JENDL-5 Y-89 pointwise at 0K 0 0 0 0 3.908900+4 8.814210+1 2 0 6 13925 1451 1 0.000000+0 0.000000+0 0 0 0 63925 1451 2 1.000000+0 2.000000+8 0 0 10 53925 1451 3 0.000000+0 0.000000+0 1 0 400 1203925 1451 4 39-Y - 89 JAEA EVAL-Apr21 A.Ichihara, K.Shibata, S.Kunieda+3925 1451 5 DIST-DEC21 20210401 3925 1451 6 ----JENDL-5 MATERIAL 3925 3925 1451 7 -----INCIDENT NEUTRON DATA 3925 1451 8 ------ENDF-6 FORMAT 3925 1451 9 3925 1451 10 History 3925 1451 11 09-10 The data above the neutron energy 100 keV were calculated 3925 1451 12 by A.Ichihara et al./1/ 3925 1451 13 Resolved resonance parameters were evaluated by T.Murata. 3925 1451 14 09-10 Compiled by A.Ichihara. 3925 1451 15 21-04 Resonance paramters were added by N.Iwamoto 3925 1451 16 21-11 revised by O.Iwamoto 3925 1451 17 (MF8/MT4,16,22,28,32,102-107) JENDL/AD-2017 adopted 3925 1451 18 (MF9/MT102) JENDL/AD-2017 adopted 3925 1451 19 (MF10/MT4,32,105) JENDL/AD-2017 based 3925 1451 20 21-11 above 20 MeV, JENDL/ImPACT-2018 merged by O.Iwamoto 3925 1451 21 21-11 (MF6/MT5) recoil spectrum added by O.Iwamoto 3925 1451 22 3925 1451 23 3925 1451 24 MF= 1 General information 3925 1451 25 MT=451 Descriptive data and directory 3925 1451 26 3925 1451 27 MF= 2 Resonance parameters 3925 1451 28 MT=151 Resolved and unresolved resoannce parameters 3925 1451 29 Resolved resonance region (Reich-Moore formula): below 100 keV3925 1451 30 Based on the neutron widths measured by Agrawal et al./2/ 3925 1451 31 and the capture widths measured by Boldeman et al./3/ 3925 1451 32 In JENDL-5, resonance parameters at 19.7 eV was added from 3925 1451 33 Ref. /4/ with assumed J=0. 3925 1451 34 3925 1451 35 MT=151 Unresolved resonance region : 100 keV - 200 keV 3925 1451 36 The unresolved resonance parameters were calculated using 3925 1451 37 the ASREP code/5/. 3925 1451 38 The parameters should be used only for self-shielding 3925 1451 39 calculation. 3925 1451 40 3925 1451 41 Thermal cross sections and resonance integrals at 300 K 3925 1451 42 ---------------------------------------------------------- 3925 1451 43 0.0253 eV res. integ. (*) 3925 1451 44 (barns) (barns) 3925 1451 45 ---------------------------------------------------------- 3925 1451 46 Total 8.9394E+00 3925 1451 47 Elastic 7.6555E+00 3925 1451 48 n,gamma 1.2839E+00 8.6261E-01 3925 1451 49 ---------------------------------------------------------- 3925 1451 50 (*) Integrated from 0.5 eV to 10 MeV. 3925 1451 51 3925 1451 52 MF= 3 Neutron cross sections 3925 1451 53 MT= 1 Total cross section 3925 1451 54 Calculated with POD code /6/. 3925 1451 55 3925 1451 56 MT= 2 Elastic scattering cross section 3925 1451 57 Calculated as (total - sum of partial cross sections). 3925 1451 58 3925 1451 59 MT= 3 Non-elastic cross section 3925 1451 60 Calculated as sum of partial cross sections. 3925 1451 61 3925 1451 62 MT= 4,51-91 (n,n') cross section 3925 1451 63 Calculated with POD code /6/. 3925 1451 64 3925 1451 65 MT= 16 (n,2n) cross section 3925 1451 66 Calculated with POD code /6/. 3925 1451 67 3925 1451 68 MT= 22 (n,na) cross section 3925 1451 69 Calculated with POD code /6/. 3925 1451 70 3925 1451 71 MT= 28 (n,np) cross section 3925 1451 72 Calculated with POD code /6/. 3925 1451 73 3925 1451 74 MT= 32 (n,nd) cross section 3925 1451 75 Calculated with POD code /6/. 3925 1451 76 3925 1451 77 MT=102 Capture cross section 3925 1451 78 Calculated with POD code /6/. 3925 1451 79 The strength function was normalized to obtain 10.6 mb 3925 1451 80 at neutron energy 100 keV /1/. 3925 1451 81 3925 1451 82 MT=103 (n,p) cross section 3925 1451 83 Calculated with POD code /6/. 3925 1451 84 3925 1451 85 MT=104 (n,d) cross section 3925 1451 86 Calculated with POD code /6/. 3925 1451 87 3925 1451 88 MT=105 (n,t) cross section 3925 1451 89 Calculated with POD code /6/. 3925 1451 90 3925 1451 91 MT=106 (n,He3) cross section 3925 1451 92 Calculated with POD code /6/. 3925 1451 93 3925 1451 94 MT=107 (n,a) cross section 3925 1451 95 Calculated with POD code /6/. 3925 1451 96 3925 1451 97 MT=203 (n,xp) cross section 3925 1451 98 Calculated with POD code /6/. 3925 1451 99 3925 1451 100 MT=204 (n,xd) cross section 3925 1451 101 Calculated with POD code /6/. 3925 1451 102 3925 1451 103 MT=205 (n,xt) cross section 3925 1451 104 Calculated with POD code /6/. 3925 1451 105 3925 1451 106 MT=206 (n,xHe3) cross section 3925 1451 107 Calculated with POD code /6/. 3925 1451 108 3925 1451 109 MT=207 (n,xa) cross section 3925 1451 110 Calculated with POD code /6/. 3925 1451 111 3925 1451 112 MF= 4 Angular distributions of emitted neutrons 3925 1451 113 MT= 2 Elastic scattering 3925 1451 114 Calculated with POD code /6/. 3925 1451 115 3925 1451 116 MF= 6 Energy-angle distributions of emitted particles 3925 1451 117 MT= 16 (n,2n) reaction 3925 1451 118 Neutron spectra calculated with POD/6/. 3925 1451 119 3925 1451 120 MT= 22 (n,na) reaction 3925 1451 121 Neutron spectra calculated with POD/6/. 3925 1451 122 3925 1451 123 MT= 28 (n,np) reaction 3925 1451 124 Neutron spectra calculated with POD/6/. 3925 1451 125 3925 1451 126 MT= 32 (n,nd) reaction 3925 1451 127 Neutron spectra calculated with POD/6/. 3925 1451 128 3925 1451 129 MT= 51 (n,n') reaction 3925 1451 130 Neutron angular distributions calculated with POD/6/. 3925 1451 131 3925 1451 132 MT= 52 (n,n') reaction 3925 1451 133 Neutron angular distributions calculated with POD/6/. 3925 1451 134 3925 1451 135 MT= 53 (n,n') reaction 3925 1451 136 Neutron angular distributions calculated with POD/6/. 3925 1451 137 3925 1451 138 MT= 54 (n,n') reaction 3925 1451 139 Neutron angular distributions calculated with POD/6/. 3925 1451 140 3925 1451 141 MT= 55 (n,n') reaction 3925 1451 142 Neutron angular distributions calculated with POD/6/. 3925 1451 143 3925 1451 144 MT= 56 (n,n') reaction 3925 1451 145 Neutron angular distributions calculated with POD/6/. 3925 1451 146 3925 1451 147 MT= 57 (n,n') reaction 3925 1451 148 Neutron angular distributions calculated with POD/6/. 3925 1451 149 3925 1451 150 MT= 58 (n,n') reaction 3925 1451 151 Neutron angular distributions calculated with POD/6/. 3925 1451 152 3925 1451 153 MT= 59 (n,n') reaction 3925 1451 154 Neutron angular distributions calculated with POD/6/. 3925 1451 155 3925 1451 156 MT= 60 (n,n') reaction 3925 1451 157 Neutron angular distributions calculated with POD/6/. 3925 1451 158 3925 1451 159 MT= 61 (n,n') reaction 3925 1451 160 Neutron angular distributions calculated with POD/6/. 3925 1451 161 3925 1451 162 MT= 62 (n,n') reaction 3925 1451 163 Neutron angular distributions calculated with POD/6/. 3925 1451 164 3925 1451 165 MT= 63 (n,n') reaction 3925 1451 166 Neutron angular distributions calculated with POD/6/. 3925 1451 167 3925 1451 168 MT= 64 (n,n') reaction 3925 1451 169 Neutron angular distributions calculated with POD/6/. 3925 1451 170 3925 1451 171 MT= 65 (n,n') reaction 3925 1451 172 Neutron angular distributions calculated with POD/6/. 3925 1451 173 3925 1451 174 MT= 66 (n,n') reaction 3925 1451 175 Neutron angular distributions calculated with POD/6/. 3925 1451 176 3925 1451 177 MT= 67 (n,n') reaction 3925 1451 178 Neutron angular distributions calculated with POD/6/. 3925 1451 179 3925 1451 180 MT= 68 (n,n') reaction 3925 1451 181 Neutron angular distributions calculated with POD/6/. 3925 1451 182 3925 1451 183 MT= 69 (n,n') reaction 3925 1451 184 Neutron angular distributions calculated with POD/6/. 3925 1451 185 3925 1451 186 MT= 70 (n,n') reaction 3925 1451 187 Neutron angular distributions calculated with POD/6/. 3925 1451 188 3925 1451 189 MT= 71 (n,n') reaction 3925 1451 190 Neutron angular distributions calculated with POD/6/. 3925 1451 191 3925 1451 192 MT= 72 (n,n') reaction 3925 1451 193 Neutron angular distributions calculated with POD/6/. 3925 1451 194 3925 1451 195 MT= 73 (n,n') reaction 3925 1451 196 Neutron angular distributions calculated with POD/6/. 3925 1451 197 3925 1451 198 MT= 74 (n,n') reaction 3925 1451 199 Neutron angular distributions calculated with POD/6/. 3925 1451 200 3925 1451 201 MT= 75 (n,n') reaction 3925 1451 202 Neutron angular distributions calculated with POD/6/. 3925 1451 203 3925 1451 204 MT= 76 (n,n') reaction 3925 1451 205 Neutron angular distributions calculated with POD/6/. 3925 1451 206 3925 1451 207 MT= 77 (n,n') reaction 3925 1451 208 Neutron angular distributions calculated with POD/6/. 3925 1451 209 3925 1451 210 MT= 78 (n,n') reaction 3925 1451 211 Neutron angular distributions calculated with POD/6/. 3925 1451 212 3925 1451 213 MT= 79 (n,n') reaction 3925 1451 214 Neutron angular distributions calculated with POD/6/. 3925 1451 215 3925 1451 216 MT= 80 (n,n') reaction 3925 1451 217 Neutron angular distributions calculated with POD/6/. 3925 1451 218 3925 1451 219 MT= 81 (n,n') reaction 3925 1451 220 Neutron angular distributions calculated with POD/6/. 3925 1451 221 3925 1451 222 MT= 82 (n,n') reaction 3925 1451 223 Neutron angular distributions calculated with POD/6/. 3925 1451 224 3925 1451 225 MT= 83 (n,n') reaction 3925 1451 226 Neutron angular distributions calculated with POD/6/. 3925 1451 227 3925 1451 228 MT= 91 (n,n') reaction 3925 1451 229 Neutron spectra calculated with POD/6/. 3925 1451 230 3925 1451 231 MT= 203 (n,xp) reaction 3925 1451 232 Proton spectra calculated with POD/6/. 3925 1451 233 3925 1451 234 MT= 204 (n,xd) reaction 3925 1451 235 Deuteron spectra calculated with POD/6/. 3925 1451 236 3925 1451 237 MT= 205 (n,xt) reaction 3925 1451 238 Triton spectra calculated with POD/6/. 3925 1451 239 3925 1451 240 MT= 206 (n,xHe3) reaction 3925 1451 241 He3 spectra calculated with POD/6/. 3925 1451 242 3925 1451 243 MT= 207 (n,xa) reaction 3925 1451 244 Alpha spectra calculated with POD/6/. 3925 1451 245 3925 1451 246 MF=12 Gamma-ray multiplicities 3925 1451 247 MT= 3 Non-elastic gamma emission 3925 1451 248 Calculated with POD code /6/. 3925 1451 249 3925 1451 250 MF=14 Gamma-ray angular distributions 3925 1451 251 MT= 3 Non-elastic gamma emission 3925 1451 252 Assumed to be isotropic. 3925 1451 253 3925 1451 254 MF=15 Gamma-ray spectra 3925 1451 255 MT= 3 Non-elastic gamma emission 3925 1451 256 Calculated with POD code /6/. 3925 1451 257 3925 1451 258 3925 1451 259 3925 1451 260 *************************************************************** 3925 1451 261 * Nuclear Model Calculations with POD Code /6/ * 3925 1451 262 *************************************************************** 3925 1451 263 1. Theoretical models 3925 1451 264 The POD code is based on the spherical optical model, the 3925 1451 265 distorted-wave Born approximaiton (DWBA), one-component exciton 3925 1451 266 preequilibrium model, and the Hauser-Feshbach-Moldauer statis- 3925 1451 267 tical model. With the preequilibrim model, semi-empirical 3925 1451 268 pickup and knockout process can be taken into account for 3925 1451 269 composite-particle emission. The gamma-ray emission from the 3925 1451 270 compound nucleus can be calculated within the framework of the 3925 1451 271 exciton model. The code is capable of reading in particle 3925 1451 272 transmission coefficients calculated by separate spherical or 3925 1451 273 coupled-channel optical model code. 3925 1451 274 3925 1451 275 2. Optical model parameters 3925 1451 276 Neutrons: 3925 1451 277 Koning and Delaroche /7/ 3925 1451 278 Protons: 3925 1451 279 Koning and Delaroche /7/ 3925 1451 280 The radius parameter r_V = 1.25 fm was used in the calculation. 3925 1451 281 Deuterons: 3925 1451 282 Lohr and Haeberli /8/ 3925 1451 283 Tritons: 3925 1451 284 Becchetti and Greenlees /9/ 3925 1451 285 He-3: 3925 1451 286 Becchetti and Greenlees /9/ 3925 1451 287 Alphas: 3925 1451 288 Lemos /10/ potentials modified by Arthur and Young /11/. 3925 1451 289 The radius parameters r_V = r_I = 1.40 fm were used in the 3925 1451 290 calculation. 3925 1451 291 3925 1451 292 3. Level scheme of Y - 89 3925 1451 293 Nuclear discrete levels were obtained from RIPL-2/12/. 3925 1451 294 Contribution of the direct process was calculated by DWBA 3925 1451 295 for the levels marked with '*'. 3925 1451 296 ------------------------------------------------ 3925 1451 297 No. Ex(MeV) J PI DWBA 3925 1451 298 ------------------------------------------------ 3925 1451 299 0 0.00000 1/2 - 3925 1451 300 1 0.90897 9/2 + 3925 1451 301 2 1.50726 3/2 - * (l=2, beta=0.0470) 3925 1451 302 3 1.74457 5/2 - * (l=2, beta=0.0577) 3925 1451 303 4 2.22239 5/2 + * (l=3, beta=0.1001) 3925 1451 304 5 2.52987 7/2 + * (l=3, beta=0.1023) 3925 1451 305 6 2.56624 11/2 + 3925 1451 306 7 2.62204 9/2 + 3925 1451 307 8 2.87180 7/2 + 3925 1451 308 9 2.88120 3/2 - 3925 1451 309 10 2.89470 13/2 + 3925 1451 310 11 3.06760 3/2 - 3925 1451 311 12 3.10706 5/2 - 3925 1451 312 13 3.13890 5/2 - 3925 1451 313 14 3.24750 1/2 + 3925 1451 314 15 3.34308 13/2 + 3925 1451 315 16 3.41050 5/2 + 3925 1451 316 17 3.45120 5/2 + 3925 1451 317 18 3.50360 1/2 - 3925 1451 318 19 3.51560 5/2 - 3925 1451 319 20 3.55710 7/2 - 3925 1451 320 21 3.56000 1/2 + 3925 1451 321 22 3.62100 5/2 - 3925 1451 322 23 3.63030 11/2 + 3925 1451 323 24 3.71530 5/2 + 3925 1451 324 25 3.74770 11/2 + 3925 1451 325 26 3.75270 5/2 + 3925 1451 326 27 3.84810 7/2 - 3925 1451 327 28 3.86230 5/2 - 3925 1451 328 29 3.92400 7/2 - 3925 1451 329 30 3.97690 9/2 + 3925 1451 330 31 3.99160 3/2 - 3925 1451 331 32 4.01530 1/2 + 3925 1451 332 33 4.02280 5/2 - 3925 1451 333 ------------------------------------------------ 3925 1451 334 Levels above 4.03280 MeV are assumed to be continuous. 3925 1451 335 3925 1451 336 4. Level density parameters 3925 1451 337 Energy-dependent parameters of Mengoni-Nakajima /13/ were used 3925 1451 338 --------------------------------------------------- 3925 1451 339 Nuclei a* Pair T E0 Ematch Elv_max 3925 1451 340 1/MeV MeV MeV MeV MeV MeV 3925 1451 341 --------------------------------------------------- 3925 1451 342 Y - 90 10.454 0.000 0.865 -0.779 4.677 2.624 3925 1451 343 Y - 89 11.127 1.272 0.682 1.455 3.665 4.023 3925 1451 344 Y - 88 11.494 0.000 0.820 -1.352 5.191 1.596 3925 1451 345 Sr- 89 10.953 1.272 0.720 1.044 4.474 4.050 3925 1451 346 Sr- 88 11.473 2.558 0.785 1.929 6.625 5.199 3925 1451 347 Sr- 87 12.365 1.287 0.727 0.097 5.814 3.136 3925 1451 348 Rb- 87 10.916 1.287 0.895 -0.274 7.103 3.099 3925 1451 349 Rb- 86 9.930 0.000 0.984 -2.108 6.936 2.025 3925 1451 350 Rb- 85 10.704 1.302 0.909 -1.411 8.601 2.088 3925 1451 351 --------------------------------------------------- 3925 1451 352 3925 1451 353 5. Gamma-ray strength functions 3925 1451 354 M1, E2: Standard Lorentzian (SLO) 3925 1451 355 E1 : Standard Lorentzian (SLO) /14/ 3925 1451 356 The position and width parameters in the E1 3925 1451 357 radiation were taken from the tabulation of 3925 1451 358 Dietrich and Berman/15/. 3925 1451 359 3925 1451 360 6. Preequilibrium process 3925 1451 361 Preequilibrium is on for n, p, d, t, He-3, and alpha. 3925 1451 362 3925 1451 363 The single particle state density parameters were 3925 1451 364 6.923, 4.41, 5.50, 8.71, 6.383, 7.508, 6.359 MeV^(-1) 3925 1451 365 for Y-90, Y-89, Sr-89, Rb-86, Sr-88, Sr-87, and Rb-87. 3925 1451 366 3925 1451 367 Effects of the particle pickup (and knockout for alpha) were 3925 1451 368 estimated using the semi-empirical formulas by Kalbach/16/. 3925 1451 369 These components were multiplied by a factor of two and 3925 1451 370 added to the statistical model calculation. 3925 1451 371 3925 1451 372 Preequilibrium capture is on (the parameters were obtained 3925 1451 373 from /15/). 3925 1451 374 3925 1451 375 References 3925 1451 376 1) A.Ichihara et al., J.Nucl.Sci.Technol. 46, 252 (2009). 3925 1451 377 2) H.M.Agrawal et al., Nucl. Phys., A501, 18 (1989). 3925 1451 378 3) J.W.Boldeman et al., Nucl. Sci. Eng., 64, 744 (1977). 3925 1451 379 4) T.Katabuchi et al., Eur. Phys. J. A57, 4 (2021). 3925 1451 380 5) Y.Kikuchi et al., JAERI-Data/Code 99-025 (1999) 3925 1451 381 [in Japanese]. 3925 1451 382 6) A.Ichihara et al., JAEA-Data/Code 2007-012 (2007). 3925 1451 383 7) A.J.Koning, J.P.Delaroche, Nucl. Phys. A713, 231 (2003). 3925 1451 384 8) J.M.Lohr, W.Haeberli, Nucl. Phys. A232, 381 (1974). 3925 1451 385 9) F.D.Becchetti,Jr., G.W.Greenlees, Polarization 3925 1451 386 Phenomena in Nuclear Reactions, p.682, The University 3925 1451 387 of Wisconsin Press (1971). 3925 1451 388 10) O.F.Lemos, Orsay Report, Series A, No.136 (1972). 3925 1451 389 11) E.D.Arthur, P.G.Young, LA-8626-MS (1980). 3925 1451 390 12) T.Belgya et al., IAEA-TECDOC-1506 (2006). 3925 1451 391 13) A.Mengoni, Y.Nakajima, J. Nucl. Sci. Technol. 31, 151 3925 1451 392 (1994). 3925 1451 393 14) M.Brink, Ph.D thesis, Oxford University, 1955. 3925 1451 394 15) S.S.Dietrich, B.L.Berman, Atom. Data Nucl. Data Tables, 3925 1451 395 38, 199 (1988). 3925 1451 396 16) C.Kalbach, Z. Phys. A283, 401 (1977). 3925 1451 397 3925 1451 398 ***************** Program LINEAR (VERSION 2021-1) ***************3925 1451 399 For All Data Greater than 1.0000E-30 barns in Absolute Value 3925 1451 400 Data Linearized to Within an Accuracy of .100000000 per-cent 3925 1451 401 ***************** Program RECENT (VERSION 2021-1) ***************3925 1451 402 for All Data Greater than 1.0000E-30 barns in Absolute Value 3925 1451 403 Data Linearized to within an Accuracy of .100000000 per-cent 3925 1451 404 1 451 518 03925 1451 405 2 151 795 03925 1451 406 3 1 56 13925 1451 407 3 2 56 13925 1451 408 3 3 43 13925 1451 409 3 4 32 13925 1451 410 3 5 18 03925 1451 411 3 16 7 13925 1451 412 3 22 7 13925 1451 413 3 28 8 13925 1451 414 3 32 5 13925 1451 415 3 51 21 13925 1451 416 3 52 19 13925 1451 417 3 53 19 13925 1451 418 3 54 17 13925 1451 419 3 55 16 13925 1451 420 3 56 16 13925 1451 421 3 57 16 13925 1451 422 3 58 15 13925 1451 423 3 59 15 13925 1451 424 3 60 15 13925 1451 425 3 61 14 13925 1451 426 3 62 14 13925 1451 427 3 63 14 13925 1451 428 3 64 14 13925 1451 429 3 65 13 13925 1451 430 3 66 13 13925 1451 431 3 67 13 13925 1451 432 3 68 13 13925 1451 433 3 69 13 13925 1451 434 3 70 13 13925 1451 435 3 71 12 13925 1451 436 3 72 12 13925 1451 437 3 73 12 13925 1451 438 3 74 12 13925 1451 439 3 75 12 13925 1451 440 3 76 12 13925 1451 441 3 77 12 13925 1451 442 3 78 11 13925 1451 443 3 79 11 13925 1451 444 3 80 11 13925 1451 445 3 81 11 13925 1451 446 3 82 11 13925 1451 447 3 83 11 13925 1451 448 3 91 11 13925 1451 449 3 102 25 13925 1451 450 3 103 12 13925 1451 451 3 104 9 13925 1451 452 3 105 7 13925 1451 453 3 106 6 13925 1451 454 3 107 10 13925 1451 455 3 203 12 13925 1451 456 3 204 10 13925 1451 457 3 205 7 13925 1451 458 3 206 6 13925 1451 459 3 207 11 13925 1451 460 4 2 1622 13925 1451 461 6 5 123519 03925 1451 462 6 16 279 13925 1451 463 6 22 168 13925 1451 464 6 28 428 13925 1451 465 6 32 46 13925 1451 466 6 51 97 13925 1451 467 6 52 168 13925 1451 468 6 53 160 13925 1451 469 6 54 140 13925 1451 470 6 55 128 13925 1451 471 6 56 55 13925 1451 472 6 57 60 13925 1451 473 6 58 59 13925 1451 474 6 59 61 13925 1451 475 6 60 52 13925 1451 476 6 61 58 13925 1451 477 6 62 54 13925 1451 478 6 63 54 13925 1451 479 6 64 57 13925 1451 480 6 65 50 13925 1451 481 6 66 50 13925 1451 482 6 67 50 13925 1451 483 6 68 55 13925 1451 484 6 69 49 13925 1451 485 6 70 49 13925 1451 486 6 71 54 13925 1451 487 6 72 49 13925 1451 488 6 73 48 13925 1451 489 6 74 48 13925 1451 490 6 75 48 13925 1451 491 6 76 48 13925 1451 492 6 77 48 13925 1451 493 6 78 48 13925 1451 494 6 79 48 13925 1451 495 6 80 46 13925 1451 496 6 81 50 13925 1451 497 6 82 51 13925 1451 498 6 83 46 13925 1451 499 6 91 831 13925 1451 500 6 203 965 13925 1451 501 6 204 574 13925 1451 502 6 205 247 13925 1451 503 6 206 132 13925 1451 504 6 207 697 13925 1451 505 8 4 2 03925 1451 506 8 5 256 03925 1451 507 8 16 2 03925 1451 508 8 22 2 03925 1451 509 8 28 2 03925 1451 510 8 32 3 03925 1451 511 8 102 3 03925 1451 512 8 103 2 03925 1451 513 8 104 2 03925 1451 514 8 105 3 03925 1451 515 8 106 2 03925 1451 516 8 107 2 03925 1451 517 9 102 49 03925 1451 518 10 4 17 03925 1451 519 10 32 9 03925 1451 520 10 105 13 03925 1451 521 12 3 24 13925 1451 522 14 3 1 13925 1451 523 15 3 2524 13925 1451 524 3925 1 099999 3925 0 0 0 3.908900+4 8.814210+1 0 0 1 03925 2151 1 3.908900+4 1.000000+0 0 0 2 03925 2151 2 1.000000-5 1.000000+5 1 3 0 03925 2151 3 5.000000-1 6.700000-1 0 0 2 23925 2151 4 8.814210+1 0.000000+0 0 0 900 1503925 2151 5 -2.510000+2 1.000000+0 3.280000+0 1.240000-1 0.000000+0 0.000000+03925 2151 6 2.599000+3 1.000000+0 1.000000+0 1.277000-1 0.000000+0 0.000000+03925 2151 7 3.383000+3 1.000000+0 7.900000-1 5.620000-2 0.000000+0 0.000000+03925 2151 8 7.483000+3 0.000000+0 6.540000-1 1.162000-1 0.000000+0 0.000000+03925 2151 9 9.740000+3 1.000000+0 1.350000+0 1.253000-1 0.000000+0 0.000000+03925 2151 10 1.159200+4 0.000000+0 6.200000+1 1.600000-1 0.000000+0 0.000000+03925 2151 11 1.378400+4 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7.455711+3 4.706373+0 7.456102+3 4.703361+03925 3 1 1822 7.456492+3 4.700267+0 7.456883+3 4.697089+0 7.457273+3 4.693823+03925 3 1 1823 7.457664+3 4.690464+0 7.458054+3 4.687010+0 7.458444+3 4.683455+03925 3 1 1824 7.458835+3 4.679796+0 7.459225+3 4.676027+0 7.459616+3 4.672144+03925 3 1 1825 7.460006+3 4.668142+0 7.460397+3 4.664015+0 7.460787+3 4.659756+03925 3 1 1826 7.461178+3 4.655361+0 7.461568+3 4.650821+0 7.461871+3 4.647202+03925 3 1 1827 7.462173+3 4.643488+0 7.462476+3 4.639677+0 7.462778+3 4.635764+03925 3 1 1828 7.463080+3 4.631745+0 7.463383+3 4.627616+0 7.463685+3 4.623372+03925 3 1 1829 7.463988+3 4.619009+0 7.464290+3 4.614521+0 7.464592+3 4.609902+03925 3 1 1830 7.464895+3 4.605149+0 7.465197+3 4.600253+0 7.465500+3 4.595210+03925 3 1 1831 7.465802+3 4.590012+0 7.466104+3 4.584652+0 7.466407+3 4.579123+03925 3 1 1832 7.466641+3 4.574722+0 7.466875+3 4.570211+0 7.467109+3 4.565585+03925 3 1 1833 7.467343+3 4.560841+0 7.467577+3 4.555973+0 7.467811+3 4.550979+03925 3 1 1834 7.468045+3 4.545851+0 7.468280+3 4.540585+0 7.468514+3 4.535176+03925 3 1 1835 7.468748+3 4.529618+0 7.468982+3 4.523905+0 7.469216+3 4.518031+03925 3 1 1836 7.469450+3 4.511988+0 7.469684+3 4.505770+0 7.469918+3 4.499369+03925 3 1 1837 7.470152+3 4.492778+0 7.470334+3 4.487538+0 7.470515+3 4.482175+03925 3 1 1838 7.470696+3 4.476685+0 7.470877+3 4.471063+0 7.471059+3 4.465305+03925 3 1 1839 7.471240+3 4.459406+0 7.471421+3 4.453362+0 7.471603+3 4.447167+03925 3 1 1840 7.471784+3 4.440816+0 7.471965+3 4.434304+0 7.472146+3 4.427625+03925 3 1 1841 7.472328+3 4.420773+0 7.472509+3 4.413742+0 7.472690+3 4.406525+03925 3 1 1842 7.472872+3 4.399116+0 7.473053+3 4.391509+0 7.473193+3 4.385479+03925 3 1 1843 7.473334+3 4.379323+0 7.473474+3 4.373036+0 7.473614+3 4.366616+03925 3 1 1844 7.473754+3 4.360058+0 7.473895+3 4.353359+0 7.474035+3 4.346516+03925 3 1 1845 7.474175+3 4.339524+0 7.474316+3 4.332380+0 7.474456+3 4.325080+03925 3 1 1846 7.474596+3 4.317620+0 7.474737+3 4.309996+0 7.474877+3 4.302205+03925 3 1 1847 7.475017+3 4.294242+0 7.475158+3 4.286105+0 7.475298+3 4.277789+03925 3 1 1848 7.475407+3 4.271225+0 7.475515+3 4.264551+0 7.475624+3 4.257765+03925 3 1 1849 7.475733+3 4.250866+0 7.475841+3 4.243854+0 7.475950+3 4.236728+03925 3 1 1850 7.476059+3 4.229486+0 7.476167+3 4.222130+0 7.476276+3 4.214658+03925 3 1 1851 7.476385+3 4.207071+0 7.476493+3 4.199371+0 7.476602+3 4.191558+03925 3 1 1852 7.476711+3 4.183635+0 7.476819+3 4.175605+0 7.476928+3 4.167470+03925 3 1 1853 7.477037+3 4.159236+0 7.477118+3 4.152999+0 7.477200+3 4.146713+03925 3 1 1854 7.477281+3 4.140380+0 7.477363+3 4.134003+0 7.477444+3 4.127588+03925 3 1 1855 7.477526+3 4.121139+0 7.477607+3 4.114662+0 7.477688+3 4.108162+03925 3 1 1856 7.477770+3 4.101649+0 7.477851+3 4.095129+0 7.477933+3 4.088612+03925 3 1 1857 7.478014+3 4.082109+0 7.478096+3 4.075633+0 7.478177+3 4.069195+03925 3 1 1858 7.478259+3 4.062813+0 7.478340+3 4.056504+0 7.478417+3 4.050624+03925 3 1 1859 7.478494+3 4.044846+0 7.478571+3 4.039190+0 7.478648+3 4.033680+03925 3 1 1860 7.478725+3 4.028343+0 7.478802+3 4.023209+0 7.478879+3 4.018312+03925 3 1 1861 7.478956+3 4.013689+0 7.479033+3 4.009384+0 7.479110+3 4.005446+03925 3 1 1862 7.479188+3 4.001928+0 7.479265+3 3.998893+0 7.479342+3 3.996411+03925 3 1 1863 7.479419+3 3.994561+0 7.479496+3 3.993433+0 7.479573+3 3.993131+03925 3 1 1864 7.479650+3 3.993771+0 7.479727+3 3.995487+0 7.479804+3 3.998431+03925 3 1 1865 7.479881+3 4.002778+0 7.479958+3 4.008730+0 7.480035+3 4.016518+03925 3 1 1866 7.480112+3 4.026409+0 7.480150+3 4.032238+0 7.480189+3 4.038712+03925 3 1 1867 7.480227+3 4.045878+0 7.480266+3 4.053785+0 7.480304+3 4.062489+03925 3 1 1868 7.480343+3 4.072047+0 7.480381+3 4.082523+0 7.480420+3 4.093984+03925 3 1 1869 7.480458+3 4.106505+0 7.480497+3 4.120167+0 7.480535+3 4.135056+03925 3 1 1870 7.480574+3 4.151267+0 7.480624+3 4.174489+0 7.480674+3 4.200369+03925 3 1 1871 7.480705+3 4.217736+0 7.480736+3 4.236285+0 7.480766+3 4.256094+03925 3 1 1872 7.480797+3 4.277244+0 7.480828+3 4.299824+0 7.480859+3 4.323928+03925 3 1 1873 7.480890+3 4.349657+0 7.480920+3 4.377123+0 7.480951+3 4.406444+03925 3 1 1874 7.480982+3 4.437747+0 7.481013+3 4.471171+0 7.481044+3 4.506865+03925 3 1 1875 7.481075+3 4.544990+0 7.481105+3 4.585723+0 7.481136+3 4.629251+03925 3 1 1876 7.481167+3 4.675783+0 7.481198+3 4.725540+0 7.481229+3 4.778766+03925 3 1 1877 7.481259+3 4.835726+0 7.481290+3 4.896709+0 7.481321+3 4.962029+03925 3 1 1878 7.481352+3 5.032030+0 7.481383+3 5.107088+0 7.481413+3 5.187615+03925 3 1 1879 7.481444+3 5.274061+0 7.481475+3 5.366922+0 7.481506+3 5.466742+03925 3 1 1880 7.481537+3 5.574120+0 7.481567+3 5.689716+0 7.481598+3 5.814258+03925 3 1 1881 7.481629+3 5.948550+0 7.481660+3 6.093483+0 7.481691+3 6.250044+03925 3 1 1882 7.481721+3 6.419327+0 7.481752+3 6.602551+0 7.481783+3 6.801071+03925 3 1 1883 7.481814+3 7.016397+0 7.481845+3 7.250218+0 7.481876+3 7.504421+03925 3 1 1884 7.481906+3 7.781120+0 7.481937+3 8.082689+0 7.481968+3 8.411792+03925 3 1 1885 7.481999+3 8.771432+0 7.482014+3 8.963743+0 7.482030+3 9.164989+03925 3 1 1886 7.482045+3 9.375660+0 7.482060+3 9.596279+0 7.482076+3 9.827401+03925 3 1 1887 7.482091+3 1.006962+1 7.482107+3 1.032355+1 7.482122+3 1.058988+13925 3 1 1888 7.482137+3 1.086930+1 7.482153+3 1.116258+1 7.482168+3 1.147053+13925 3 1 1889 7.482184+3 1.179400+1 7.482199+3 1.213390+1 7.482214+3 1.249121+13925 3 1 1890 7.482230+3 1.286696+1 7.482245+3 1.326225+1 7.482261+3 1.367827+13925 3 1 1891 7.482276+3 1.411624+1 7.482291+3 1.457751+1 7.482307+3 1.506348+13925 3 1 1892 7.482322+3 1.557564+1 7.482338+3 1.611559+1 7.482353+3 1.668501+13925 3 1 1893 7.482368+3 1.728568+1 7.482384+3 1.791947+1 7.482399+3 1.858838+13925 3 1 1894 7.482415+3 1.929450+1 7.482430+3 2.004002+1 7.482445+3 2.082725+13925 3 1 1895 7.482461+3 2.165856+1 7.482476+3 2.253647+1 7.482492+3 2.346354+13925 3 1 1896 7.482507+3 2.444241+1 7.482522+3 2.547578+1 7.482538+3 2.656637+13925 3 1 1897 7.482553+3 2.771690+1 7.482569+3 2.893004+1 7.482584+3 3.020839+13925 3 1 1898 7.482599+3 3.155437+1 7.482615+3 3.297021+1 7.482630+3 3.445780+13925 3 1 1899 7.482646+3 3.601867+1 7.482661+3 3.765379+1 7.482677+3 3.936348+13925 3 1 1900 7.482692+3 4.114726+1 7.482707+3 4.300368+1 7.482738+3 4.692264+13925 3 1 1901 7.482769+3 5.108217+1 7.482800+3 5.541650+1 7.482831+3 5.982730+13925 3 1 1902 7.482846+3 6.202115+1 7.482861+3 6.418164+1 7.482877+3 6.628728+13925 3 1 1903 7.482892+3 6.831514+1 7.482908+3 7.024145+1 7.482923+3 7.204215+13925 3 1 1904 7.482940+3 7.389412+1 7.482954+3 7.517714+1 7.482964+3 7.607037+13925 3 1 1905 7.482972+3 7.669813+1 7.482979+3 7.714403+1 7.482983+3 7.746475+13925 3 1 1906 7.482987+3 7.769790+1 7.482990+3 7.786935+1 7.482992+3 7.799649+13925 3 1 1907 7.482994+3 7.809163+1 7.482995+3 7.816325+1 7.482996+3 7.821748+13925 3 1 1908 7.482997+3 7.825876+1 7.482998+3 7.829028+1 7.482998+3 7.831444+13925 3 1 1909 7.482999+3 7.833294+1 7.482999+3 7.834720+1 7.482999+3 7.835820+13925 3 1 1910 7.482999+3 7.836667+1 7.483000+3 7.837318+1 7.483000+3 7.837827+13925 3 1 1911 7.483000+3 7.838213+1 7.483000+3 7.838518+1 7.483000+3 7.838730+13925 3 1 1912 7.483000+3 7.838807+1 7.483000+3 7.838879+1 7.483000+3 7.838956+13925 3 1 1913 7.483000+3 7.839028+1 7.483000+3 7.839548+1 7.483000+3 7.839937+13925 3 1 1914 7.483000+3 7.840008+1 7.483000+3 7.840085+1 7.483000+3 7.840157+13925 3 1 1915 7.483000+3 7.840229+1 7.483000+3 7.840305+1 7.483000+3 7.840396+13925 3 1 1916 7.483000+3 7.840640+1 7.483000+3 7.840960+1 7.483000+3 7.841371+13925 3 1 1917 7.483000+3 7.841899+1 7.483001+3 7.842583+1 7.483001+3 7.843458+13925 3 1 1918 7.483001+3 7.844584+1 7.483001+3 7.846036+1 7.483002+3 7.847891+13925 3 1 1919 7.483002+3 7.850266+1 7.483003+3 7.853293+1 7.483004+3 7.857136+13925 3 1 1920 7.483005+3 7.861993+1 7.483006+3 7.868084+1 7.483008+3 7.875650+13925 3 1 1921 7.483011+3 7.884911+1 7.483014+3 7.896017+1 7.483018+3 7.908941+13925 3 1 1922 7.483023+3 7.923250+1 7.483030+3 7.937748+1 7.483038+3 7.949826+13925 3 1 1923 7.483049+3 7.954410+1 7.483056+3 7.950852+1 7.483064+3 7.942267+13925 3 1 1924 7.483074+3 7.920656+1 7.483085+3 7.888712+1 7.483100+3 7.824635+13925 3 1 1925 7.483116+3 7.741226+1 7.483131+3 7.640332+1 7.483146+3 7.523942+13925 3 1 1926 7.483162+3 7.394124+1 7.483177+3 7.252958+1 7.483208+3 6.944639+13925 3 1 1927 7.483239+3 6.614017+1 7.483270+3 6.273841+1 7.483300+3 5.934202+13925 3 1 1928 7.483316+3 5.767016+1 7.483331+3 5.602581+1 7.483347+3 5.441474+13925 3 1 1929 7.483362+3 5.284154+1 7.483377+3 5.130974+1 7.483393+3 4.982198+13925 3 1 1930 7.483408+3 4.838009+1 7.483424+3 4.698522+1 7.483439+3 4.563796+13925 3 1 1931 7.483454+3 4.433844+1 7.483470+3 4.308638+1 7.483485+3 4.188118+13925 3 1 1932 7.483501+3 4.072202+1 7.483516+3 3.960784+1 7.483531+3 3.853745+13925 3 1 1933 7.483547+3 3.750955+1 7.483562+3 3.652276+1 7.483578+3 3.557564+13925 3 1 1934 7.483593+3 3.466673+1 7.483608+3 3.379454+1 7.483624+3 3.295762+13925 3 1 1935 7.483639+3 3.215451+1 7.483655+3 3.138377+1 7.483670+3 3.064401+13925 3 1 1936 7.483685+3 2.993389+1 7.483701+3 2.925207+1 7.483716+3 2.859730+13925 3 1 1937 7.483732+3 2.796834+1 7.483747+3 2.736404+1 7.483762+3 2.678325+13925 3 1 1938 7.483778+3 2.622491+1 7.483793+3 2.568798+1 7.483809+3 2.517148+13925 3 1 1939 7.483824+3 2.467448+1 7.483840+3 2.419608+1 7.483855+3 2.373542+13925 3 1 1940 7.483870+3 2.329171+1 7.483886+3 2.286417+1 7.483901+3 2.245207+13925 3 1 1941 7.483917+3 2.205472+1 7.483932+3 2.167144+1 7.483947+3 2.130162+13925 3 1 1942 7.483963+3 2.094466+1 7.483978+3 2.059999+1 7.483994+3 2.026707+13925 3 1 1943 7.484009+3 1.994540+1 7.484040+3 1.933385+1 7.484071+3 1.876174+13925 3 1 1944 7.484101+3 1.822582+1 7.484132+3 1.772313+1 7.484163+3 1.725101+13925 3 1 1945 7.484194+3 1.680705+1 7.484225+3 1.638907+1 7.484255+3 1.599507+13925 3 1 1946 7.484286+3 1.562325+1 7.484317+3 1.527196+1 7.484348+3 1.493972+13925 3 1 1947 7.484379+3 1.462514+1 7.484409+3 1.432699+1 7.484440+3 1.404413+13925 3 1 1948 7.484471+3 1.377551+1 7.484502+3 1.352017+1 7.484533+3 1.327723+13925 3 1 1949 7.484564+3 1.304588+1 7.484594+3 1.282538+1 7.484625+3 1.261505+13925 3 1 1950 7.484656+3 1.241425+1 7.484687+3 1.222240+1 7.484718+3 1.203896+13925 3 1 1951 7.484748+3 1.186342+1 7.484779+3 1.169533+1 7.484810+3 1.153426+13925 3 1 1952 7.484841+3 1.137980+1 7.484872+3 1.123159+1 7.484902+3 1.108928+13925 3 1 1953 7.484933+3 1.095255+1 7.484964+3 1.082110+1 7.484995+3 1.069465+13925 3 1 1954 7.485026+3 1.057294+1 7.485056+3 1.045572+1 7.485087+3 1.034277+13925 3 1 1955 7.485118+3 1.023387+1 7.485149+3 1.012883+1 7.485180+3 1.002745+13925 3 1 1956 7.485210+3 9.929559+0 7.485241+3 9.834989+0 7.485272+3 9.743584+03925 3 1 1957 7.485303+3 9.655198+0 7.485334+3 9.569693+0 7.485390+3 9.421638+03925 3 1 1958 7.485445+3 9.281911+0 7.485484+3 9.190056+0 7.485522+3 9.101659+03925 3 1 1959 7.485561+3 9.016538+0 7.485599+3 8.934524+0 7.485638+3 8.855460+03925 3 1 1960 7.485676+3 8.779196+0 7.485715+3 8.705596+0 7.485753+3 8.634528+03925 3 1 1961 7.485792+3 8.565871+0 7.485830+3 8.499511+0 7.485869+3 8.435339+03925 3 1 1962 7.485908+3 8.373255+0 7.485985+3 8.254974+0 7.486062+3 8.143970+03925 3 1 1963 7.486139+3 8.039620+0 7.486216+3 7.941369+0 7.486293+3 7.848722+03925 3 1 1964 7.486370+3 7.761231+0 7.486447+3 7.678495+0 7.486524+3 7.600153+03925 3 1 1965 7.486601+3 7.525877+0 7.486678+3 7.455372+0 7.486755+3 7.388367+03925 3 1 1966 7.486832+3 7.324619+0 7.486909+3 7.263904+0 7.486986+3 7.206019+03925 3 1 1967 7.487063+3 7.150778+0 7.487140+3 7.098009+0 7.487217+3 7.047556+03925 3 1 1968 7.487294+3 6.999275+0 7.487371+3 6.953033+0 7.487448+3 6.908709+03925 3 1 1969 7.487525+3 6.866188+0 7.487602+3 6.825368+0 7.487679+3 6.786150+03925 3 1 1970 7.487784+3 6.735157+0 7.487889+3 6.686764+0 7.487994+3 6.640782+03925 3 1 1971 7.488099+3 6.597041+0 7.488203+3 6.555386+0 7.488308+3 6.515674+03925 3 1 1972 7.488413+3 6.477777+0 7.488518+3 6.441575+0 7.488623+3 6.406961+03925 3 1 1973 7.488728+3 6.373835+0 7.488833+3 6.342106+0 7.488938+3 6.311689+03925 3 1 1974 7.489043+3 6.282505+0 7.489147+3 6.254485+0 7.489252+3 6.227560+03925 3 1 1975 7.489357+3 6.201669+0 7.489473+3 6.174203+0 7.489589+3 6.147858+03925 3 1 1976 7.489705+3 6.122567+0 7.489821+3 6.098272+0 7.489937+3 6.074914+03925 3 1 1977 7.490052+3 6.052442+0 7.490168+3 6.030807+0 7.490284+3 6.009965+03925 3 1 1978 7.490400+3 5.989873+0 7.490516+3 5.970492+0 7.490632+3 5.951786+03925 3 1 1979 7.490748+3 5.933721+0 7.490864+3 5.916265+0 7.490979+3 5.899388+03925 3 1 1980 7.491095+3 5.883062+0 7.491211+3 5.867262+0 7.491361+3 5.847597+03925 3 1 1981 7.491510+3 5.828718+0 7.491660+3 5.810579+0 7.491810+3 5.793139+03925 3 1 1982 7.491959+3 5.776357+0 7.492109+3 5.760199+0 7.492258+3 5.744630+03925 3 1 1983 7.492408+3 5.729620+0 7.492558+3 5.715138+0 7.492707+3 5.701158+03925 3 1 1984 7.492857+3 5.687655+0 7.493006+3 5.674605+0 7.493156+3 5.661986+03925 3 1 1985 7.493306+3 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7.517885+3 5.115701+0 7.518423+3 5.112598+03925 3 1 2011 7.518960+3 5.109591+0 7.519498+3 5.106675+0 7.520036+3 5.103846+03925 3 1 2012 7.520573+3 5.101100+0 7.521111+3 5.098434+0 7.521805+3 5.095102+03925 3 1 2013 7.522500+3 5.091891+0 7.523194+3 5.088792+0 7.523889+3 5.085802+03925 3 1 2014 7.524583+3 5.082913+0 7.525278+3 5.080121+0 7.525972+3 5.077421+03925 3 1 2015 7.526666+3 5.074809+0 7.527361+3 5.072279+0 7.528055+3 5.069829+03925 3 1 2016 7.528750+3 5.067453+0 7.529444+3 5.065150+0 7.530139+3 5.062916+03925 3 1 2017 7.530833+3 5.060747+0 7.531528+3 5.058640+0 7.532222+3 5.056594+03925 3 1 2018 7.533119+3 5.054035+0 7.534016+3 5.051567+0 7.534913+3 5.049184+03925 3 1 2019 7.535810+3 5.046883+0 7.536706+3 5.044659+0 7.537603+3 5.042507+03925 3 1 2020 7.538500+3 5.040425+0 7.539397+3 5.038409+0 7.540294+3 5.036456+03925 3 1 2021 7.541191+3 5.034562+0 7.542088+3 5.032726+0 7.542985+3 5.030944+03925 3 1 2022 7.543882+3 5.029214+0 7.544779+3 5.027534+0 7.545675+3 5.025901+03925 3 1 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