JENDL-5 (Neutron sublibrary (activation cs)) Er-168 0 0 0 0 6.816800+4 1.664898+2 0 0 6 16843 1451 1 0.000000+0 0.000000+0 0 0 0 66843 1451 2 1.000000+0 2.000000+7 0 0 10 56843 1451 3 2.936000+2 0.000000+0 4 0 450 266843 1451 4 68-Er-168 JAEA EVAL-NOV11 K. Shibata (JAEA) 6843 1451 5 JNST 49, 824 (2012) DIST-DEC21 20180516 6843 1451 6 ----JENDL-5 MATERIAL 6843 6843 1451 7 -----INCIDENT NEUTRON DATA 6843 1451 8 ------ENDF-6 FORMAT 6843 1451 9 6843 1451 10 History 6843 1451 11 2011-11 Re-evaluated /1/ by K.Shibata. 6843 1451 12 2018-05 Activation cross sections added by K.Shibata. 6843 1451 13 21-11 revised by O.Iwamoto 6843 1451 14 (MF8/MT4) added 6843 1451 15 6843 1451 16 MF= 1 General information 6843 1451 17 MT=451 Descriptive data and directory 6843 1451 18 6843 1451 19 MF= 2 Resonance parameters 6843 1451 20 MT=151 Resolved and unresolved resonance parameters 6843 1451 21 Resolved resonance region: below 3.5 keV 6843 1451 22 Resolved resonance parameters were taken from Ref./2/ 6843 1451 23 The bound level at -163.0 eV has Gamma-n = 1.91395 eV and 6843 1451 24 Gamma-gamma = 0.088 eV. This choice gives the desired 6843 1451 25 value for the thermal capture cross section, 2.74+-0.08 b. 6843 1451 26 Values of Gamma-gamma not given in Ref./2/ are set to 6843 1451 27 0.088 eV. 21 resonances [L=1] did not have values given 6843 1451 28 for "J", 10 are assigned to J= 0.5 and the remaining 11 to 6843 1451 29 J= 1.5 by random method. The value for the scattering 6843 1451 30 radius is 7.6fm, taken from Ref./3/ with small change 6843 1451 31 with in the given error, so as to produce the close value 6843 1451 32 of the thermal neutron scattering cross section 6843 1451 33 recommended by Mughabghab /3/. Highest energy 6843 1451 34 resonance included is 3304.1 eV. 6843 1451 35 No background cross sections were given. 6843 1451 36 RRP's remain unchanged from JENDL-4.0. 6843 1451 37 Unresolved resonance region: 3.5 - 500 keV 6843 1451 38 The parameters were obtained by fitting to the calculated 6843 1451 39 total and capture cross sections. The unresolved resonance 6843 1451 40 parameters obtained should be used only for self-shielding 6843 1451 41 calculation. URP's were re-calculated by fitting to the 6843 1451 42 total and capture cross sections calculated by POD /4/. 6843 1451 43 6843 1451 44 Thermal cross sections and resonance integrals at 300 K 6843 1451 45 ---------------------------------------------------------- 6843 1451 46 0.0253 eV res. integ. (*) 6843 1451 47 (barns) (barns) 6843 1451 48 ---------------------------------------------------------- 6843 1451 49 Total 1.1715E+01 6843 1451 50 Elastic 8.9854E+00 6843 1451 51 n,gamma 2.7296E+00 3.8385E+01 6843 1451 52 ---------------------------------------------------------- 6843 1451 53 (*) Integrated from 0.5 eV to 10 MeV. 6843 1451 54 6843 1451 55 MF= 3 Neutron cross sections 6843 1451 56 MT= 1 Total cross section 6843 1451 57 Calculated with POD code /4/. 6843 1451 58 6843 1451 59 MT= 2 Elastic scattering cross section 6843 1451 60 The elastic scattering cross section was obtained by 6843 1451 61 subtracting the non-elastic cross section from the total 6843 1451 62 cross sections. 6843 1451 63 6843 1451 64 MT= 3 Non-elastic cross section 6843 1451 65 Sum of partial non-elastic cross sections. 6843 1451 66 6843 1451 67 MT= 4,51-91 (n,n') cross section 6843 1451 68 Calculated with POD code /4/. 6843 1451 69 6843 1451 70 MT= 16 (n,2n) cross section 6843 1451 71 Calculated with POD code /4/. 6843 1451 72 6843 1451 73 MT= 17 (n,3n) cross section 6843 1451 74 Calculated with POD code /4/. 6843 1451 75 6843 1451 76 MT= 22 (n,na) cross section 6843 1451 77 Calculated with POD code /4/. 6843 1451 78 6843 1451 79 MT= 28 (n,np) cross section 6843 1451 80 Calculated with POD code /4/. 6843 1451 81 6843 1451 82 MT= 32 (n,nd) cross section 6843 1451 83 Calculated with POD code /4/. 6843 1451 84 6843 1451 85 MT=102 Capture cross section 6843 1451 86 Calculated with POD code /4/. 6843 1451 87 6843 1451 88 MT=103 (n,p) cross section 6843 1451 89 Calculated with POD code /4/. 6843 1451 90 6843 1451 91 MT=104 (n,d) cross section 6843 1451 92 Calculated with POD code /4/. 6843 1451 93 6843 1451 94 MT=105 (n,t) cross section 6843 1451 95 Calculated with POD code /4/. 6843 1451 96 6843 1451 97 MT=106 (n,He3) cross section 6843 1451 98 Calculated with POD code /4/. 6843 1451 99 6843 1451 100 MT=107 (n,a) cross section 6843 1451 101 Calculated with POD code /4/. 6843 1451 102 6843 1451 103 MT=203 (n,xp) cross section 6843 1451 104 Calculated with POD code /4/. 6843 1451 105 6843 1451 106 MT=204 (n,xd) cross section 6843 1451 107 Calculated with POD code /4/. 6843 1451 108 6843 1451 109 MT=205 (n,xt) cross section 6843 1451 110 Calculated with POD code /4/. 6843 1451 111 6843 1451 112 MT=206 (n,xHe3) cross section 6843 1451 113 Calculated with POD code /4/. 6843 1451 114 6843 1451 115 MT=207 (n,xa) cross section 6843 1451 116 Calculated with POD code /4/. 6843 1451 117 6843 1451 118 MF= 4 Angular distributions of emitted neutrons 6843 1451 119 MT= 2 Elastic scattering 6843 1451 120 Calculated with POD code /4/. 6843 1451 121 6843 1451 122 MF= 6 Energy-angle distributions of emitted particles 6843 1451 123 MT= 16 (n,2n) reaction 6843 1451 124 Neutron spectra calculated with POD/4/. 6843 1451 125 6843 1451 126 MT= 17 (n,3n) reaction 6843 1451 127 Neutron spectra calculated with POD/4/. 6843 1451 128 6843 1451 129 MT= 22 (n,na) reaction 6843 1451 130 Neutron spectra calculated with POD/4/. 6843 1451 131 6843 1451 132 MT= 28 (n,np) reaction 6843 1451 133 Neutron spectra calculated with POD/4/. 6843 1451 134 6843 1451 135 MT= 32 (n,nd) reaction 6843 1451 136 Neutron spectra calculated with POD/4/. 6843 1451 137 6843 1451 138 MT= 51 (n,n') reaction 6843 1451 139 Neutron angular distributions calculated with POD/4/. 6843 1451 140 6843 1451 141 MT= 52 (n,n') reaction 6843 1451 142 Neutron angular distributions calculated with POD/4/. 6843 1451 143 6843 1451 144 MT= 53 (n,n') reaction 6843 1451 145 Neutron angular distributions calculated with POD/4/. 6843 1451 146 6843 1451 147 MT= 54 (n,n') reaction 6843 1451 148 Neutron angular distributions calculated with POD/4/. 6843 1451 149 6843 1451 150 MT= 55 (n,n') reaction 6843 1451 151 Neutron angular distributions calculated with POD/4/. 6843 1451 152 6843 1451 153 MT= 56 (n,n') reaction 6843 1451 154 Neutron angular distributions calculated with POD/4/. 6843 1451 155 6843 1451 156 MT= 57 (n,n') reaction 6843 1451 157 Neutron angular distributions calculated with POD/4/. 6843 1451 158 6843 1451 159 MT= 58 (n,n') reaction 6843 1451 160 Neutron angular distributions calculated with POD/4/. 6843 1451 161 6843 1451 162 MT= 59 (n,n') reaction 6843 1451 163 Neutron angular distributions calculated with POD/4/. 6843 1451 164 6843 1451 165 MT= 60 (n,n') reaction 6843 1451 166 Neutron angular distributions calculated with POD/4/. 6843 1451 167 6843 1451 168 MT= 61 (n,n') reaction 6843 1451 169 Neutron angular distributions calculated with POD/4/. 6843 1451 170 6843 1451 171 MT= 62 (n,n') reaction 6843 1451 172 Neutron angular distributions calculated with POD/4/. 6843 1451 173 6843 1451 174 MT= 63 (n,n') reaction 6843 1451 175 Neutron angular distributions calculated with POD/4/. 6843 1451 176 6843 1451 177 MT= 64 (n,n') reaction 6843 1451 178 Neutron angular distributions calculated with POD/4/. 6843 1451 179 6843 1451 180 MT= 65 (n,n') reaction 6843 1451 181 Neutron angular distributions calculated with POD/4/. 6843 1451 182 6843 1451 183 MT= 66 (n,n') reaction 6843 1451 184 Neutron angular distributions calculated with POD/4/. 6843 1451 185 6843 1451 186 MT= 67 (n,n') reaction 6843 1451 187 Neutron angular distributions calculated with POD/4/. 6843 1451 188 6843 1451 189 MT= 68 (n,n') reaction 6843 1451 190 Neutron angular distributions calculated with POD/4/. 6843 1451 191 6843 1451 192 MT= 69 (n,n') reaction 6843 1451 193 Neutron angular distributions calculated with POD/4/. 6843 1451 194 6843 1451 195 MT= 70 (n,n') reaction 6843 1451 196 Neutron angular distributions calculated with POD/4/. 6843 1451 197 6843 1451 198 MT= 71 (n,n') reaction 6843 1451 199 Neutron angular distributions calculated with POD/4/. 6843 1451 200 6843 1451 201 MT= 72 (n,n') reaction 6843 1451 202 Neutron angular distributions calculated with POD/4/. 6843 1451 203 6843 1451 204 MT= 73 (n,n') reaction 6843 1451 205 Neutron angular distributions calculated with POD/4/. 6843 1451 206 6843 1451 207 MT= 74 (n,n') reaction 6843 1451 208 Neutron angular distributions calculated with POD/4/. 6843 1451 209 6843 1451 210 MT= 75 (n,n') reaction 6843 1451 211 Neutron angular distributions calculated with POD/4/. 6843 1451 212 6843 1451 213 MT= 76 (n,n') reaction 6843 1451 214 Neutron angular distributions calculated with POD/4/. 6843 1451 215 6843 1451 216 MT= 77 (n,n') reaction 6843 1451 217 Neutron angular distributions calculated with POD/4/. 6843 1451 218 6843 1451 219 MT= 78 (n,n') reaction 6843 1451 220 Neutron angular distributions calculated with POD/4/. 6843 1451 221 6843 1451 222 MT= 79 (n,n') reaction 6843 1451 223 Neutron angular distributions calculated with POD/4/. 6843 1451 224 6843 1451 225 MT= 80 (n,n') reaction 6843 1451 226 Neutron angular distributions calculated with POD/4/. 6843 1451 227 6843 1451 228 MT= 81 (n,n') reaction 6843 1451 229 Neutron angular distributions calculated with POD/4/. 6843 1451 230 6843 1451 231 MT= 82 (n,n') reaction 6843 1451 232 Neutron angular distributions calculated with POD/4/. 6843 1451 233 6843 1451 234 MT= 83 (n,n') reaction 6843 1451 235 Neutron angular distributions calculated with POD/4/. 6843 1451 236 6843 1451 237 MT= 84 (n,n') reaction 6843 1451 238 Neutron angular distributions calculated with POD/4/. 6843 1451 239 6843 1451 240 MT= 85 (n,n') reaction 6843 1451 241 Neutron angular distributions calculated with POD/4/. 6843 1451 242 6843 1451 243 MT= 86 (n,n') reaction 6843 1451 244 Neutron angular distributions calculated with POD/4/. 6843 1451 245 6843 1451 246 MT= 87 (n,n') reaction 6843 1451 247 Neutron angular distributions calculated with POD/4/. 6843 1451 248 6843 1451 249 MT= 88 (n,n') reaction 6843 1451 250 Neutron angular distributions calculated with POD/4/. 6843 1451 251 6843 1451 252 MT= 89 (n,n') reaction 6843 1451 253 Neutron angular distributions calculated with POD/4/. 6843 1451 254 6843 1451 255 MT= 90 (n,n') reaction 6843 1451 256 Neutron angular distributions calculated with POD/4/. 6843 1451 257 6843 1451 258 MT= 91 (n,n') reaction 6843 1451 259 Neutron spectra calculated with POD/4/. 6843 1451 260 6843 1451 261 MT= 203 (n,xp) reaction 6843 1451 262 Proton spectra calculated with POD/4/. 6843 1451 263 6843 1451 264 MT= 204 (n,xd) reaction 6843 1451 265 Deuteron spectra calculated with POD/4/. 6843 1451 266 6843 1451 267 MT= 205 (n,xt) reaction 6843 1451 268 Triton spectra calculated with POD/4/. 6843 1451 269 6843 1451 270 MT= 206 (n,xHe3) reaction 6843 1451 271 He3 spectra calculated with POD/4/. 6843 1451 272 6843 1451 273 MT= 207 (n,xa) reaction 6843 1451 274 Alpha spectra calculated with POD/4/. 6843 1451 275 6843 1451 276 MF= 8 Information on decay data 6843 1451 277 MT= 16 (n,2n) reaction 6843 1451 278 6843 1451 279 MT= 17 (n,3n) reaction 6843 1451 280 6843 1451 281 MT= 22 (n,na) reaction 6843 1451 282 6843 1451 283 MT= 28 (n,np) reaction 6843 1451 284 6843 1451 285 MT= 32 (n,nd) reaction 6843 1451 286 6843 1451 287 MT=102 (n,g) reaction 6843 1451 288 6843 1451 289 MT=103 (n,p) reaction 6843 1451 290 6843 1451 291 MT=104 (n,d) reaction 6843 1451 292 6843 1451 293 MT=105 (n,t) reaction 6843 1451 294 6843 1451 295 MT=106 (n,He3) reaction 6843 1451 296 6843 1451 297 MT=107 (n,a) reaction 6843 1451 298 6843 1451 299 MF=10 Nuclide production cross sections 6843 1451 300 MT= 16 Partial (n,2n) reactions 6843 1451 301 Calculated with POD code /4/. 6843 1451 302 6843 1451 303 MT= 32 Partial (n,nd) reactions 6843 1451 304 Calculated with POD code /4/. 6843 1451 305 6843 1451 306 MT=103 Partial (n,p) reactions 6843 1451 307 Calculated with POD code /4/. 6843 1451 308 6843 1451 309 MT=105 Partial (n,t) reactions 6843 1451 310 Calculated with POD code /4/. 6843 1451 311 6843 1451 312 MT=107 Partial (n,a) reactions 6843 1451 313 Calculated with POD code /4/. 6843 1451 314 6843 1451 315 MF=12 Gamma-ray multiplicities 6843 1451 316 MT= 3 Non-elastic gamma emission 6843 1451 317 Calculated with POD code /4/. 6843 1451 318 6843 1451 319 MF=14 Gamma-ray angular distributions 6843 1451 320 MT= 3 Non-elastic gamma emission 6843 1451 321 Assumed to be isotropic. 6843 1451 322 6843 1451 323 MF=15 Gamma-ray spectra 6843 1451 324 MT= 3 Non-elastic gamma emission 6843 1451 325 Calculated with POD code /4/. 6843 1451 326 6843 1451 327 6843 1451 328 6843 1451 329 *************************************************************** 6843 1451 330 * Nuclear Model Calculations with POD Code /4/ * 6843 1451 331 *************************************************************** 6843 1451 332 1. Theoretical models 6843 1451 333 The POD code is based on the spherical optical model, the 6843 1451 334 distorted-wave Born approximaiton (DWBA), one-component exciton 6843 1451 335 preequilibrium model, and the Hauser-Feshbach-Moldauer statis- 6843 1451 336 tical model. With the preequilibrim model, semi-empirical 6843 1451 337 pickup and knockout process can be taken into account for 6843 1451 338 composite-particle emission. The gamma-ray emission from the 6843 1451 339 compound nucleus can be calculated within the framework of the 6843 1451 340 exciton model. The code is capable of reading in particle 6843 1451 341 transmission coefficients calculated by separate spherical or 6843 1451 342 coupled-channel optical model code. 6843 1451 343 6843 1451 344 2. Optical model parameters 6843 1451 345 Neutrons: 6843 1451 346 Coupled-channel optical model parameters /5/ 6843 1451 347 Protons: 6843 1451 348 Koning and Delaroche /6/ 6843 1451 349 Deuterons: 6843 1451 350 Lohr and Haeberli /7/ 6843 1451 351 Tritons: 6843 1451 352 Becchetti and Greenlees /8/ 6843 1451 353 He-3: 6843 1451 354 Becchetti and Greenlees /8/ 6843 1451 355 Alphas: 6843 1451 356 Lemos /9/ potentials modified by Arthur and Young /10/ 6843 1451 357 6843 1451 358 3. Level scheme of Er-168 6843 1451 359 ------------------------- 6843 1451 360 No. Ex(MeV) J PI 6843 1451 361 ------------------------- 6843 1451 362 0 0.00000 0 + 6843 1451 363 1* 0.07980 2 + 6843 1451 364 2* 0.26409 4 + 6843 1451 365 3* 0.54875 6 + 6843 1451 366 4 0.82117 2 + 6843 1451 367 5 0.89580 3 + 6843 1451 368 6* 0.92831 8 + 6843 1451 369 7 0.99475 4 + 6843 1451 370 8 1.09404 4 - 6843 1451 371 9 1.11757 5 + 6843 1451 372 10 1.19303 5 - 6843 1451 373 11 1.21716 0 + 6843 1451 374 12 1.26391 6 + 6843 1451 375 13 1.26607 5 - 6843 1451 376 14 1.27627 2 + 6843 1451 377 15 1.31146 6 - 6843 1451 378 16 1.35890 1 - 6843 1451 379 17 1.39683 10 + 6843 1451 380 18 1.40374 2 - 6843 1451 381 19 1.41110 4 + 6843 1451 382 20 1.42210 0 + 6843 1451 383 21* 1.43147 3 - 6843 1451 384 22 1.43295 7 + 6843 1451 385 23 1.44896 7 - 6843 1451 386 24 1.49314 2 + 6843 1451 387 25 1.54156 3 - 6843 1451 388 26 1.54171 4 - 6843 1451 389 27 1.56945 2 - 6843 1451 390 28 1.57412 5 - 6843 1451 391 29 1.60585 8 - 6843 1451 392 30 1.61534 4 - 6843 1451 393 31 1.61681 6 + 6843 1451 394 32 1.62451 8 + 6843 1451 395 33 1.63346 3 - 6843 1451 396 34 1.65355 3 + 6843 1451 397 35 1.65627 4 + 6843 1451 398 36 1.70799 5 - 6843 1451 399 37 1.71918 4 - 6843 1451 400 38 1.73669 4 + 6843 1451 401 39 1.76076 6 - 6843 1451 402 40 1.76817 6 + 6843 1451 403 ------------------------- 6843 1451 404 Levels above 1.77817 MeV are assumed to be continuous. 6843 1451 405 The symbol (*) stands for the excited level involved in the 6843 1451 406 coupled-channel calculation. 6843 1451 407 6843 1451 408 4. Level density parameters 6843 1451 409 Energy-dependent parameters of Mengoni-Nakajima /11/ were used 6843 1451 410 ---------------------------------------------------------- 6843 1451 411 Nuclei a* Pair Esh T E0 Ematch Elv_max 6843 1451 412 1/MeV MeV MeV MeV MeV MeV MeV 6843 1451 413 ---------------------------------------------------------- 6843 1451 414 Er-169 19.931 0.923 1.659 0.517 -0.753 5.419 0.770 6843 1451 415 Er-168 19.559 1.852 1.843 0.560 -0.322 7.166 1.768 6843 1451 416 Er-167 19.951 0.929 1.916 0.564 -1.449 6.503 0.878 6843 1451 417 Er-166 19.758 1.863 2.177 0.540 -0.216 6.951 1.948 6843 1451 418 Ho-168 19.823 0.000 1.550 0.488 -1.290 3.868 0.193 6843 1451 419 Ho-167 19.065 0.929 1.863 0.546 -0.942 5.808 0.570 6843 1451 420 Ho-166 18.616 0.000 1.715 0.555 -1.814 4.856 0.597 6843 1451 421 Dy-166 19.758 1.863 2.008 0.556 -0.373 7.221 1.351 6843 1451 422 Dy-165 19.645 0.934 1.905 0.561 -1.310 6.327 0.706 6843 1451 423 Dy-164 19.078 1.874 2.014 0.569 -0.344 7.275 1.303 6843 1451 424 ---------------------------------------------------------- 6843 1451 425 6843 1451 426 5. Gamma-ray strength functions 6843 1451 427 M1, E2: Standard Lorentzian (SLO) 6843 1451 428 E1 : Modified Lorentzian (MLO) /12/ 6843 1451 429 6843 1451 430 6. Preequilibrium process 6843 1451 431 Preequilibrium is on for n, p, d, t, He-3, and alpha. 6843 1451 432 Preequilibrium capture is on. 6843 1451 433 6843 1451 434 References 6843 1451 435 1) K.Shibata, J. Nucl. Sci. Technol., 49, 824 (2012). 6843 1451 436 2) Landolt-Boernstein New Series I/16B (Aug 1998). 6843 1451 437 3) S.F.Mughabghab: "Neutron Cross Sections: Vol. 1, 6843 1451 438 Neutron Resonance Parameters and Thermal Cross Sections, 6843 1451 439 Part B: Z=61-100," Academic press (1984). 6843 1451 440 4) A.Ichihara et al., JAEA-Data/Code 2007-012 (2007). 6843 1451 441 5) S.Kunieda et al., J. Nucl. Sci. Technol. 44, 838 (2007). 6843 1451 442 6) A.J.Koning, J.P.Delaroche, Nucl. Phys. A713, 231 (2003). 6843 1451 443 7) J.M.Lohr, W.Haeberli, Nucl. Phys. A232, 381 (1974). 6843 1451 444 8) F.D.Becchetti,Jr., G.W.Greenlees, "Polarization 6843 1451 445 Phenomena in Nuclear Reactions," p.682, The University 6843 1451 446 of Wisconsin Press (1971). 6843 1451 447 9) O.F.Lemos, Orsay Report, Series A, No.136 (1972). 6843 1451 448 10) E.D.Arthur, P.G.Young, LA-8626-MS (1980). 6843 1451 449 11) A.Mengoni, Y.Nakajima, J. Nucl. Sci. Technol. 31, 151 6843 1451 450 (1994). 6843 1451 451 12) V.A.Plujko et al., J. Nucl. Sci. Technol. Suppl. 2, 811 6843 1451 452 (2002). 6843 1451 453 6843 1451 454 1 451 480 16843 1451 455 2 151 4 16843 1451 456 3 4 31 16843 1451 457 3 17 6 16843 1451 458 3 22 10 16843 1451 459 3 28 8 16843 1451 460 3 102 4213 16843 1451 461 3 104 9 16843 1451 462 3 106 7 16843 1451 463 8 4 2 16843 1451 464 8 16 3 16843 1451 465 8 17 2 16843 1451 466 8 22 2 16843 1451 467 8 28 2 16843 1451 468 8 32 3 16843 1451 469 8 102 2 16843 1451 470 8 103 3 16843 1451 471 8 104 2 16843 1451 472 8 105 3 16843 1451 473 8 106 2 16843 1451 474 8 107 3 16843 1451 475 10 16 17 16843 1451 476 10 32 11 16843 1451 477 10 103 21 16843 1451 478 10 105 15 16843 1451 479 10 107 25 16843 1451 480 6843 1 099999 6843 0 0 0 6.816800+4 1.664898+2 0 0 1 06843 2151 1 6.816800+4 1.000000+0 0 0 1 06843 2151 2 1.000000-5 3.500000+3 0 0 0 06843 2151 3 0.000000+0 7.600000-1 0 0 0 06843 2151 4 6843 2 099999 6843 0 0 0 6.816800+4 1.664898+2 0 0 0 06843 3 4 1 0.000000+0-7.980400+4 0 0 1 826843 3 4 2 82 2 6843 3 4 3 8.028333+4 0.000000+0 9.000000+4 1.505000-1 1.000000+5 2.364000-16843 3 4 4 2.000000+5 8.645000-1 2.656752+5 1.161680+0 3.000000+5 1.319664+06843 3 4 5 4.000000+5 1.694550+0 5.000000+5 2.000420+0 5.520410+5 2.122602+06843 3 4 6 6.000000+5 2.235222+0 7.000000+5 2.403125+0 8.000000+5 2.518583+06843 3 4 7 8.261012+5 2.490664+0 9.000000+5 2.645918+0 9.011755+5 2.645593+06843 3 4 8 9.338818+5 2.680238+0 1.000000+6 2.750274+0 1.000725+6 2.750319+06843 3 4 9 1.100611+6 2.774907+0 1.124283+6 2.787763+0 1.200196+6 2.833850+06843 3 4 10 1.224471+6 2.848908+0 1.250000+6 2.899894+0 1.271502+6 2.876745+06843 3 4 11 1.273674+6 2.874415+0 1.283936+6 2.863688+0 1.319337+6 2.852752+06843 3 4 12 1.367062+6 2.838467+0 1.405220+6 2.859567+0 1.412171+6 2.863410+06843 3 4 13 1.419576+6 2.873110+0 1.430642+6 2.888766+0 1.440068+6 2.906322+06843 3 4 14 1.441557+6 2.909882+0 1.457663+6 2.948386+0 1.500000+6 3.049601+06843 3 4 15 1.502108+6 3.047159+0 1.550819+6 3.002386+0 1.550970+6 3.002271+06843 3 4 16 1.578877+6 2.983416+0 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4.569245-26843 3102 1800 1.205427+3 4.760195-2 1.205455+3 4.971045-2 1.205484+3 5.204273-26843 3102 1801 1.205512+3 5.462680-2 1.205540+3 5.749473-2 1.205568+3 6.068166-26843 3102 1802 1.205597+3 6.422578-2 1.205625+3 6.817020-2 1.205653+3 7.256324-26843 3102 1803 1.205682+3 7.745776-2 1.205710+3 8.291120-2 1.205738+3 8.898718-26843 3102 1804 1.205767+3 9.575676-2 1.205788+3 1.013359-1 1.205809+3 1.073781-16843 3102 1805 1.205830+3 1.139297-1 1.205852+3 1.210195-1 1.205873+3 1.286954-16843 3102 1806 1.205894+3 1.369978-1 1.205915+3 1.459774-1 1.205937+3 1.556764-16843 3102 1807 1.205958+3 1.661507-1 1.205979+3 1.774439-1 1.206004+3 1.921546-16843 3102 1808 1.206030+3 2.082277-1 1.206055+3 2.257781-1 1.206081+3 2.449053-16843 3102 1809 1.206106+3 2.657413-1 1.206132+3 2.883870-1 1.206157+3 3.129783-16843 3102 1810 1.206182+3 3.396263-1 1.206208+3 3.684887-1 1.206233+3 3.996679-16843 3102 1811 1.206259+3 4.333148-1 1.206284+3 4.695429-1 1.206310+3 5.085183-16843 3102 1812 1.206335+3 5.503400-1 1.206361+3 5.951626-1 1.206386+3 6.430863-16843 3102 1813 1.206412+3 6.944300-1 1.206437+3 7.491225-1 1.206463+3 8.073133-16843 3102 1814 1.206497+3 8.905005-1 1.206522+3 9.571775-1 1.206556+3 1.052048+06843 3102 1815 1.206590+3 1.153772+0 1.206624+3 1.262489+0 1.206658+3 1.378186+06843 3102 1816 1.206696+3 1.516780+0 1.206735+3 1.664029+0 1.206773+3 1.819743+06843 3102 1817 1.206824+3 2.039809+0 1.206883+3 2.309343+0 1.206944+3 2.607052+06843 3102 1818 1.207043+3 3.107415+0 1.207186+3 3.841646+0 1.207265+3 4.228776+06843 3102 1819 1.207333+3 4.534257+0 1.207392+3 4.769526+0 1.207455+3 4.984989+06843 3102 1820 1.207504+3 5.124880+0 1.207562+3 5.254647+0 1.207617+3 5.336862+06843 3102 1821 1.207672+3 5.378336+0 1.207700+3 5.383807+0 1.207751+3 5.365663+06843 3102 1822 1.207796+3 5.320181+0 1.207838+3 5.253455+0 1.207896+3 5.123219+06843 3102 1823 1.207945+3 4.982997+0 1.208004+3 4.783994+0 1.208056+3 4.578934+06843 3102 1824 1.208117+3 4.309522+0 1.208198+3 3.921241+0 1.208324+3 3.277314+06843 3102 1825 1.208436+3 2.704353+0 1.208495+3 2.413295+0 1.208553+3 2.141516+06843 3102 1826 1.208604+3 1.915618+0 1.208655+3 1.703503+0 1.208694+3 1.554137+06843 3102 1827 1.208737+3 1.393212+0 1.208774+3 1.267123+0 1.208811+3 1.149285+06843 3102 1828 1.208848+3 1.039646+0 1.208876+3 9.627126-1 1.208903+3 8.902484-16843 3102 1829 1.208931+3 8.221269-1 1.208959+3 7.582709-1 1.208986+3 6.985248-16843 3102 1830 1.209014+3 6.427863-1 1.209037+3 6.000001-1 1.209059+3 5.597085-16843 3102 1831 1.209082+3 5.217948-1 1.209105+3 4.861919-1 1.209127+3 4.527719-16843 3102 1832 1.209150+3 4.214746-1 1.209172+3 3.921845-1 1.209195+3 3.648265-16843 3102 1833 1.209218+3 3.392762-1 1.209240+3 3.154718-1 1.209263+3 2.933061-16843 3102 1834 1.209286+3 2.727042-1 1.209308+3 2.535589-1 1.209331+3 2.358049-16843 3102 1835 1.209353+3 2.193477-1 1.209376+3 2.041186-1 1.209397+3 1.908535-16843 3102 1836 1.209418+3 1.785458-1 1.209440+3 1.671251-1 1.209461+3 1.565413-16843 3102 1837 1.209482+3 1.467332-1 1.209503+3 1.376551-1 1.209525+3 1.292542-16843 3102 1838 1.209546+3 1.214919-1 1.209567+3 1.143123-1 1.209588+3 1.076852-16843 3102 1839 1.209610+3 1.015645-1 1.209631+3 9.591566-2 1.209659+3 8.905730-26843 3102 1840 1.209687+3 8.289762-2 1.209716+3 7.736944-2 1.209744+3 7.240418-26843 3102 1841 1.209772+3 6.794733-2 1.209801+3 6.394316-2 1.209829+3 6.034548-26843 3102 1842 1.209853+3 5.757163-2 1.209889+3 5.384903-2 1.209925+3 5.058790-26843 3102 1843 1.209961+3 4.772135-2 1.209997+3 4.519672-2 1.210034+3 4.296451-26843 3102 1844 1.210070+3 4.098408-2 1.210106+3 3.921936-2 1.210142+3 3.764072-26843 3102 1845 1.210190+3 3.578043-2 1.210238+3 3.415325-2 1.210286+3 3.271794-26843 3102 1846 1.210334+3 3.144146-2 1.210407+3 2.976772-2 1.210479+3 2.832295-26843 3102 1847 1.210551+3 2.705806-2 1.210633+3 2.579217-2 1.210735+3 2.442257-26843 3102 1848 1.210837+3 2.322957-2 1.210939+3 2.217817-2 1.211007+3 2.154314-26843 3102 1849 1.211143+3 2.040560-2 1.211278+3 1.941585-2 1.211414+3 1.854743-26843 3102 1850 1.211550+3 1.777989-2 1.211686+3 1.709733-2 1.211833+3 1.643866-26843 3102 1851 1.212054+3 1.558175-2 1.212275+3 1.485267-2 1.212496+3 1.422602-26843 3102 1852 1.212717+3 1.368270-2 1.212864+3 1.335930-2 1.213159+3 1.278973-26843 3102 1853 1.213453+3 1.230482-2 1.213748+3 1.188742-2 1.214042+3 1.152467-26843 3102 1854 1.214359+3 1.118399-2 1.214835+3 1.075086-2 1.215311+3 1.039114-26843 3102 1855 1.215786+3 1.008753-2 1.216262+3 9.827034-3 1.216896+3 9.531407-36843 3102 1856 1.217530+3 9.282043-3 1.218482+3 8.972542-3 1.219116+3 8.798683-36843 3102 1857 1.220339+3 8.518096-3 1.221562+3 8.291153-3 1.223397+3 8.013009-36843 3102 1858 1.225494+3 7.758935-3 1.227722+3 7.541140-3 1.229951+3 7.360719-36843 3102 1859 1.232833+3 7.167900-3 1.235714+3 7.009726-3 1.239338+3 6.849626-36843 3102 1860 1.242962+3 6.724955-3 1.247773+3 6.607921-3 1.252547+3 6.537836-36843 3102 1861 1.257304+3 6.514123-3 1.262060+3 6.535471-3 1.266142+3 6.590768-36843 3102 1862 1.270225+3 6.682143-3 1.274403+3 6.819188-3 1.278773+3 7.011728-36843 3102 1863 1.281687+3 7.173986-3 1.284600+3 7.366885-3 1.287995+3 7.635649-36843 3102 1864 1.291390+3 7.958265-3 1.293937+3 8.242691-3 1.296483+3 8.570929-36843 3102 1865 1.299049+3 8.952755-3 1.301614+3 9.394137-3 1.303629+3 9.790598-36843 3102 1866 1.305645+3 1.023913-2 1.307716+3 1.076142-2 1.309898+3 1.139228-26843 3102 1867 1.311353+3 1.186622-2 1.313386+3 1.261156-2 1.315122+3 1.334197-26843 3102 1868 1.316857+3 1.417429-2 1.318042+3 1.481176-2 1.319257+3 1.552852-26843 3102 1869 1.320472+3 1.632517-2 1.321687+3 1.721300-2 1.322917+3 1.821836-26843 3102 1870 1.324164+3 1.936404-2 1.325099+3 2.032336-2 1.326034+3 2.138155-26843 3102 1871 1.326968+3 2.255262-2 1.327856+3 2.378548-2 1.328720+3 2.512000-26843 3102 1872 1.329584+3 2.660815-2 1.330448+3 2.827415-2 1.331312+3 3.015556-26843 3102 1873 1.332121+3 3.216004-2 1.332822+3 3.412107-2 1.333522+3 3.633803-26843 3102 1874 1.333988+3 3.798679-2 1.334455+3 3.979893-2 1.334922+3 4.180413-26843 3102 1875 1.335389+3 4.403969-2 1.335792+3 4.619255-2 1.336131+3 4.819622-26843 3102 1876 1.336471+3 5.040731-2 1.336810+3 5.286702-2 1.337150+3 5.563003-26843 3102 1877 1.337489+3 5.876987-2 1.337744+3 6.143110-2 1.337999+3 6.441623-26843 3102 1878 1.338253+3 6.779930-2 1.338520+3 7.187880-2 1.338702+3 7.505243-26843 3102 1879 1.338884+3 7.862096-2 1.339066+3 8.267426-2 1.339202+3 8.610500-26843 3102 1880 1.339338+3 8.994550-2 1.339475+3 9.428986-2 1.339611+3 9.927051-26843 3102 1881 1.339702+3 1.030397-1 1.339793+3 1.072648-1 1.339884+3 1.120695-16843 3102 1882 1.339975+3 1.176284-1 1.340036+3 1.218765-1 1.340096+3 1.266783-16843 3102 1883 1.340157+3 1.321684-1 1.340217+3 1.385249-1 1.340263+3 1.439958-16843 3102 1884 1.340308+3 1.502013-1 1.340354+3 1.572875-1 1.340399+3 1.654252-16843 3102 1885 1.340445+3 1.748295-1 1.340475+3 1.819202-1 1.340505+3 1.897660-16843 3102 1886 1.340536+3 1.984634-1 1.340566+3 2.081185-1 1.340596+3 2.188476-16843 3102 1887 1.340627+3 2.307812-1 1.340657+3 2.440654-1 1.340687+3 2.588605-16843 3102 1888 1.340718+3 2.753403-1 1.340748+3 2.936976-1 1.340778+3 3.141482-16843 3102 1889 1.340808+3 3.369234-1 1.340839+3 3.622687-1 1.340869+3 3.904551-16843 3102 1890 1.340892+3 4.136379-1 1.340915+3 4.387120-1 1.340937+3 4.658291-16843 3102 1891 1.340960+3 4.951174-1 1.340983+3 5.267441-1 1.341006+3 5.608417-16843 3102 1892 1.341028+3 5.976430-1 1.341051+3 6.372566-1 1.341074+3 6.798944-16843 3102 1893 1.341096+3 7.257224-1 1.341119+3 7.749652-1 1.341142+3 8.277993-16843 3102 1894 1.341165+3 8.844527-1 1.341187+3 9.450819-1 1.341218+3 1.032578+06843 3102 1895 1.341248+3 1.128083+0 1.341272+3 1.210685+0 1.341297+3 1.299010+06843 3102 1896 1.341321+3 1.393383+0 1.341345+3 1.494015+0 1.341369+3 1.601268+06843 3102 1897 1.341394+3 1.715309+0 1.341418+3 1.836464+0 1.341454+3 2.032021+06843 3102 1898 1.341491+3 2.244858+0 1.341527+3 2.475762+0 1.341563+3 2.725269+06843 3102 1899 1.341600+3 2.993974+0 1.341636+3 3.282121+0 1.341666+3 3.538076+06843 3102 1900 1.341712+3 3.947950+0 1.341758+3 4.388665+0 1.341803+3 4.859842+06843 3102 1901 1.341849+3 5.359880+0 1.341904+3 6.004029+0 1.341954+3 6.616373+06843 3102 1902 1.342029+3 7.579455+0 1.342266+3 1.075644+1 1.342354+3 1.186307+16843 3102 1903 1.342419+3 1.261677+1 1.342480+3 1.324605+1 1.342519+3 1.360615+16843 3102 1904 1.342578+3 1.407659+1 1.342625+3 1.438086+1 1.342678+3 1.464281+16843 3102 1905 1.342738+3 1.482835+1 1.342792+3 1.489399+1 1.342800+3 1.489496+16843 3102 1906 1.342851+3 1.485147+1 1.342899+3 1.472852+1 1.342944+3 1.454509+16843 3102 1907 1.343005+3 1.419465+1 1.343060+3 1.378925+1 1.343111+3 1.333838+16843 3102 1908 1.343169+3 1.274643+1 1.343242+3 1.191740+1 1.343323+3 1.090113+16843 3102 1909 1.343460+3 9.074467+0 1.343566+3 7.660169+0 1.343643+3 6.668240+06843 3102 1910 1.343707+3 5.885118+0 1.343763+3 5.251568+0 1.343813+3 4.713181+06843 3102 1911 1.343863+3 4.210324+0 1.343896+3 3.895612+0 1.343930+3 3.597546+06843 3102 1912 1.343963+3 3.316226+0 1.343996+3 3.051586+0 1.344028+3 2.814423+06843 3102 1913 1.344058+3 2.602350+0 1.344089+3 2.403388+0 1.344119+3 2.217198+06843 3102 1914 1.344149+3 2.043373+0 1.344180+3 1.881488+0 1.344210+3 1.731104+06843 3102 1915 1.344240+3 1.591734+0 1.344271+3 1.462846+0 1.344301+3 1.343925+06843 3102 1916 1.344331+3 1.234465+0 1.344362+3 1.133932+0 1.344392+3 1.041784+06843 3102 1917 1.344422+3 9.574990-1 1.344453+3 8.805718-1 1.344483+3 8.104987-16843 3102 1918 1.344510+3 7.532874-1 1.344534+3 7.068379-1 1.344558+3 6.638488-16843 3102 1919 1.344581+3 6.241055-1 1.344605+3 5.873958-1 1.344629+3 5.535229-16843 3102 1920 1.344653+3 5.223031-1 1.344677+3 4.935556-1 1.344701+3 4.671022-16843 3102 1921 1.344725+3 4.427809-1 1.344748+3 4.204435-1 1.344772+3 3.999436-16843 3102 1922 1.344796+3 3.811406-1 1.344820+3 3.639054-1 1.344856+3 3.407356-16843 3102 1923 1.344891+3 3.204430-1 1.344927+3 3.026924-1 1.344963+3 2.871739-16843 3102 1924 1.344999+3 2.736203-1 1.345035+3 2.617830-1 1.345070+3 2.514512-16843 3102 1925 1.345106+3 2.424224-1 1.345142+3 2.345386-1 1.345189+3 2.255476-16843 3102 1926 1.345237+3 2.180231-1 1.345283+3 2.119909-1 1.345347+3 2.049515-16843 3102 1927 1.345412+3 1.993687-1 1.345477+3 1.949235-1 1.345563+3 1.903527-16843 3102 1928 1.345649+3 1.869557-1 1.345779+3 1.834530-1 1.345908+3 1.813312-16843 3102 1929 1.346062+3 1.801055-1 1.346174+3 1.799096-1 1.346341+3 1.804895-16843 3102 1930 1.346508+3 1.819557-1 1.346730+3 1.850848-1 1.346953+3 1.893952-16843 3102 1931 1.347175+3 1.947823-1 1.347398+3 2.011927-1 1.347621+3 2.086103-16843 3102 1932 1.347847+3 2.171873-1 1.348076+3 2.270135-1 1.348306+3 2.380345-16843 3102 1933 1.348535+3 2.503439-1 1.348765+3 2.640621-1 1.348994+3 2.793384-16843 3102 1934 1.349224+3 2.963547-1 1.349453+3 3.153312-1 1.349651+3 3.334449-16843 3102 1935 1.349817+3 3.500561-1 1.349982+3 3.681078-1 1.350148+3 3.877597-16843 3102 1936 1.350314+3 4.091975-1 1.350480+3 4.326360-1 1.350645+3 4.583258-16843 3102 1937 1.350811+3 4.865604-1 1.350958+3 5.139350-1 1.351149+3 5.535070-16843 3102 1938 1.351277+3 5.826527-1 1.351404+3 6.143043-1 1.351532+3 6.487664-16843 3102 1939 1.351659+3 6.863793-1 1.351787+3 7.275507-1 1.351914+3 7.727481-16843 3102 1940 1.352029+3 8.173358-1 1.352144+3 8.661122-1 1.352258+3 9.196452-16843 3102 1941 1.352373+3 9.785928-1 1.352488+3 1.043761+0 1.352603+3 1.116093+06843 3102 1942 1.352717+3 1.196762+0 1.352803+3 1.263585+0 1.352884+3 1.331647+06843 3102 1943 1.352987+3 1.428378+0 1.353065+3 1.508706+0 1.353143+3 1.596744+06843 3102 1944 1.353220+3 1.693667+0 1.353292+3 1.791822+0 1.353360+3 1.895050+06843 3102 1945 1.353428+3 2.008841+0 1.353500+3 2.142298+0 1.353576+3 2.300750+06843 3102 1946 1.353638+3 2.445875+0 1.353693+3 2.587252+0 1.353755+3 2.767883+06843 3102 1947 1.353802+3 2.918756+0 1.353849+3 3.085390+0 1.353894+3 3.257843+06843 3102 1948 1.353941+3 3.458527+0 1.353990+3 3.693300+0 1.354030+3 3.903574+06843 3102 1949 1.354076+3 4.170229+0 1.354123+3 4.467027+0 1.354164+3 4.758352+06843 3102 1950 1.354202+3 5.057941+0 1.354240+3 5.386239+0 1.354278+3 5.746526+06843 3102 1951 1.354317+3 6.141716+0 1.354355+3 6.575497+0 1.354393+3 7.051507+06843 3102 1952 1.354431+3 7.573863+0 1.354470+3 8.146583+0 1.354508+3 8.774287+06843 3102 1953 1.354546+3 9.461308+0 1.354584+3 1.021327+1 1.354623+3 1.103441+16843 3102 1954 1.354661+3 1.193024+1 1.354699+3 1.290568+1 1.354737+3 1.396633+16843 3102 1955 1.354776+3 1.511712+1 1.354814+3 1.636336+1 1.354852+3 1.770919+16843 3102 1956 1.354890+3 1.916037+1 1.354929+3 2.071982+1 1.354967+3 2.239206+16843 3102 1957 1.355005+3 2.417981+1 1.355043+3 2.608596+1 1.355094+3 2.881338+16843 3102 1958 1.355145+3 3.175404+1 1.355197+3 3.497837+1 1.355237+3 3.755619+16843 3102 1959 1.355289+3 4.117545+1 1.355342+3 4.498822+1 1.355409+3 5.014133+16843 3102 1960 1.355512+3 5.843205+1 1.355729+3 7.627035+1 1.355827+3 8.384886+16843 3102 1961 1.355907+3 8.939899+1 1.355973+3 9.352266+1 1.356035+3 9.674457+16843 3102 1962 1.356096+3 9.940617+1 1.356164+3 1.015807+2 1.356214+3 1.026568+26843 3102 1963 1.356269+3 1.032846+2 1.356300+3 1.033745+2 1.356359+3 1.030359+26843 3102 1964 1.356404+3 1.023247+2 1.356455+3 1.010570+2 1.356504+3 9.936617+16843 3102 1965 1.356577+3 9.614022+1 1.356651+3 9.206419+1 1.356733+3 8.670267+16843 3102 1966 1.356823+3 8.005425+1 1.356940+3 7.058350+1 1.357133+3 5.466496+16843 3102 1967 1.357209+3 4.870737+1 1.357284+3 4.305676+1 1.357344+3 3.882516+16843 3102 1968 1.357404+3 3.486048+1 1.357449+3 3.207175+1 1.357494+3 2.944797+16843 3102 1969 1.357542+3 2.683842+1 1.357578+3 2.501208+1 1.357613+3 2.328957+16843 3102 1970 1.357649+3 2.166922+1 1.357685+3 2.014863+1 1.357721+3 1.872507+16843 3102 1971 1.357756+3 1.739555+1 1.357792+3 1.615655+1 1.357833+3 1.484766+16843 3102 1972 1.357867+3 1.382742+1 1.357902+3 1.287998+1 1.357936+3 1.200064+16843 3102 1973 1.357971+3 1.118648+1 1.358005+3 1.043322+1 1.358039+3 9.737314+06843 3102 1974 1.358074+3 9.094870+0 1.358108+3 8.502588+0 1.358143+3 7.956800+06843 3102 1975 1.358177+3 7.454448+0 1.358208+3 7.041573+0 1.358238+3 6.658285+06843 3102 1976 1.358269+3 6.302349+0 1.358299+3 5.971997+0 1.358345+3 5.520054+06843 3102 1977 1.358391+3 5.115708+0 1.358437+3 4.753513+0 1.358483+3 4.428794+06843 3102 1978 1.358528+3 4.137192+0 1.358574+3 3.874968+0 1.358620+3 3.638632+06843 3102 1979 1.358666+3 3.425235+0 1.358722+3 3.193532+0 1.358777+3 2.987345+06843 3102 1980 1.358833+3 2.803045+0 1.358888+3 2.637645+0 1.358944+3 2.488529+06843 3102 1981 1.358999+3 2.353549+0 1.359055+3 2.230835+0 1.359110+3 2.118864+06843 3102 1982 1.359184+3 1.983936+0 1.359258+3 1.863124+0 1.359325+3 1.764190+06843 3102 1983 1.359392+3 1.673812+0 1.359481+3 1.564769+0 1.359570+3 1.466976+06843 3102 1984 1.359660+3 1.378788+0 1.359749+3 1.298877+0 1.359838+3 1.226161+06843 3102 1985 1.359927+3 1.159743+0 1.360029+3 1.090582+0 1.360144+3 1.020273+06843 3102 1986 1.360259+3 9.568513-1 1.360374+3 8.994096-1 1.360488+3 8.471900-16843 3102 1987 1.360603+3 7.995576-1 1.360718+3 7.559762-1 1.360833+3 7.159867-16843 3102 1988 1.360960+3 6.752875-1 1.361100+3 6.345286-1 1.361241+3 5.974680-16843 3102 1989 1.361381+3 5.636632-1 1.361521+3 5.327361-1 1.361661+3 5.043634-16843 3102 1990 1.361802+3 4.782670-1 1.361942+3 4.542055-1 1.362101+3 4.290664-16843 3102 1991 1.362280+3 4.033806-1 1.362458+3 3.799991-1 1.362637+3 3.586505-16843 3102 1992 1.362815+3 3.391029-1 1.362994+3 3.211579-1 1.363172+3 3.046441-16843 3102 1993 1.363351+3 2.894127-1 1.363555+3 2.734093-1 1.363784+3 2.569961-16843 3102 1994 1.364014+3 2.420705-1 1.364243+3 2.284573-1 1.364473+3 2.160061-16843 3102 1995 1.364702+3 2.045879-1 1.364932+3 1.940913-1 1.365161+3 1.844193-16843 3102 1996 1.365404+3 1.750114-1 1.365659+3 1.659045-1 1.365914+3 1.575286-16843 3102 1997 1.366296+3 1.461725-1 1.366679+3 1.360762-1 1.367061+3 1.270625-16843 3102 1998 1.367316+3 1.215796-1 1.367673+3 1.145252-1 1.368030+3 1.081141-16843 3102 1999 1.368387+3 1.022694-1 1.368744+3 9.692749-2 1.369101+3 9.203371-26843 3102 2000 1.369458+3 8.754074-2 1.369994+3 8.146233-2 1.370427+3 7.705080-26843 3102 2001 1.370937+3 7.236606-2 1.371447+3 6.815852-2 1.371957+3 6.436672-26843 3102 2002 1.372467+3 6.093883-2 1.372977+3 5.783093-2 1.373487+3 5.500562-26843 3102 2003 1.373997+3 5.243082-2 1.374558+3 4.985502-2 1.375170+3 4.731592-26843 3102 2004 1.375782+3 4.502665-2 1.376394+3 4.295981-2 1.377006+3 4.108910-26843 3102 2005 1.377924+3 3.859375-2 1.378842+3 3.641909-2 1.379812+3 3.442136-26843 3102 2006 1.380809+3 3.264954-2 1.381805+3 3.112017-2 1.382801+3 2.979503-26843 3102 2007 1.383798+3 2.864802-2 1.384462+3 2.796988-2 1.385652+3 2.690889-26843 3102 2008 1.386842+3 2.602470-2 1.388031+3 2.529329-2 1.389221+3 2.470658-26843 3102 2009 1.390593+3 2.418315-2 1.391965+3 2.380129-2 1.393338+3 2.355215-26843 3102 2010 1.394897+3 2.341766-2 1.395272+3 2.341257-2 1.397424+3 2.353661-26843 3102 2011 1.398733+3 2.372813-2 1.400043+3 2.403187-2 1.401322+3 2.442693-26843 3102 2012 1.403193+3 2.518529-2 1.404441+3 2.581575-2 1.405688+3 2.655275-26843 3102 2013 1.406936+3 2.740375-2 1.408183+3 2.837795-2 1.409431+3 2.948661-26843 3102 2014 1.410678+3 3.074330-2 1.411926+3 3.216434-2 1.413173+3 3.376927-26843 3102 2015 1.414421+3 3.558159-2 1.415668+3 3.762948-2 1.416916+3 3.994697-26843 3102 2016 1.417851+3 4.188645-2 1.418787+3 4.402111-2 1.419722+3 4.637490-26843 3102 2017 1.420658+3 4.897570-2 1.421594+3 5.185639-2 1.422529+3 5.505433-26843 3102 2018 1.423465+3 5.860618-2 1.424401+3 6.256969-2 1.425336+3 6.702685-26843 3102 2019 1.426272+3 7.204848-2 1.426896+3 7.575449-2 1.427519+3 7.978531-26843 3102 2020 1.428143+3 8.417908-2 1.428767+3 8.898006-2 1.429391+3 9.423912-26843 3102 2021 1.430014+3 1.000158-1 1.430638+3 1.063792-1 1.431137+3 1.119468-16843 3102 2022 1.431636+3 1.179902-1 1.432135+3 1.245646-1 1.432634+3 1.317338-16843 3102 2023 1.433133+3 1.395714-1 1.433632+3 1.481627-1 1.434131+3 1.576071-16843 3102 2024 1.434630+3 1.680201-1 1.435191+3 1.810593-1 1.435566+3 1.906344-16843 3102 2025 1.435940+3 2.010065-1 1.436314+3 2.122720-1 1.436688+3 2.245450-16843 3102 2026 1.437063+3 2.379533-1 1.437437+3 2.526393-1 1.437764+3 2.666670-16843 3102 2027 1.438186+3 2.865331-1 1.438607+3 3.087565-1 1.438887+3 3.250697-16843 3102 2028 1.439168+3 3.427361-1 1.439449+3 3.619092-1 1.439730+3 3.827649-16843 3102 2029 1.440081+3 4.115063-1 1.440396+3 4.402720-1 1.440712+3 4.722053-16843 3102 2030 1.441028+3 5.078000-1 1.441344+3 5.476432-1 1.441554+3 5.769126-16843 3102 2031 1.441819+3 6.172814-1 1.442084+3 6.621120-1 1.442341+3 7.105018-16843 3102 2032 1.442586+3 7.619395-1 1.442821+3 8.165553-1 1.443019+3 8.674517-16843 3102 2033 1.443222+3 9.249693-1 1.443419+3 9.862038-1 1.443599+3 1.047886+06843 3102 2034 1.443812+3 1.128784+0 1.443980+3 1.199681+0 1.444149+3 1.277593+06843 3102 2035 1.444323+3 1.366860+0 1.444511+3 1.473533+0 1.444635+3 1.551893+06843 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