209908+6 3.786911-81425 6 5 2013 2.367759+6 3.516157-8 2.525609+6 3.702644-8 2.683460+6 3.517200-81425 6 5 2014 2.841310+6 3.234698-8 2.999161+6 3.145249-8 3.157012+6 2.862795-81425 6 5 2015 3.314862+6 2.573785-8 3.472713+6 2.538859-8 3.630563+6 2.352458-81425 6 5 2016 3.788414+6 2.236502-8 3.946265+6 2.269505-8 4.104115+6 2.061971-81425 6 5 2017 4.261966+6 1.987855-8 4.419816+6 1.922458-8 4.577667+6 1.871204-81425 6 5 2018 4.735518+6 2.021025-8 4.893368+6 1.965271-8 5.051219+6 1.886124-81425 6 5 2019 5.209069+6 1.828738-8 5.366920+6 1.796296-8 5.524770+6 1.695278-81425 6 5 2020 5.682621+6 1.704637-8 5.840472+6 1.622003-8 5.998322+6 1.634137-81425 6 5 2021 6.156173+6 1.551148-8 6.314023+6 1.515049-8 6.471874+6 1.496618-81425 6 5 2022 6.629724+6 1.446330-8 6.787575+6 1.386677-8 6.945426+6 1.381535-81425 6 5 2023 7.103276+6 1.318996-8 7.261127+6 1.306102-8 7.418977+6 1.258236-81425 6 5 2024 7.576828+6 1.211428-8 7.734679+6 1.153786-8 7.892529+6 1.085478-81425 6 5 2025 8.050380+6 1.018050-8 8.208230+6 1.007954-8 8.366081+6 9.798279-91425 6 5 2026 8.523932+6 9.329081-9 8.681782+6 9.231440-9 8.839633+6 8.924372-91425 6 5 2027 8.997483+6 8.565990-9 9.155334+6 8.287335-9 9.313184+6 8.099135-91425 6 5 2028 9.471035+6 7.567393-9 9.628886+6 7.722179-9 9.786736+6 8.504286-91425 6 5 2029 9.944587+6 8.691339-9 1.010244+7 6.390305-9 1.026029+7 6.617457-91425 6 5 2030 1.041814+7 5.692637-9 1.057599+7 1.886161-9 1.073384+7 1.009834-81425 6 5 2031 1.089169+7 8.168477-9 1.104954+7 5.970286-9 1.120739+7 2.810275-81425 6 5 2032 1.136524+7 2.085109-8 1.152309+7 4.757344-9 1.168094+7 1.490710-81425 6 5 2033 1.183879+7 9.488737-9 1.199664+7 0.0 1.215449+7 0.0 1425 6 5 2034 1.231235+7 0.0 1.247020+7 0.0 1.262805+7 0.0 1425 6 5 2035 1.278590+7 2.804591-9 1.294375+7 2.054333-9 1.310160+7 0.0 1425 6 5 2036 1.325945+7 7.261863-9 1.341730+7 3.573989-9 1.357515+7 0.0 1425 6 5 2037 1.373300+7 0.0 1.389085+7 0.0 1.404870+7 0.0 1425 6 5 2038 1.420655+7 0.0 1.436440+7 0.0 1.452225+7 0.0 1425 6 5 2039 1.468010+7 0.0 1.483795+7 0.0 1.499581+7 0.0 1425 6 5 2040 1.515366+7 0.0 1.531151+7 0.0 1.546936+7 0.0 1425 6 5 2041 1.562721+7 0.0 1.578506+7 1.059660-8 1.594291+7 3.655204-81425 6 5 2042 1.610076+7 1.507891-9 1.625861+7 0.0 1.641646+7 0.0 1425 6 5 2043 1.657431+7 0.0 1.673216+7 0.0 1.689001+7 0.0 1425 6 5 2044 1.704786+7 0.0 1.720571+7 0.0 1.736356+7 8.55864-111425 6 5 2045 1.752141+7 1.97403-10 1.767927+7 8.56839-11 1.783712+7 0.0 1425 6 5 2046 1.799497+7 0.0 1.815282+7 0.0 1.831067+7 0.0 1425 6 5 2047 1.846852+7 0.0 1.862637+7 0.0 1.878422+7 0.0 1425 6 5 2048 1.894207+7 0.0 1.925777+7 0.0 1.957347+7 0.0 1425 6 5 2049 1.988917+7 0.0 2.000001+7 0.0 1425 6 5 2050 0.0 -6.427876-1 0 0 1 1251425 6 5 2051 125 1 1425 6 5 2052 0.0 3.051796-8 1.578506+5 3.778675-8 3.157012+5 4.722928-81425 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