75-Re-185 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 0 0 0 75185.0000 183.364100 2 0 0 07525 1451 1 0.0 0.0 0 0 0 67525 1451 2 1.00000000 20000000.0 1 0 10 77525 1451 3 900.000000 0.0 1 0 517 1357525 1451 4 75-Re-185 LLNL EVAL-Jan11 I.J. Thompson and N.C. Summers 7525 1451 5 DIST- REV- 20111222 7525 1451 6 ----ENDF/B-VII.1 MATERIAL 7525 7525 1451 7 -----INCIDENT NEUTRON DATA 7525 1451 8 ------ENDF-6 FORMAT 7525 1451 9 ENDL File Documentation 7525 1451 10 ============================================================ 7525 1451 11 7525 1451 12 ENDL-2009 7525 1451 13 7525 1451 14 Neutron transport library made by Talys with global nuclear model 7525 1451 15 7525 1451 16 Customisation: I.J. Thompson, N.C. Summers, D. Brown, 7525 1451 17 Lawrence Livermore National Laboratory, USA 7525 1451 18 Code Authors: A.J. Koning and D. Rochman, 7525 1451 19 NRG Petten, The Netherlands 7525 1451 20 Original Code Description: A.J. Koning and D. Rochman, 7525 1451 21 NRG Petten, The Netherlands 7525 1451 22 7525 1451 23 7525 1451 24 ************** G E N E R A L I N F O R M A T I O N ************ 7525 1451 25 7525 1451 26 This evaluated data file is based primarily on the nuclear model 7525 1451 27 code Talys [kon07], version 1.0 and on existing resonance 7525 1451 28 parameter tables. It is part of a large collection of isotopic 7525 1451 29 evaluations, all created by running Talys with default input 7525 1451 30 parameters. This means that the data in this evaluation have not 7525 1451 31 been tested in detail against individual experimental data for 7525 1451 32 this isotope, but is only as good as the global quality of Talys 7525 1451 33 at the present moment. The mutual quality of all individual 7525 1451 34 evaluations is thus relatively consistent. The same set of 7525 1451 35 nuclear models is used and, equally important, the same ENDF-6 7525 1451 36 formatting procedures for each isotope. The resulting data file 7525 1451 37 provides a complete representation of nuclear data needed for 7525 1451 38 transport, damage, heating, radioactivity, and shielding 7525 1451 39 applications over the incident neutron energy range from 1.0E-11 7525 1451 40 to 20 MeV. A complete set of covariance data is included. 7525 1451 41 7525 1451 42 For the resonance range, Talys can not yet be used. Hence, for 7525 1451 43 low energies we have adopted the best possible resonance data 7525 1451 44 from an existing library. 7525 1451 45 7525 1451 46 All transport data for neutrons, other particles, photons and 7525 1451 47 residual nuclides are filed using a combination of MF1,2,3,4 7525 1451 48 and MF6. This includes cross sections, angular distributions, 7525 1451 49 double-differential spectra, discrete and continuum photon 7525 1451 50 production cross sections, and residual production (activation) 7525 1451 51 cross sections. Moreover, isomeric production data are stored in 7525 1451 52 MF8 and MF10. This evaluation can thus be used as both transport 7525 1451 53 and activation library. The data file has been created 7525 1451 54 automatically using the ENDF format generator endl2endf at 7525 1451 55 Lawrence Livermore National Laboratory. 7525 1451 56 7525 1451 57 ##### ORIGIN 7525 1451 58 7525 1451 59 Resonance parameters (MF2/MT151): ENDF/B-VII for E < 2 keV 7525 1451 60 All other data < 20 MeV : Produced with Talys code 7525 1451 61 7525 1451 62 *************************** T H E O R Y ************************* 7525 1451 63 7525 1451 64 Talys is a computer code system for the prediction and analysis 7525 1451 65 of nuclear reactions. Talys simulates reactions that involve 7525 1451 66 neutrons, gamma-rays, protons, deuterons, tritons, helions and 7525 1451 67 alpha-particles, in the 1 keV - 20 MeV energy range and for 7525 1451 68 target nuclides of mass 12 and heavier. This is achieved by 7525 1451 69 implementing a suite of nuclear reaction models into a single 7525 1451 70 code system. It enables to evaluate nuclear reactions from 7525 1451 71 the unresolved resonance region up to intermediate energies. This 7525 1451 72 evaluation is based on a theoretical analysis that utilizes the 7525 1451 73 optical model, compound nucleus statistical theory, direct 7525 1451 74 reactions and pre-equilibrium processes, in combination with 7525 1451 75 databases and models for nuclear structure. The following output 7525 1451 76 of Talys is stored in this data file: 7525 1451 77 7525 1451 78 - Total, elastic and non-elastic cross sections 7525 1451 79 - Elastic scattering angular distributions 7525 1451 80 - Inelastic cross sections to discrete states 7525 1451 81 - Inelastic scattering angular distributions to discrete states 7525 1451 82 - Exclusive channel cross sections, e.g. (n,g), (n,2n), (n,np),.. 7525 1451 83 - Exclusive channel energy spectra 7525 1451 84 - Exclusive channel double-differential spectra 7525 1451 85 - Exclusive gamma production for discrete states and continuum 7525 1451 86 - Isomeric and ground state cross sections 7525 1451 87 - Residual production cross sections 7525 1451 88 - Total particle cross sections, e.g. (n,xn), (n,xp),.. 7525 1451 89 - Total particle energy spectra 7525 1451 90 - Total particle double-differential spectra 7525 1451 91 7525 1451 92 Here follows a short description of the used nuclear models: 7525 1451 93 7525 1451 94 ##### OPTICAL MODEL 7525 1451 95 7525 1451 96 All optical model calculations are performed by ECIS-06 [ray94], 7525 1451 97 in Talys used as a subroutine. The default optical model 7525 1451 98 potentials (OMP) used are the local and global parameterizations 7525 1451 99 of Koning and Delaroche [kon03]. These are phenomenological OMPs 7525 1451 100 for neutrons and protons which in principle are valid over the 7525 1451 101 1 keV - 20 MeV energy range, though the low energy boundary of 7525 1451 102 validity may differ from nucleus to nucleus. For neutrons and 7525 1451 103 protons, the used parameterization is given in Eq. (7) of 7525 1451 104 [kon03]. To calculate the transmission coefficients and reaction 7525 1451 105 cross sections for deuterons, tritons, helions and alpha 7525 1451 106 particles, we use OMPs that are directly derived from our nucleon 7525 1451 107 potentials using Watanabe's folding approach. 7525 1451 108 7525 1451 109 ##### DIRECT REACTIONS 7525 1451 110 7525 1451 111 The built-in ECIS-06 is used for DWBA or coupled-channels 7525 1451 112 calculations for rotational or vibrational (or a combination of 7525 1451 113 these) nuclides, depending on the information present in the 7525 1451 114 nuclear structure database of Talys. 7525 1451 115 In addition, a macroscopic, phenomenological model to describe 7525 1451 116 giant resonances in the inelastic channel is used. For each 7525 1451 117 multipolarity an energy weighted sum rule applies and a DWBA 7525 1451 118 calculation with ECIS-06 is performed for each giant resonance 7525 1451 119 state. The cross section is then spread over the continuum with a 7525 1451 120 Gaussian distribution. 7525 1451 121 7525 1451 122 ##### COMPOUND NUCLEUS 7525 1451 123 7525 1451 124 For binary compound nucleus reactions we use the model of 7525 1451 125 Moldauer, i.e. the Hauser-Feshbach model corrected for width 7525 1451 126 fluctuations. The transmission coefficients have been generated 7525 1451 127 with the aforementioned OMPs and the full j,l-dependence of the 7525 1451 128 transmission coefficients in the Hauser-Feshbach model is used. 7525 1451 129 For each nucleus that can be reached through a binary reaction, 7525 1451 130 several discrete levels and a continuum described by level 7525 1451 131 densities are included simultaneously as competing channels. 7525 1451 132 7525 1451 133 The compound nucleus angular distributions are calculated with 7525 1451 134 the Blatt-Biedenharn formalism, leading to compound nucleus 7525 1451 135 Legendre coefficients that are added to their direct 7525 1451 136 counterparts. For multiple compound emission, i.e. emitted 7525 1451 137 particles after the binary emission, we use the Hauser-Feshbach 7525 1451 138 model. Again, for each residual nucleus several discrete states 7525 1451 139 are included as well as a continuum described by level densities. 7525 1451 140 Multiple compound emission is continued until all reaction 7525 1451 141 channels are closed and the population distribution of all 7525 1451 142 residual nuclides is depleted, through gamma decay, until they 7525 1451 143 end up in the ground state or in an isomer. 7525 1451 144 7525 1451 145 For the level density, we take the Constant Temperature Model 7525 1451 146 with level density parameters as given in [kon08]. This employs 7525 1451 147 the temperature law at low energies and a Fermi gas expression at 7525 1451 148 high energies, and takes into account the damping of shell 7525 1451 149 effects at high excitation energy. We have obtained the level 7525 1451 150 density parameters from a simultaneous fit to all experimental 7525 1451 151 discrete levels and D0 values from the RIPL library [rip05]. 7525 1451 152 7525 1451 153 Gamma-ray transmission coefficients are generated with the 7525 1451 154 Kopecky-Uhl generalized Lorentzian for strength functions, with 7525 1451 155 giant dipole resonance parameters taken from the RIPL library 7525 1451 156 [rip05], and normalized with experimental radiative widths. 7525 1451 157 7525 1451 158 ##### PRE-EQUILIBRIUM REACTIONS 7525 1451 159 7525 1451 160 For pre-equilibrium reactions, which become important for 7525 1451 161 incident energies above about 10 MeV, we use the two-component 7525 1451 162 exciton model [kon04], in which the neutron or proton types of 7525 1451 163 particles and holes are followed throughout the reaction. For 7525 1451 164 energies above 20 MeV, multiple pre-equilibrium emission up to 7525 1451 165 any order of particle emission was included in the calculations. 7525 1451 166 A parameterization for the squared matrix element is used that is 7525 1451 167 valid for the whole energy range of this evaluation. 7525 1451 168 7525 1451 169 For deuterons, tritons, helions and alpha-particles, an extra 7525 1451 170 contribution was added from the pick/up and knock-out reaction 7525 1451 171 model by Kalbach [kal01]. 7525 1451 172 7525 1451 173 For photons, the model of Akkermans and Gruppelaar [akk85] was 7525 1451 174 applied, to simulate the direct and semi-direct capture 7525 1451 175 processes. 7525 1451 176 7525 1451 177 The angular distribution systematics by Kalbach [kal88] were used 7525 1451 178 to describe the angular distributions for all continuum 7525 1451 179 particles. An isotopic distribution for photons was adopted. 7525 1451 180 7525 1451 181 ***************** F I L E I N F O R M A T I O N *************** 7525 1451 182 7525 1451 183 ##### MF1: GENERAL INFORMATION 7525 1451 184 7525 1451 185 - MT451 : Descriptive data and directory 7525 1451 186 7525 1451 187 This text and the full directory of used MF/MT sections. 7525 1451 188 7525 1451 189 ##### MF2: RESONANCE PARAMETERS 7525 1451 190 7525 1451 191 - MT151 : Resonance parameters 7525 1451 192 7525 1451 193 We adopt the resonance parameters from the existing 7525 1451 194 ENDF/B.VII evaluation. These used 7525 1451 195 the resolved resonance parameters taken directly from the 7525 1451 196 evaluation of Mughabghab [mug84] up to 2.0 keV 7525 1451 197 7525 1451 198 ##### MF3: REACTION CROSS SECTIONS 7525 1451 199 7525 1451 200 All the data present in the following MT-sections have been 7525 1451 201 calculated with Talys. If the maximal cross section in an 7525 1451 202 excitation function over the whole energy range does not exceed 7525 1451 203 1.e-9 b, the MT-number is not included at all. Cross sections 7525 1451 204 lower than 1.e-20 b are assumed to have no physical meaning and 7525 1451 205 are set to zero. Not all of the following MT-numbers may be 7525 1451 206 present for this isotope, because this depends on Q-values. 7525 1451 207 They are all listed for completeness. 7525 1451 208 7525 1451 209 - MT1 : Total cross section 7525 1451 210 7525 1451 211 Above 2 keV, calculations from the spherical OMP were used. 7525 1451 212 7525 1451 213 - MT2 : Elastic scattering cross section 7525 1451 214 7525 1451 215 Obtained by subtracting the non-elastic cross section from the 7525 1451 216 total cross section. 7525 1451 217 7525 1451 218 - MT3 : Non-elastic cross section 7525 1451 219 7525 1451 220 Calculated with the optical model over the whole energy range. 7525 1451 221 7525 1451 222 - MT4 : Total inelastic cross section 7525 1451 223 7525 1451 224 Sum of MT=51-91. 7525 1451 225 7525 1451 226 - MT5 : (n,anything) cross section 7525 1451 227 7525 1451 228 For energies below 20 MeV, MT5 contains the lumped (n,gamma x) 7525 1451 229 cross section, where x may represent neutron, proton, deuteron, 7525 1451 230 triton, Helium-3 or alpha. Using the relative yields of MF6/MT5, 7525 1451 231 the (n,gamma n), (n,gamma p), ..., (n,gamma alpha) can be 7525 1451 232 recovered. These cross sections are relatively small. However, 7525 1451 233 addition of these cross sections, which can not be stored in any 7525 1451 234 other MT-number, ensures that the partial cross sections add up 7525 1451 235 to the non-elastic cross section. Above 20 MeV, MT5 contains the 7525 1451 236 total non-elastic cross section, with which the information of 7525 1451 237 MF6/MT5 can be combined to obtain particle production cross 7525 1451 238 sections and (double-)differential cross sections. 7525 1451 239 7525 1451 240 - MT11 : (n,2nd) cross section 7525 1451 241 - MT16 : (n,2n) cross section 7525 1451 242 - MT17 : (n,3n) cross section 7525 1451 243 - MT22 : (n,na) cross section 7525 1451 244 - MT23 : (n,n3a) cross section 7525 1451 245 - MT24 : (n,2na) cross section 7525 1451 246 - MT25 : (n,3na) cross section 7525 1451 247 - MT28 : (n,np) cross section 7525 1451 248 - MT29 : (n,n2a) cross section 7525 1451 249 - MT30 : (n,2n2a) cross section 7525 1451 250 - MT32 : (n,nd) cross section 7525 1451 251 - MT33 : (n,nt) cross section 7525 1451 252 - MT34 : (n,nh) cross section 7525 1451 253 - MT35 : (n,nd2a) cross section 7525 1451 254 - MT36 : (n,nt2a) cross section 7525 1451 255 - MT37 : (n,4n) cross section 7525 1451 256 - MT41 : (n,2np) cross section 7525 1451 257 - MT42 : (n,3np) cross section 7525 1451 258 - MT44 : (n,n2p) cross section 7525 1451 259 - MT45 : (n,npa) cross section 7525 1451 260 - MT51-70 : (n,n') cross section for 1st-20th excited state 7525 1451 261 - MT91 : (n,n') continuum cross section 7525 1451 262 - MT102 : (n,gamma) cross section 7525 1451 263 - MT103 : (n,p) cross section 7525 1451 264 - MT104 : (n,d) cross section 7525 1451 265 - MT105 : (n,t) cross section 7525 1451 266 - MT106 : (n,h) cross section 7525 1451 267 - MT107 : (n,a) cross section 7525 1451 268 - MT108 : (n,2a) cross section 7525 1451 269 - MT109 : (n,3a) cross section 7525 1451 270 - MT111 : (n,2p) cross section 7525 1451 271 - MT112 : (n,pa) cross section 7525 1451 272 - MT113 : (n,t2a) cross section 7525 1451 273 - MT114 : (n,d2a) cross section 7525 1451 274 - MT115 : (n,pd) cross section 7525 1451 275 - MT116 : (n,pt) cross section 7525 1451 276 - MT117 : (n,pa) cross section 7525 1451 277 - MT600-610: (n,p) cross section for 0th-10th excited state 7525 1451 278 7525 1451 279 Obtained by mapping continuum (n,p) cross section from 7525 1451 280 pre-equilibrium and compound model on discrete states. 7525 1451 281 7525 1451 282 - MT649 : (n,p) continuum cross section 7525 1451 283 - MT650-655: (n,d) cross section for 0th-5th excited state 7525 1451 284 7525 1451 285 Obtained by mapping continuum (n,d) cross section from 7525 1451 286 pre-equilibrium and compound model on discrete states. 7525 1451 287 7525 1451 288 - MT699 : (n,d) continuum cross section 7525 1451 289 - MT700-705: (n,t) cross section for 0th-5th excited state 7525 1451 290 7525 1451 291 Obtained by mapping continuum (n,t) cross section from 7525 1451 292 pre-equilibrium and compound model on discrete states. 7525 1451 293 7525 1451 294 - MT749 : (n,t) continuum cross section 7525 1451 295 - MT750-755: (n,h) cross section for 0th-5th excited state 7525 1451 296 7525 1451 297 Obtained by mapping continuum (n,h) cross section from 7525 1451 298 pre-equilibrium and compound model on discrete states. 7525 1451 299 7525 1451 300 - MT799 : (n,t) continuum cross section 7525 1451 301 - MT800-810: (n,a) cross section for 0th-10th excited state 7525 1451 302 7525 1451 303 Obtained by mapping continuum (n,a) cross section from 7525 1451 304 pre-equilibrium and compound model on discrete states. 7525 1451 305 7525 1451 306 - MT849 : (n,a) continuum cross section 7525 1451 307 7525 1451 308 ##### MF4: ANGULAR DISTRIBUTIONS OF SECONDARY PARTICLES 7525 1451 309 7525 1451 310 The versatility of MF6 for the storage of almost any secondary 7525 1451 311 distribution entails that we only use MF4 for the neutron elastic 7525 1451 312 scattering distribution. All data are generated with Talys. 7525 1451 313 7525 1451 314 - MT2 : Elastic angular distribution 7525 1451 315 7525 1451 316 The flag LTT=3 is used to indicate a switch at 20 MeV from a 7525 1451 317 Legendre representation to a tabulated representation. For 7525 1451 318 incident energies below 20 MeV, the Legendre coefficients are 7525 1451 319 given on a sufficiently precise energy grid. They are a sum of 7525 1451 320 calculated Legendre coefficients for compound nucleus and 7525 1451 321 shape-elastic scattering. For incident energies above 20 MeV, 7525 1451 322 relative angular distributions are tabulated on an angular grid. 7525 1451 323 7525 1451 324 ##### MF6: PRODUCT ENERGY-ANGLE DISTRIBUTIONS 7525 1451 325 7525 1451 326 In MF6 we store all secondary energy, angle, and energy-angle 7525 1451 327 distributions, as well as all residual and discrete + continuum 7525 1451 328 photon production cross sections. We thus do not use MF12-15 for 7525 1451 329 the photon production that accompanies each reaction. All data 7525 1451 330 are generated with Talys. 7525 1451 331 7525 1451 332 - MT5 : (n,anything) yields and energy-angle distributions 7525 1451 333 7525 1451 334 For energies below 20 MeV, MT5 contains the relative yields of 7525 1451 335 the (n,gamma x) reaction, where x may represent neutron, proton, 7525 1451 336 deuteron, triton, Helium-3 or alpha. Using the (n,gamma x) cross 7525 1451 337 section of MF3/MT3, the (n,gamma p), ..., (n,gamma alpha) cross 7525 1451 338 section can be recovered. For energies above 20 MeV, MT5 contains 7525 1451 339 the production yields of particles and residual products. It also 7525 1451 340 contains the secondary energy-angle distributions for all 7525 1451 341 particles and photons. First, the yields for neutrons are given 7525 1451 342 for the whole energy range. Next, on a secondary energy grid the 7525 1451 343 relative emission spectra are given together with the parameters 7525 1451 344 for the Kalbach systematics for angular distributions. Inelastic 7525 1451 345 scattering cross sections for discrete states have been broadened 7525 1451 346 and added to the continuum spectra. This procedure is repeated 7525 1451 347 for protons, deuterons, tritons, Helium-3, alpha particles and 7525 1451 348 photons. Finally, the residual production yields are given per 7525 1451 349 final product. All these yields and relative distributions can 7525 1451 350 be multiplied with the cross sections given in MF3/MT5 to get 7525 1451 351 the production cross sections and (double-)differential cross 7525 1451 352 sections. 7525 1451 353 7525 1451 354 - MT16 : (n,2n) energy-angle distr. and photon production 7525 1451 355 7525 1451 356 First, for each type of outgoing particle, the (trivial) integer 7525 1451 357 particle yields are given. Next, on a sufficiently dense incident 7525 1451 358 energy grid the secondary energy-angle distributions are 7525 1451 359 specified by means of the relative emission spectra and the 7525 1451 360 parameters for the Kalbach systematics for angular distributions. 7525 1451 361 Next, the photon yield is tabulated as a function of incident 7525 1451 362 energy. For each incident energy, the photon production is given 7525 1451 363 for all discrete gamma lines present in the final nucleus. A 7525 1451 364 continuum photon distribution is added to this. We assume 7525 1451 365 isotropy for all produced gamma rays. 7525 1451 366 7525 1451 367 For the following MT-numbers, the same procedure as for MT16 is 7525 1451 368 followed: 7525 1451 369 7525 1451 370 - MT11 : (n,2nd) energy-angle distr. and photon production 7525 1451 371 - MT17 : (n,3n) energy-angle distr. and photon production 7525 1451 372 - MT22 : (n,na) energy-angle distr. and photon production 7525 1451 373 - MT23 : (n,n3a) energy-angle distr. and photon production 7525 1451 374 - MT24 : (n,2na) energy-angle distr. and photon production 7525 1451 375 - MT25 : (n,3na) energy-angle distr. and photon production 7525 1451 376 - MT28 : (n,np) energy-angle distr. and photon production 7525 1451 377 - MT29 : (n,n2a) energy-angle distr. and photon production 7525 1451 378 - MT30 : (n,2n2a) energy-angle distr. and photon production 7525 1451 379 - MT32 : (n,nd) energy-angle distr. and photon production 7525 1451 380 - MT33 : (n,nt) energy-angle distr. and photon production 7525 1451 381 - MT34 : (n,nh) energy-angle distr. and photon production 7525 1451 382 - MT35 : (n,nd2a) energy-angle distr. and photon production 7525 1451 383 - MT36 : (n,nt2a) energy-angle distr. and photon production 7525 1451 384 - MT37 : (n,4n) energy-angle distr. and photon production 7525 1451 385 - MT41 : (n,2np) energy-angle distr. and photon production 7525 1451 386 - MT42 : (n,3np) energy-angle distr. and photon production 7525 1451 387 - MT44 : (n,n2p) energy-angle distr. and photon production 7525 1451 388 - MT45 : (n,npa) energy-angle distr. and photon production 7525 1451 389 - MT91 : (n,n') continuum energy-angle distr. and phot. prod. 7525 1451 390 - MT102: (n,gamma) photon production 7525 1451 391 - MT108: (n,2a) continuum energy-angle distr. and photon prod. 7525 1451 392 - MT109: (n,3a) continuum energy-angle distr. and photon prod. 7525 1451 393 - MT111: (n,2p) continuum energy-angle distr. and photon prod. 7525 1451 394 - MT112: (n,pa) continuum energy-angle distr. and photon prod. 7525 1451 395 - MT113: (n,t2a) continuum energy-angle distr. and photon prod. 7525 1451 396 - MT114: (n,d2a) continuum energy-angle distr. and photon prod. 7525 1451 397 - MT115: (n,pd) continuum energy-angle distr. and photon prod. 7525 1451 398 - MT116: (n,pt) continuum energy-angle distr. and photon prod. 7525 1451 399 - MT117: (n,pa) continuum energy-angle distr. and photon prod. 7525 1451 400 - MT649: (n,p) continuum energy-angle distr. and photon prod. 7525 1451 401 - MT699: (n,d) continuum energy-angle distr. and photon prod. 7525 1451 402 - MT749: (n,t) continuum energy-angle distr. and photon prod. 7525 1451 403 - MT849: (n,a) continuum energy-angle distr. and photon prod. 7525 1451 404 7525 1451 405 - MT51 : (n,n') angular distribution and photon production 7525 1451 406 for first excited state 7525 1451 407 7525 1451 408 The angular distribution for inelastic scattering to the first 7525 1451 409 inelastic state is given with Legendre coefficients up to 20 MeV. 7525 1451 410 Next, the exclusive yields for all the discrete gamma rays that 7525 1451 411 originate from this particular level are given. 7525 1451 412 7525 1451 413 For the following MT-numbers, the same procedure as for MT51 is 7525 1451 414 followed: 7525 1451 415 ----- 7525 1451 416 - MT52-70 : (n,n') angular distribution and photon production 7525 1451 417 for 2nd-20th excited state 7525 1451 418 - MT600-610: (n,p) angular distribution and photon production 7525 1451 419 for 0th-10th excited state 7525 1451 420 - MT650-655: (n,d) angular distribution and photon production 7525 1451 421 for 0th-5th excited state 7525 1451 422 - MT700-705: (n,t) angular distribution and photon production 7525 1451 423 for 0th-5th excited state 7525 1451 424 - MT800-810: (n,a) angular distribution and photon production 7525 1451 425 for 0th-10th excited state 7525 1451 426 ----- 7525 1451 427 7525 1451 428 ##### MF9: MULTIPLICITIES FOR PRODUCTION OF RADIOACTIVE NUCLIDES 7525 1451 429 7525 1451 430 All data are generated with Talys. Final states with a lifetime 7525 1451 431 that exceeds 1 second are treated as isomer. 7525 1451 432 7525 1451 433 ##### MF10: CROSS SECTIONS FOR PRODUCTION OF RADIOACTIVE NUCLIDES 7525 1451 434 7525 1451 435 All data are generated with Talys. Final states with a lifetime 7525 1451 436 that exceeds 1 second are treated as isomer. 7525 1451 437 7525 1451 438 7525 1451 439 ***** F I L E C H E C K I N G A N D P R O C E S S I N G *** 7525 1451 440 7525 1451 441 This file has been checked successfully by the BNL checking 7525 1451 442 codes CHECKR-8.01, FIZCON-8.01 and PSYCHE-8.00 [her08]. 7525 1451 443 7525 1451 444 *********************** R E F E R E N C E S ********************* 7525 1451 445 7525 1451 446 [akk85] J.M. Akkermans and H. Gruppelaar, Phys. Lett. 157B, 95 7525 1451 447 (1985). 7525 1451 448 [her08] M. Herman, ENDF Utility Codes Release 8.0, (2008). 7525 1451 449 [hor84] D.J. Horen et al., Phys. Rev. C29, 2126 (1984). 7525 1451 450 [kal88] C. Kalbach, Phys. Rev. C37, 2350 (1988). 7525 1451 451 [kal01] C. Kalbach, PRECO-2000: Exciton model pre-equilibrium 7525 1451 452 code with direct reactions, Duke University 2001, 7525 1451 453 www.nndc.bnl.gov/nndcscr/model-codes/preco-2000/. 7525 1451 454 [kon03] A.J. Koning and J.P. Delaroche, Nucl. Phys. A713, 231 7525 1451 455 (2003). 7525 1451 456 [kon04] A.J. Koning and M.C. Duijvestijn, Nucl. Phys. A744, 15 7525 1451 457 (2004). 7525 1451 458 [kon07] A.J. Koning, S. Hilaire and M.C. Duijvestijn, Talys-1.0, 7525 1451 459 Proceedings of the International Conference on Nuclear 7525 1451 460 Data for Science and Technology - ND-2007, 7525 1451 461 April 22-27, 2007, Nice, France 7525 1451 462 [kon08] A.J. Koning, S. Hilaire and S. Goriely, ``Global and 7525 1451 463 local level density models'', Nucl Phys. A810, 7525 1451 464 13-76 (2008). 7525 1451 465 [mug84] S.F.Mughabghab,"Neutron Cross Sections, Vol.1, Neutron 7525 1451 466 Resonance parameters and thermal cross sections, Part B", 7525 1451 467 BNLNDC, 1984. 7525 1451 468 [ray94] J. Raynal, Notes on ECIS94, CEA Saclay Report 7525 1451 469 No. CEA-N-2772, 1994. 7525 1451 470 [rip05] T. Belgya, O. Bersillon, R. Capote, T. Fukahori, 7525 1451 471 G. Zhigang, S. Goriely, M. Herman, A.V. Ignatyuk, 7525 1451 472 S. Kailas. A. Koning, P. Oblozinsky, V. Plujko and 7525 1451 473 P. Young. IAEA-TECDOC-1506: Handbook for calculations of 7525 1451 474 nuclear reaction data: Reference Input Parameter 7525 1451 475 Library-2, IAEA, Vienna, 2005. Available online at 7525 1451 476 http://www-nds.iaea.org/RIPL-2/. 7525 1451 477 7525 1451 478 DISCLAIMER: Talys has been successfully tested against a large 7525 1451 479 set of measurements. This does not necessarily 7525 1451 480 guarantee that the data of this evaluation represents 7525 1451 481 reality. Improved quality can be expected for data 7525 1451 482 files evaluated on an isotope by isotope basis. 7525 1451 483 7525 1451 484 *************************** DICTIONARY ***************************7525 1451 485 ***************** Program LINEAR (VERSION 2012-1) ***************7525 1451 486 For All Data Greater than 1.0000E-10 barns in Absolute Value 7525 1451 487 Data Linearized to Within an Accuracy of .010000000 per-cent 7525 1451 488 ***************** Program RECENT (VERSION 2012-1) ***************7525 1451 489 For All Data Greater than 1.0000E-10 barns in Absolute Value 7525 1451 490 Data Linearized Using Energy Dependent Uncertainty 7525 1451 491 Energy Accuracy 7525 1451 492 (eV) (per-cent) 7525 1451 493 ----------- ----------- 7525 1451 494 1.00000000 .010000000 7525 1451 495 2.00000000 .100000000 7525 1451 496 ***************** Program SIGMA1 (VERSION 2012-1) ***************7525 1451 497 Data Doppler Broadened to 900.000000 Kelvin 7525 1451 498 For All Data Greater than 1.0000E-10 barns in Absolute Value 7525 1451 499 Data Linearized Using Energy Dependent Uncertainty 7525 1451 500 Energy Accuracy 7525 1451 501 (eV) (per-cent) 7525 1451 502 ----------- ----------- 7525 1451 503 1.00000000 .010000000 7525 1451 504 2.00000000 .100000000 7525 1451 505 ***************** Program FIXUP (Version 2012-1) ****************7525 1451 506 Corrected ZA/AWR in All Sections-----------------------------Yes 7525 1451 507 Corrected Thresholds-----------------------------------------No 7525 1451 508 Extended Cross Sections to 20 MeV----------------------------No 7525 1451 509 Allow Cross Section Deletion---------------------------------No 7525 1451 510 Allow Cross Section Reconstruction---------------------------Yes 7525 1451 511 Make All Cross Sections Non-Negative-------------------------Yes 7525 1451 512 Delete Energies Not in Ascending Order-----------------------Yes 7525 1451 513 Deleted Duplicate Points-------------------------------------Yes 7525 1451 514 Check for Ascending MAT/MF/MT Order--------------------------Yes 7525 1451 515 Check for Legal MF/MT Numbers--------------------------------Yes 7525 1451 516 Allow Creation of Missing Sections---------------------------Yes 7525 1451 517 Allow Insertion of Energy Points-----------------------------No 7525 1451 518 Uniform Energy Grid for ALL MT-------------------------------No 7525 1451 519 Delete Section if Cross Section =0 at All Energies-----------Yes 7525 1451 520 **************** Program DICTIN (VERSION 2012-1) ****************7525 1451 521 1 451 656 07525 1451 522 2 151 620 07525 1451 523 3 1 13417 07525 1451 524 3 2 4488 07525 1451 525 3 4 42 17525 1451 526 3 16 18 07525 1451 527 3 17 11 07525 1451 528 3 22 144 07525 1451 529 3 28 22 07525 1451 530 3 51 20 07525 1451 531 3 52 20 07525 1451 532 3 53 23 07525 1451 533 3 54 21 07525 1451 534 3 55 22 07525 1451 535 3 56 21 07525 1451 536 3 57 20 07525 1451 537 3 58 20 07525 1451 538 3 59 20 07525 1451 539 3 60 23 07525 1451 540 3 61 19 07525 1451 541 3 62 19 07525 1451 542 3 63 22 07525 1451 543 3 64 20 07525 1451 544 3 65 21 07525 1451 545 3 66 20 07525 1451 546 3 67 18 07525 1451 547 3 68 19 07525 1451 548 3 69 18 07525 1451 549 3 70 19 07525 1451 550 3 91 26 07525 1451 551 3 102 8957 07525 1451 552 3 103 153 07525 1451 553 3 104 24 07525 1451 554 3 105 20 07525 1451 555 3 107 155 07525 1451 556 4 2 3538 07525 1451 557 4 51 3307 07525 1451 558 4 52 3274 07525 1451 559 4 53 3274 07525 1451 560 4 54 3241 07525 1451 561 4 55 3241 07525 1451 562 4 56 3208 07525 1451 563 4 57 3208 07525 1451 564 4 58 3208 07525 1451 565 4 59 3208 07525 1451 566 4 60 3208 07525 1451 567 4 61 3175 07525 1451 568 4 62 3175 07525 1451 569 4 63 3175 07525 1451 570 4 64 3175 07525 1451 571 4 65 3175 07525 1451 572 4 66 3175 07525 1451 573 4 67 3175 07525 1451 574 4 68 3175 07525 1451 575 4 69 3142 07525 1451 576 4 70 3142 07525 1451 577 6 16 1248 07525 1451 578 6 17 455 07525 1451 579 6 22 2100 07525 1451 580 6 28 1774 07525 1451 581 6 91 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7.26958856 1349.15457 7.27113381 1336.994597525 3 1 1791 7.27843864 1274.07848 7.27900055 1269.22204 7.28742920 1190.183697525 3 1 1792 7.29192448 1147.91592 7.29641976 1103.43682 7.30990560 969.6718657525 3 1 1793 7.32114380 857.990986 7.32297001 840.539701 7.33083675 765.3098047525 3 1 1794 7.34052970 677.386247 7.34888811 606.309467 7.35296196 573.9625027525 3 1 1795 7.35647390 546.115878 7.36216323 503.834234 7.36581565 478.2905787525 3 1 1796 7.36785258 464.073157 7.37354191 426.876291 7.37866934 395.7188477525 3 1 1797 7.37979316 388.906631 7.38470988 361.191583 7.38946392 336.1288277525 3 1 1798 7.38962659 335.273498 7.39454330 311.163145 7.39922894 289.7869897525 3 1 1799 7.39946001 288.735883 7.40437673 267.981018 7.40899395 249.9323317525 3 1 1800 7.40929344 248.765462 7.41421015 231.065151 7.41824888 217.5572557525 3 1 1801 7.41875898 215.971759 7.42298999 202.872121 7.42773111 189.3322407525 3 1 1802 7.42852399 187.245948 7.43247223 176.901190 7.43721334 165.4704947525 3 1 1803 7.43828901 163.085846 7.44195445 154.997183 7.44669557 145.3860277525 3 1 1804 7.44805403 142.857138 7.45143669 136.590751 7.45617781 128.5299927525 3 1 1805 7.45781905 125.968941 7.46091892 121.156652 7.46566003 114.4028617525 3 1 1806 7.46758406 111.894593 7.47075234 107.789779 7.47602025 101.5726127525 3 1 1807 7.48060408 96.6476202 7.48128815 95.9179398 7.48655606 90.79944367525 3 1 1808 7.49182397 86.1301129 7.49371595 84.5976636 7.49709187 81.88481287525 3 1 1809 7.50235978 78.0118839 7.50691967 74.9385115 7.50762769 74.46499227525 3 1 1810 7.51289559 71.2301573 7.51991947 67.3133521 7.52012338 67.21034107525 3 1 1811 7.52588976 64.3268204 7.53326483 60.9835434 7.53992894 58.26102487525 3 1 1812 7.54063990 57.9739191 7.54801497 55.2798934 7.55539004 52.83124727525 3 1 1813 7.55973452 51.5140630 7.56276510 50.6059362 7.57014018 48.58097967525 3 1 1814 7.57751524 46.7177402 7.57954008 46.2510562 7.58734867 44.47546417525 3 1 1815 7.59718209 42.4535485 7.60613379 40.7873972 7.60806910 40.43233077525 3 1 1816 7.62000969 38.4591285 7.63195028 36.6787950 7.63291378 36.54838997525 3 1 1817 7.64389086 35.0891574 7.65583145 33.6429567 7.66777204 32.31898247525 3 1 1818 7.67308376 31.7774456 7.67971263 31.1155120 7.69165321 30.01675127525 3 1 1819 7.70441098 28.9338161 7.71344265 28.2276386 7.71798594 27.87932437525 3 1 1820 7.73156089 26.9210533 7.74513584 26.0355168 7.75417935 25.48851867525 3 1 1821 7.75871079 25.2203265 7.77907321 24.1207831 7.79943564 23.13053757525 3 1 1822 7.80849496 22.7315809 7.81998958 22.2379725 7.84063929 21.43307197525 3 1 1823 7.86128899 20.6988822 7.86357686 20.6243281 7.88193870 20.04389407525 3 1 1824 7.90258840 19.4445328 7.92333521 18.8894179 7.94427625 18.37114307525 3 1 1825 7.94658827 18.3186573 7.97219763 17.7585248 8.00011901 17.20422807525 3 1 1826 8.02804039 16.6982586 8.03037679 16.6594306 8.05635569 16.24473607525 3 1 1827 8.08467099 15.8298771 8.11298629 15.4473570 8.14130159 15.09314107525 3 1 1828 8.14367095 15.0655967 8.17001636 14.7727948 8.19873114 14.47621187525 3 1 1829 8.24180331 14.0680419 8.25856349 13.9239497 8.28528059 13.70566687525 3 1 1830 8.32896043 13.3814493 8.37264026 13.0850714 8.41693634 12.80883017525 3 1 1831 8.43415559 12.7096168 8.46123242 12.5628774 8.50573682 12.33990047525 3 1 1832 8.55065784 12.1308401 8.61055253 11.8736020 8.61305846 11.86372647525 3 1 1833 8.67129223 11.6488817 8.73203193 11.4432098 8.79362855 11.25071617525 3 1 1834 8.85522518 11.0721507 8.85780232 11.0651878 8.91769083 10.91580867525 3 1 1835 8.98015647 10.7708196 9.07517685 10.5681323 9.17109095 10.38220847525 3 1 1836 9.17376001 10.3774818 9.26790505 10.2227247 9.36562548 10.07648907525 3 1 1837 9.46472457 9.94110173 9.50052174 9.89641835 9.56475573 9.820451977525 3 1 1838 9.66572554 9.71249625 9.76764057 9.61488382 9.87099345 9.527415237525 3 1 1839 9.88821893 9.51398207 9.97621628 9.45064137 10.0815296 9.387102697525 3 1 1840 10.1878289 9.33802257 10.2596949 9.31458397 10.3315608 9.300123327525 3 1 1841 10.4044407 9.29592210 10.4773206 9.30402884 10.5512286 9.327193957525 3 1 1842 10.5533494 9.32830511 10.6066596 9.34835858 10.6626121 9.381382777525 3 1 1843 10.7188252 9.42889691 10.7750383 9.49367759 10.8320444 9.580811307525 3 1 1844 10.8532275 9.62120398 10.8700485 9.64993142 10.9080526 9.728437907525 3 1 1845 10.9463248 9.82351469 10.9848651 9.93834931 11.0063470 10.01502867525 3 1 1846 11.0234054 10.0722109 11.0523106 10.1866975 11.0812157 10.31883447525 3 1 1847 11.1105287 10.4737858 11.1225349 10.5473790 11.1398417 10.64809367525 3 1 1848 11.1691547 10.8479230 11.1984677 11.0826713 11.2180097 11.26204917525 3 1 1849 11.2375517 11.4627245 11.2398105 11.4886701 11.2561808 11.67007437525 3 1 1850 11.2748098 11.9019289 11.2934389 12.1630975 11.3120679 12.45831007525 3 1 1851 11.3190972 12.5847485 11.3306970 12.7883242 11.3493260 13.16242157525 3 1 1852 11.3632978 13.4794252 11.3772695 13.8329932 11.3785623 13.87000867525 3 1 1853 11.3935227 14.2900602 11.4074001 14.7343168 11.4212774 15.23895827525 3 1 1854 11.4316854 15.6643492 11.4385866 15.9777646 11.4420933 16.13479387525 3 1 1855 11.4525014 16.6560224 11.4629094 17.2420184 11.4733174 17.90456057525 3 1 1856 11.4787893 18.3007137 11.4837253 18.6550169 11.4941333 19.51073847525 3 1 1857 11.5026139 20.3031512 11.5101309 21.0889005 11.5176477 21.96466187525 3 1 1858 11.5189920 22.1396894 11.5251646 22.9399898 11.5326815 24.03222517525 3 1 1859 11.5401984 25.2588235 11.5477152 26.6386766 11.5552321 28.19309277525 3 1 1860 11.5627490 29.9458396 11.5677602 31.2374407 11.5727715 32.63740157525 3 1 1861 11.5797102 34.7715929 11.5854924 36.7405305 11.5912746 38.89955627525 3 1 1862 11.5970568 41.2655139 11.5999645 42.5682473 11.6028390 43.85927887525 3 1 1863 11.6086212 46.6993725 11.6144035 49.8018079 11.6201857 53.18619927525 3 1 1864 11.6254458 56.5398462 11.6259679 56.8735461 11.6317501 60.89169827525 3 1 1865 11.6375323 65.2526476 11.6407344 67.8547896 11.6425436 69.32769467525 3 1 1866 11.6487113 74.7419742 11.6509269 76.8503964 11.6548790 80.61902587525 3 1 1867 11.6610467 86.9768328 11.6662156 92.7205895 11.6672144 93.83286507525 3 1 1868 11.6733821 101.214014 11.6764080 105.093574 11.6795498 109.1289297525 3 1 1869 11.6857175 117.587559 11.6866005 118.888429 11.6938126 129.5324167525 3 1 1870 11.6967929 134.263090 11.7013296 141.477509 11.7069854 151.0696997525 3 1 1871 11.7088464 154.231900 11.7163633 167.774263 11.7171778 169.3331717525 3 1 1872 11.7263858 186.989371 11.7279302 190.129419 11.7364144 207.4083347525 3 1 1873 11.7364469 207.474625 11.7448986 225.575195 11.7477800 231.7566367525 3 1 1874 11.7562109 250.677932 11.7675231 276.111880 11.7720653 286.3419287525 3 1 1875 11.7788354 301.522930 11.7901476 326.928252 11.7905684 327.8747817525 3 1 1876 11.8016702 351.620539 11.8071160 362.514432 11.8118469 371.9921107525 3 1 1877 11.8210985 388.974788 11.8294249 402.725239 11.8405267 418.4203747525 3 1 1878 11.8516286 430.699653 11.8594924 437.110329 11.8678188 441.7349047525 3 1 1879 11.8688981 442.039646 11.8759910 444.012321 11.8800000 444.3081717525 3 1 1880 11.8806168 444.225957 11.8883265 443.160690 11.8941857 440.7322217525 3 1 1881 11.8966528 439.695035 11.9059044 433.190806 11.9068295 432.2548657525 3 1 1882 11.9170062 421.894368 11.9194733 418.626726 11.9281081 407.1338807525 3 1 1883 11.9315003 401.670027 11.9404435 387.207904 11.9435273 381.4527957525 3 1 1884 11.9540124 361.819855 11.9555543 358.632919 11.9675813 333.7041987525 3 1 1885 11.9688149 331.139959 11.9828464 300.257340 11.9981115 266.5743117525 3 1 1886 12.0098301 240.666094 12.0133766 233.152715 12.0211633 216.6327877525 3 1 1887 12.0286416 201.557319 12.0324579 193.856597 12.0424804 174.8450447525 3 1 1888 12.0499973 161.419865 12.0575142 148.752394 12.0650310 136.8664407525 3 1 1889 12.0711987 127.705278 12.0773664 119.077724 12.0835341 110.9791597525 3 1 1890 12.0897018 103.400805 12.0958695 96.3449789 12.1020372 89.78151147525 3 1 1891 12.1082049 83.6924073 12.1110223 81.1184511 12.1143726 78.06594757525 3 1 1892 12.1201549 73.1910844 12.1259371 68.6779998 12.1317193 64.50737227525 3 1 1893 12.1323428 64.0924711 12.1375015 60.6730788 12.1432837 57.14374767525 3 1 1894 12.1490660 53.8982703 12.1536633 51.5284502 12.1548482 50.92055957525 3 1 1895 12.1606304 48.2002992 12.1664126 45.7082217 12.1721948 43.42703437525 3 1 1896 12.1749838 42.4204833 12.1779771 41.3466466 12.1837593 39.45103697525 3 1 1897 12.1895415 37.7193950 12.1953237 36.1378622 12.1963043 35.89291297525 3 1 1898 12.2011059 34.7039723 12.2068881 33.3973540 12.2145978 31.83069717525 3 1 1899 12.2223074 30.4427919 12.2282851 29.4886418 12.2300170 29.21559477525 3 1 1900 12.2377266 28.1384516 12.2454363 27.1829085 12.2531459 26.33433337525 3 1 1901 12.2602657 25.6376436 12.2608555 25.5808383 12.2685651 24.92137797525 3 1 1902 12.2762748 24.3353887 12.2878392 23.5764420 12.2994036 22.94143497525 3 1 1903 12.3035083 22.7508160 12.3090960 22.4975284 12.3187883 22.12391887525 3 1 1904 12.3333268 21.6722090 12.3467509 21.3617815 12.3478652 21.33685777525 3 1 1905 12.3624037 21.1154408 12.3769421 20.9905905 12.3897308 20.95786027525 3 1 1906 12.4025193 20.9971940 12.4116148 21.0778918 12.4153079 21.11264147525 3 1 1907 12.4280965 21.3113747 12.4408851 21.5952526 12.4536737 21.97391917525 3 1 1908 12.4664623 22.4605220 12.4792508 23.0725072 12.4877765 23.56114837525 3 1 1909 12.4963022 24.1238143 12.5048279 24.7702995 12.5133536 25.51209237525 3 1 1910 12.5209413 26.2723616 12.5224157 26.4209776 12.5314777 27.47604917525 3 1 1911 12.5405397 28.6946561 12.5496017 30.1021366 12.5556431 31.15961027525 3 1 1912 12.5616844 32.3234842 12.5647939 32.9826959 12.5677258 33.60742997525 3 1 1913 12.5737671 35.0229218 12.5798085 36.5788521 12.5858498 38.28827417525 3 1 1914 12.5918912 40.1652416 12.5976834 42.1396523 12.5979325 42.22495447525 3 1 1915 12.6039739 44.4918811 12.6100152 46.9733723 12.6164881 49.88986807525 3 1 1916 12.6193476 51.3055481 12.6229610 53.1016945 12.6294339 56.62996367525 3 1 1917 12.6359067 60.4919547 12.6407498 63.6487219 12.6423796 64.71495747525 3 1 1918 12.6488525 69.3297899 12.6553254 74.3475086 12.6568014 75.58854617525 3 1 1919 12.6617982 79.8031747 12.6682711 85.7082573 12.6728529 90.21683057525 3 1 1920 12.6747440 92.0837915 12.6820799 99.9084665 12.6881213 106.8307527525 3 1 1921 12.6889045 107.785363 12.6941626 114.210494 12.6996056 121.2642407525 3 1 1922 12.7002040 122.041359 12.7092660 134.651927 12.7103066 136.2150717525 3 1 1923 12.7183280 148.287852 12.7210077 152.608626 12.7273900 162.9189907525 3 1 1924 12.7317087 170.339972 12.7367110 178.951250 12.7424098 189.3039727525 3 1 1925 12.7460319 195.895383 12.7531108 209.487164 12.7600134 222.7664197525 3 1 1926 12.7691624 241.289465 12.7827978 268.954322 12.7872857 278.0751567525 3 1 1927 12.8061002 316.383670 12.8095524 323.040206 12.8185281 340.3605057525 3 1 1928 12.8330274 366.037236 12.8420031 380.260081 12.8509788 392.5916007525 3 1 1929 12.8544310 397.320641 12.8627163 406.738769 12.8710015 414.4487017525 3 1 1930 12.8796320 420.495653 12.8872269 423.993591 12.8882625 424.4642327525 3 1 1931 12.8970657 426.266386 12.9000000 426.368019 12.9022440 426.0473407525 3 1 1932 12.9093210 424.987692 12.9173474 421.645966 12.9186419 421.0984247525 3 1 1933 12.9289985 413.904816 12.9293869 413.540494 12.9372838 406.0798317525 3 1 1934 12.9442745 398.072020 12.9455691 396.583352 12.9471226 394.4471237525 3 1 1935 12.9579970 379.456304 12.9585148 378.635116 12.9676632 364.0785387525 3 1 1936 12.9699071 360.174730 12.9773293 347.218270 12.9869954 328.9104997525 3 1 1937 12.9938999 315.794504 13.0020125 299.493467 13.0170296 269.2580257525 3 1 1938 13.0368797 229.218629 13.0470637 209.600896 13.0495666 204.7767227525 3 1 1939 13.0622534 181.655621 13.0706682 167.201434 13.0790829 153.5240717525 3 1 1940 13.0846065 145.083455 13.0874977 140.671852 13.0959124 128.6760347525 3 1 1941 13.1043271 117.533705 13.1071320 114.066708 13.1105842 109.8098567525 3 1 1942 13.1174886 101.834004 13.1243930 94.4101097 13.1302468 88.56971867525 3 1 1943 13.1312974 87.5250691 13.1382018 81.1751324 13.1451062 75.31797157525 3 1 1944 13.1520106 69.9290092 13.1533615 68.9611388 13.1589150 65.00060637525 3 1 1945 13.1645249 61.3069434 13.1709977 57.3667481 13.1764763 54.30522837525 3 1 1946 13.1774706 53.7525430 13.1839435 50.4554054 13.1904164 47.43730297525 3 1 1947 13.1968892 44.6771053 13.1995910 43.6241029 13.2033621 42.16375177525 3 1 1948 13.2098350 39.8751566 13.2163079 37.7861223 13.2227058 35.90134157525 3 1 1949 13.2227807 35.8794268 13.2292536 34.1514051 13.2344319 32.87816557525 3 1 1950 13.2404733 31.5048863 13.2458205 30.3872815 13.2465146 30.24351657525 3 1 1951 13.2525560 29.0928196 13.2585973 28.0335897 13.2646387 27.05736637525 3 1 1952 13.2737007 25.7320308 13.2804927 24.8483942 13.2827627 24.55668907525 3 1 1953 13.2918247 23.5184096 13.3008868 22.5889730 13.3099488 21.75347697525 3 1 1954 13.3154909 21.2921434 13.3190108 21.0033677 13.3280728 20.33017857525 3 1 1955 13.3369191 19.7319036 13.3457654 19.1843901 13.3590348 18.44483317525 3 1 1956 13.3623727 18.2796454 13.3723042 17.7982513 13.3855736 17.22415627525 3 1 1957 13.3988429 16.7082165 13.4121124 16.2416834 13.4253818 15.81753567525 3 1 1958 13.4326952 15.6070037 13.4430743 15.3146036 13.4607668 14.87070137525 3 1 1959 13.4795769 14.4502086 13.4804012 14.4321410 13.5019774 14.01413537525 3 1 1960 13.5235537 13.6446911 13.5451299 13.3165775 13.5667062 13.02406457525 3 1 1961 13.5746632 12.9276288 13.5882824 12.7672478 13.6098587 12.54047737525 3 1 1962 13.6314349 12.3380160 13.6542522 12.1476504 13.6697495 12.03376247525 3 1 1963 13.6783106 11.9724853 13.7023690 11.8227104 13.7264274 11.69368687525 3 1 1964 13.7504858 11.5841659 13.7745442 11.4932793 13.7986026 11.42050917525 3 1 1965 13.8226610 11.3656723 13.8346902 11.3450127 13.8672219 11.31223337525 3 1 1966 13.8916340 11.3106928 13.9160462 11.3303124 13.9404583 11.37289747525 3 1 1967 13.9648705 11.4408810 13.9892826 11.5374848 14.0136947 11.66695557525 3 1 1968 14.0320038 11.7889458 14.0472512 11.9092061 14.0581815 12.01073427525 3 1 1969 14.0655398 12.0766401 14.0838285 12.2728808 14.1021171 12.50764907525 3 1 1970 14.1158336 12.7137598 14.1295501 12.9503948 14.1432666 13.22308067525 3 1 1971 14.1569831 13.5388569 14.1573493 13.5486789 14.1706996 13.90143767525 3 1 1972 14.1798439 14.1776352 14.1915345 14.5787682 14.2022123 15.00079207525 3 1 1973 14.2128900 15.4863515 14.2235678 16.0477979 14.2306863 16.47151757525 3 1 1974 14.2378048 16.9407243 14.2449233 17.4612688 14.2520418 18.03974617525 3 1 1975 14.2591603 18.6835655 14.2662788 19.4010217 14.2733973 20.20136387525 3 1 1976 14.2805158 21.0948621 14.2816589 21.2551234 14.2876343 22.09577027525 3 1 1977 14.2947528 23.2142248 14.3006256 24.2346739 14.3075661 25.56662197525 3 1 1978 14.3145066 27.0490110 14.3193715 28.2045819 14.3214472 28.69999517525 3 1 1979 14.3283877 30.5395196 14.3353282 32.5798640 14.3422688 34.83977577525 3 1 1980 14.3445132 35.6478689 14.3492093 37.3454242 14.3561499 40.11350887525 3 1 1981 14.3630904 43.1613211 14.3633695 43.2959704 14.3700309 46.52161947525 3 1 1982 14.3759037 49.6155591 14.3794629 51.6078516 14.3822258 53.26228077525 3 1 1983 14.3865814 55.8807929 14.3936999 60.5481296 14.4008184 65.62270507525 3 1 1984 14.4010821 65.8264242 14.4079369 71.1388798 14.4136530 75.92204307525 3 1 1985 14.4150554 77.0987756 14.4221739 83.5237573 14.4262238 87.44108957525 3 1 1986 14.4292924 90.4171087 14.4378346 99.3153462 14.4387947 100.3905257525 3 1 1987 14.4463768 108.902611 14.4513655 114.885943 14.4549190 119.1580867525 3 1 1988 14.4629970 129.466097 14.4634612 130.059710 14.4736892 143.9592067525 3 1 1989 14.4748508 145.541598 14.4885184 165.363393 14.4897275 167.2171827525 3 1 1990 14.5057658 191.868043 14.5067417 193.371330 14.5218041 217.1312477525 3 1 1991 14.5386326 243.729239 14.5431884 250.538381 14.5565712 270.5652497525 3 1 1992 14.5668218 284.710381 14.5796351 300.681791 14.5864689 307.9963127525 3 1 1993 14.5915943 313.469596 14.6024144 322.974980 14.6046922 324.5382527525 3 1 1994 14.6123803 329.784607 14.6217766 334.391668 14.6223461 334.5615577525 3 1 1995 14.6308883 337.066890 14.6384340 337.818648 14.6400000 337.9675177525 3 1 1996 14.6482575 337.043684 14.6502507 336.811661 14.6605013 333.4042917525 3 1 1997 14.6617827 332.711588 14.6707519 327.813520 14.6753078 324.4329017525 3 1 1998 14.6810026 320.175073 14.6889754 312.781125 14.6912533 310.6601077525 3 1 1999 14.6935312 308.155945 14.7026428 298.106546 14.7071987 292.3456277525 3 1 2000 14.7160256 281.134417 14.7241407 269.643950 14.7322558 258.1079087525 3 1 2001 14.7427200 242.068149 14.7561740 221.383775 14.7612993 213.4257557525 3 1 2002 14.7809463 182.851489 14.7860717 175.233549 14.7962511 160.0884427525 3 1 2003 14.8087085 142.604511 14.8186744 129.445694 14.8286403 117.1034387525 3 1 2004 14.8368266 107.610366 14.8369633 107.460745 14.8432332 100.6120607525 3 1 2005 14.8496399 93.9838299 14.8560465 87.7253945 14.8624532 81.83343087525 3 1 2006 14.8630826 81.2900462 14.8688598 76.3168498 14.8752665 71.15453127525 3 1 2007 14.8816731 66.3350385 14.8826721 65.6379353 14.8887916 61.38225127525 3 1 2008 14.8946644 57.5931312 14.9005371 54.0591457 14.9022616 53.09293757525 3 1 2009 14.9064099 50.7784375 14.9122827 47.7335383 14.9181554 44.90836177525 3 1 2010 14.9218511 43.2610368 14.9240282 42.2953509 14.9299010 39.88567747525 3 1 2011 14.9357737 37.6592761 14.9414405 35.6763103 14.9416465 35.60468117525 3 1 2012 14.9475192 33.7224913 14.9525022 32.2424498 14.9574851 30.86283907525 3 1 2013 14.9624681 29.5772338 14.9674510 28.3795645 14.9675598 28.35520547525 3 1 2014 14.9724340 27.2740180 14.9774169 26.2451771 14.9848914 24.83368747525 3 1 2015 14.9923658 23.5655582 14.9936791 23.3652192 14.9998402 22.43521247525 3 1 2016 15.0073146 21.4208556 15.0147891 20.5076385 15.0197983 19.95571377525 3 1 2017 15.0222635 19.6876455 15.0272464 19.1904683 15.0341870 18.55147597525 3 1 2018 15.0411275 17.9686255 15.0480681 17.4357517 15.0550086 16.94737927525 3 1 2019 15.0595300 16.6550284 15.0619492 16.5014287 15.0723600 15.90532047525 3 1 2020 15.0827707 15.3760402 15.0931816 14.9030752 15.0992617 14.65467087525 3 1 2021 15.1035924 14.4813811 15.1140032 14.1052276 15.1244140 13.76355277525 3 1 2022 15.1382950 13.3532479 15.1516423 12.9996152 15.1522373 12.98534207525 3 1 2023 15.1649894 12.6884180 15.1783366 12.4058983 15.1916838 12.14749147525 3 1 2024 15.2094800 11.8347653 15.2272763 11.5527380 15.2317007 11.48904307525 3 1 2025 15.2450725 11.3039087 15.2628688 11.0794944 15.2806650 10.87396877525 3 1 2026 15.3008760 10.6602862 15.3210868 10.4647151 15.3391466 10.30602867525 3 1 2027 15.3480346 10.2316314 15.3749824 10.0292381 15.4019303 9.846318487525 3 1 2028 15.4288781 9.67991512 15.4558259 9.52763249 15.4827737 9.387511527525 3 1 2029 15.5010735 9.29954075 15.5099117 9.25942896 15.5509037 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130.206640 2.903393097525 310221808 130.255085 2.76488837 130.303530 2.64649963 130.353047 2.542198967525 310221809 130.403635 2.44996294 130.454223 2.36984037 130.504811 2.300039247525 310221810 130.580693 2.21174972 130.656575 2.14013503 130.732457 2.082662057525 310221811 130.808340 2.03746189 130.884222 2.00314913 130.960104 1.978704297525 310221812 131.035986 1.96340300 131.137162 1.95643173 131.232182 1.963451637525 310221813 131.327202 1.98367955 131.422222 2.01769789 131.517242 2.066662287525 310221814 131.588507 2.11428499 131.659772 2.17247951 131.731037 2.242798337525 310221815 131.802302 2.32740910 131.873567 2.42944633 131.926917 2.519996277525 310221816 131.971310 2.60685235 132.015702 2.70664389 132.060095 2.822631967525 310221817 132.104487 2.95934444 132.134082 3.06503702 132.163677 3.185169677525 310221818 132.193272 3.32281584 132.222867 3.48179929 132.245064 3.617854787525 310221819 132.267260 3.77094483 132.289456 3.94386930 132.311652 4.139874527525 310221820 132.333849 4.36272780 132.356044 4.61672519 132.370841 4.805796657525 310221821 132.391330 5.09716675 132.411819 5.42728859 132.427186 5.703546297525 310221822 132.442552 6.00712221 132.457919 6.34077255 132.473285 6.707384947525 310221823 132.488652 7.11016015 132.504019 7.55245634 132.519385 8.037853377525 310221824 132.534751 8.57022546 132.550118 9.15369403 132.565485 9.792541527525 310221825 132.580852 10.4913118 132.596218 11.2547175 132.611584 12.08777557525 310221826 132.626951 12.9957156 132.642318 13.9838320 132.657684 15.05755217525 310221827 132.673051 16.2226429 132.688417 17.4846754 132.704353 18.90218617525 310221828 132.721427 20.5509634 132.738501 22.3420032 132.755575 24.28309267525 310221829 132.772650 26.3819244 132.789723 28.6453575 132.806798 31.08073227525 310221830 132.823872 33.6938976 132.840946 36.4905853 132.858019 39.47541707525 310221831 132.875093 42.6526260 132.898997 47.4288978 132.917209 51.32688647525 310221832 132.935421 55.4487641 132.962740 62.0463745 132.990058 69.12628397525 310221833 133.017376 76.6617261 133.046972 85.2944858 133.081119 95.77672037525 310221834 133.135755 113.396302 133.224995 142.815585 133.274168 158.3019237525 310221835 133.309682 168.730432 133.340825 177.169612 133.374700 185.4563987525 310221836 133.412581 193.481949 133.450463 200.100056 133.486159 205.0235107525 310221837 133.519305 208.492753 133.564107 211.657285 133.607817 213.3642027525 310221838 133.674838 214.368854 133.751330 215.338385 133.805966 217.4656197525 310221839 133.847855 220.560380 133.889743 225.242296 133.931111 231.5671717525 310221840 133.972479 239.581373 134.018804 250.373896 134.075042 265.4605677525 310221841 134.196383 300.025571 134.248192 312.842293 134.291138 321.3839377525 310221842 134.332721 327.287306 134.368169 330.165658 134.392710 330.8878197525 310221843 134.429567 329.913557 134.458336 327.393304 134.489970 322.8378877525 310221844 134.517477 317.388245 134.551862 308.713314 134.584183 298.7988417525 310221845 134.618224 286.694456 134.660517 269.616785 134.704529 249.9406937525 310221846 134.754215 226.128124 134.878515 164.550885 134.918057 145.7902577525 310221847 134.951582 130.604429 134.985107 116.227561 135.009607 106.2953137525 310221848 135.034106 96.8842864 135.058605 88.0165194 135.083103 79.70656487525 310221849 135.107602 71.9602819 135.126514 66.3662011 135.148004 60.41358117525 310221850 135.169494 54.8835893 135.190984 49.7658521 135.207102 46.19027287525 310221851 135.223220 42.8330655 135.239338 39.6873495 135.255455 36.74592347525 310221852 135.271573 34.0006392 135.287690 31.4437358 135.302734 29.21953337525 310221853 135.317777 27.1452733 135.332820 25.2138286 135.347863 23.41820367525 310221854 135.362907 21.7513192 135.377950 20.2064870 135.392993 18.77678137525 310221855 135.408036 17.4555225 135.423080 16.2361126 135.438123 15.11237737525 310221856 135.453166 14.0781008 135.468209 13.1273742 135.483253 12.25446927525 310221857 135.498296 11.4540762 135.513339 10.7209648 135.528382 10.05022587525 310221858 135.546588 9.31524920 135.564793 8.65715964 135.582998 8.068761537525 310221859 135.601203 7.54345555 135.619408 7.07518214 135.637613 6.658403797525 310221860 135.655819 6.28806512 135.674023 5.95966548 135.692228 5.669042477525 310221861 135.710433 5.41253728 135.728638 5.18687200 135.746843 4.989141537525 310221862 135.765048 4.81678630 135.783253 4.66756528 135.807527 4.501256857525 310221863 135.831800 4.36875413 135.856074 4.26688947 135.880347 4.193153187525 310221864 135.904620 4.14556700 135.926372 4.12388734 135.935988 4.120382937525 310221865 135.964835 4.13150390 135.993682 4.17414432 136.022530 4.247401607525 310221866 136.051377 4.35057811 136.080224 4.48304927 136.109071 4.644119287525 310221867 136.137919 4.83290776 136.166766 5.04821432 136.185997 5.205723417525 310221868 136.224459 5.55160657 136.263272 5.93720351 136.302084 6.351707177525 310221869 136.431459 7.80695991 136.479014 8.30478472 136.514680 8.640563697525 310221870 136.551184 8.93909359 136.575800 9.10968889 136.610486 9.302311147525 310221871 136.641817 9.42384663 136.673146 9.49228217 136.700000 9.507254737525 310221872 136.733568 9.46873594 136.764897 9.37629285 136.787276 9.278072527525 310221873 136.819724 9.09082322 136.855810 8.82575364 136.890217 8.524742417525 310221874 136.934974 8.07685503 136.981129 7.56830456 137.100014 6.199861337525 310221875 137.147568 5.68845200 137.189528 5.27703610 137.217049 5.032386887525 310221876 137.244117 4.81375049 137.271186 4.61863244 137.298254 4.448480047525 310221877 137.325323 4.30450880 137.352391 4.18783984 137.379459 4.099561277525 310221878 137.406527 4.04086410 137.433596 4.01316212 137.443747 4.011113287525 310221879 137.467431 4.02487576 137.487733 4.05836448 137.508034 4.113220787525 310221880 137.528335 4.19099983 137.548637 4.29357351 137.568938 4.423156077525 310221881 137.589239 4.58238222 137.609540 4.77433767 137.629841 5.002614397525 310221882 137.646266 5.21671242 137.665580 5.50573064 137.680066 5.751507887525 310221883 137.694551 6.02447273 137.709037 6.32697813 137.723522 6.661495717525 310221884 137.738008 7.03079152 137.752493 7.43774739 137.766979 7.885572007525 310221885 137.781464 8.37758009 137.795950 8.91744459 137.810436 9.508968627525 310221886 137.824922 10.1562185 137.839407 10.8634391 137.853893 11.63524917525 310221887 137.868378 12.4762824 137.882864 13.3916070 137.897349 14.38624747525 310221888 137.911835 15.4656772 137.926320 16.6352501 137.940806 17.90077657525 310221889 137.956996 19.4357231 137.974038 21.1976153 137.991079 23.11879767525 310221890 138.008122 25.2092949 138.025163 27.4782145 138.042205 29.93536007525 310221891 138.059247 32.5897299 138.076289 35.4500323 138.093331 38.52442357525 310221892 138.110373 41.8203674 138.127414 45.3442737 138.145592 49.36111367525 310221893 138.163770 53.6493414 138.181948 58.2126410 138.200126 63.05277847525 310221894 138.218304 68.1693925 138.245571 76.3561459 138.272838 85.13848817525 310221895 138.299196 94.1625628 138.325554 103.668006 138.365091 118.6999517525 310221896 138.421898 141.446872 138.498246 172.532259 138.545509 190.9013207525 310221897 138.589135 206.456334 138.621583 216.782159 138.649305 224.5638497525 310221898 138.680753 232.053238 138.706929 237.085320 138.738922 241.6287417525 310221899 138.765099 243.959677 138.796364 245.051584 138.798182 245.0577547525 310221900 138.826176 244.356518 138.852353 242.359767 138.881437 238.6627647525 310221901 138.904705 234.632439 138.933790 228.338105 138.967601 219.4220427525 310221902 139.000049 209.452888 139.036315 196.959146 139.078124 181.2188707525 310221903 139.147200 153.458138 139.219913 124.054843 139.258086 109.2987247525 310221904 139.283535 99.8946739 139.308984 90.9068154 139.336251 81.79109707525 310221905 139.363518 73.2484656 139.381696 67.8861242 139.399874 62.79612387525 310221906 139.418052 57.9809336 139.436230 53.4407379 139.454408 49.17363497525 310221907 139.471451 45.4176710 139.488492 41.8944009 139.505534 38.59759927525 310221908 139.522576 35.5209145 139.539618 32.6569515 139.556660 29.99762917525 310221909 139.573702 27.5343195 139.590743 25.2581066 139.607786 23.15926697525 310221910 139.624827 21.2287736 139.640733 19.5700612 139.654366 18.25236637525 310221911 139.668000 17.0254247 139.681633 15.8846073 139.695267 14.82502087525 310221912 139.708900 13.8421971 139.722534 12.9314864 139.736167 12.08864997525 310221913 139.749801 11.3093349 139.763434 10.5895813 139.777068 9.925369317525 310221914 139.790701 9.31304974 139.804335 8.74895622 139.817968 8.229768217525 310221915 139.831602 7.75217964 139.845235 7.31320414 139.858869 6.909892177525 310221916 139.872502 6.53958693 139.886136 6.19968321 139.899769 5.887841387525 310221917 139.917947 5.51181255 139.932827 5.23473716 139.950197 4.942787747525 310221918 139.967567 4.68137787 139.984938 4.44726625 140.002308 4.237566547525 310221919 140.019678 4.04964483 140.037049 3.88114424 140.054419 3.729987387525 310221920 140.077579 3.55221407 140.100739 3.39811749 140.123900 3.264440607525 310221921 140.147060 3.14846863 140.170221 3.04792933 140.193381 2.960979417525 310221922 140.228122 2.85285689 140.262862 2.76834021 140.297602 2.705148647525 310221923 140.326412 2.66814898 140.355221 2.64510703 140.384030 2.636564857525 310221924 140.412839 2.64359004 140.441648 2.66778575 140.470458 2.711314697525 310221925 140.499267 2.77692187 140.518473 2.83456316 140.537679 2.904659277525 310221926 140.556885 2.98850159 140.576091 3.08751801 140.595297 3.203275377525 310221927 140.614647 3.33856096 140.634141 3.49570330 140.653635 3.675844067525 310221928 140.673129 3.88119952 140.692622 4.11410551 140.712116 4.377055397525 310221929 140.731609 4.67259773 140.751103 5.00342625 140.770596 5.372235147525 310221930 140.790090 5.78182849 140.809583 6.23493688 140.829077 6.734350307525 310221931 140.848570 7.28269135 140.868064 7.88257646 140.887557 8.536342007525 310221932 140.907051 9.24623943 140.923295 9.88202600 140.942789 10.69951407525 310221933 140.962283 11.5776451 140.981776 12.5172142 141.001270 13.51867297525 310221934 141.027261 14.9496807 141.053253 16.4881496 141.072746 17.70996937525 310221935 141.098737 19.4248268 141.132897 21.8143534 141.173741 24.84018207525 310221936 141.239091 29.9224462 141.297015 34.4588926 141.338601 37.58658257525 310221937 141.383157 40.6882344 141.421773 43.0737785 141.445537 44.36688577525 310221938 141.477617 45.8669924 141.513263 47.1647047 141.542967 47.92264057525 310221939 141.571484 48.3577574 141.600000 48.4978160 141.630893 48.31370157525 310221940 141.660597 47.8112887 141.687925 47.0764258 141.711689 46.23524177525 310221941 141.742582 44.8797877 141.773772 43.2391051 141.810902 40.97887737525 310221942 141.855459 37.9161833 141.908927 33.9018178 142.015493 25.59485617525 310221943 142.051138 22.9259797 142.081771 20.7334601 142.112403 18.65627647525 310221944 142.143036 16.7101148 142.163458 15.4912395 142.183880 14.33797107525 310221945 142.203373 13.2997020 142.221939 12.3681939 142.240504 11.49278117525 310221946 142.259070 10.6729966 142.277635 9.90817322 142.296201 9.197135477525 310221947 142.314766 8.53857549 142.333331 7.93082337 142.351896 7.372047887525 310221948 142.370462 6.86023352 142.389027 6.39332952 142.407592 5.969123547525 310221949 142.426157 5.58539083 142.444723 5.23988146 142.463288 4.930423707525 310221950 142.481853 4.65484071 142.500418 4.41105237 142.518984 4.197067827525 310221951 142.534327 4.04140644 142.552509 3.88031793 142.570691 3.743169557525 310221952 142.588873 3.62861681 142.607055 3.53548159 142.625236 3.462767007525 310221953 142.643419 3.40965086 142.661600 3.37553187 142.679782 3.359998727525 310221954 142.685842 3.35891324 142.704024 3.36791518 142.722205 3.395430117525 310221955 142.740388 3.44183102 142.758569 3.50772978 142.776751 3.594024997525 310221956 142.794933 3.70188282 142.813115 3.83276567 142.831297 3.988442827525 310221957 142.849479 4.17100451 142.867660 4.38286361 142.885842 4.626817877525 310221958 142.904023 4.90597739 142.920908 5.19984383 142.935197 5.476920397525 310221959 142.949486 5.78219046 142.963775 6.11785709 142.978064 6.486277817525 310221960 142.992353 6.88996533 143.006643 7.33161949 143.020932 7.813999637525 310221961 143.035221 8.34010704 143.049510 8.91306022 143.063799 9.536118837525 310221962 143.078089 10.2127258 143.092378 10.9463051 143.106667 11.74053487525 310221963 143.120956 12.5991485 143.135245 13.5259654 143.149534 14.52487367525 310221964 143.163823 15.5998097 143.178112 16.7547374 143.192401 17.99362237525 310221965 143.206690 19.3204058 143.220979 20.7389757 143.236856 22.42747267525 310221966 143.252733 24.2390235 143.268610 26.1784270 143.284486 28.25004047525 310221967 143.300363 30.4582420 143.321532 33.6210082 143.342701 37.04007767525 310221968 143.358578 39.7758919 143.379747 43.6548976 143.398799 47.37280367525 310221969 143.424202 52.6622132 143.449605 58.3233823 143.475008 64.34126687525 310221970 143.500411 70.6934013 143.525813 77.3492574 143.566458 88.53287847525 310221971 143.620651 104.146930 143.695166 125.860718 143.745972 139.9369477525 310221972 143.788310 150.655672 143.823873 158.647529 143.851309 164.0374877525 310221973 143.874680 168.022345 143.901099 171.790980 143.932259 175.1555667525 310221974 143.964775 177.344570 143.992210 178.101986 144.000000 178.1327237525 310221975 144.027096 177.603843 144.059612 175.679798 144.089419 172.7191997525 310221976 144.113805 169.488254 144.143272 164.679524 144.170199 159.4944417525 310221977 144.203223 152.228481 144.243868 142.149699 144.291287 129.2296027525 310221978 144.421265 91.5954237 144.465720 79.2529085 144.502766 69.54563967525 310221979 144.534520 61.7421487 144.563098 55.1754044 144.582150 51.05195537525 310221980 144.601202 47.1381536 144.620254 43.4368788 144.639306 39.94905377525 310221981 144.658358 36.6738083 144.677410 33.6086539 144.696463 30.74951687525 310221982 144.715515 28.0915090 144.734567 25.6282093 144.753619 23.35245027525 310221983 144.772672 21.2562276 144.791724 19.3312939 144.810776 17.56865017525 310221984 144.829828 15.9591360 144.842530 14.9665543 144.855231 14.03520127525 310221985 144.867932 13.1622340 144.885926 12.0200805 144.901803 11.09892217525 310221986 144.917680 10.2535773 144.933557 9.47902404 144.949434 8.770400287525 310221987 144.965310 8.12306041 144.981187 7.53243074 144.997064 6.994264677525 310221988 145.012941 6.50448394 145.028817 6.05925305 145.044694 5.654872357525 310221989 145.060571 5.28794607 145.076448 4.95526581 145.092324 4.653854377525 310221990 145.108201 4.38088668 145.124078 4.13379710 145.139955 3.910194407525 310221991 145.155831 3.70788561 145.171708 3.52481764 145.187585 3.359144367525 310221992 145.208754 3.16238994 145.227806 3.00617650 145.244742 2.881929397525 310221993 145.261677 2.76990710 145.287079 2.62192765 145.312483 2.494583237525 310221994 145.337885 2.38460014 145.363288 2.28919515 145.388691 2.206054587525 310221995 145.422561 2.11098666 145.456432 2.03061609 145.490302 1.962066647525 310221996 145.524173 1.90310126 145.574979 1.82896001 145.625784 1.768325937525 310221997 145.676590 1.71828912 145.727396 1.67685804 145.783345 1.639556077525 310221998 145.849579 1.60503992 145.915814 1.57972470 145.982049 1.562824807525 310221999 146.048283 1.55398845 146.092439 1.55258348 146.151715 1.556577697525 310222000 146.226111 1.57205381 146.281907 1.59257724 146.337703 1.622549447525 310222001 146.393500 1.66461691 146.430697 1.70133342 146.467895 1.746944907525 310222002 146.505092 1.80375127 146.532991 1.85550195 146.560888 1.916859107525 310222003 146.588787 1.98980933 146.616685 2.07674533 146.644583 2.180564977525 310222004 146.663182 2.26084758 146.681781 2.35135263 146.700379 2.453406197525 310222005 146.721044 2.58216690 146.738093 2.70213121 146.755142 2.836029997525 310222006 146.772191 2.98542310 146.789240 3.15201421 146.806289 3.337657917525 310222007 146.823338 3.54436615 146.840387 3.77431387 146.857436 4.029843527525 310222008 146.874485 4.31346835 146.891533 4.62785465 146.908582 4.975897277525 310222009 146.925631 5.36060702 146.942680 5.78517801 146.959729 6.252963067525 310222010 146.976778 6.76746377 146.993827 7.33231750 147.010876 7.951281027525 310222011 147.027925 8.62821059 147.044974 9.36703834 147.062023 10.17174487525 310222012 147.079588 11.0739289 147.098187 12.1149039 147.116786 13.24899687525 310222013 147.135385 14.4811387 147.153984 15.8160361 147.172582 17.25801217525 310222014 147.191182 18.8113242 147.209780 20.4791792 147.228379 22.26481107525 310222015 147.246977 24.1703418 147.265576 26.1975372 147.290374 29.09058617525 310222016 147.318273 32.6038351 147.346170 36.3841386 147.374069 40.41977297525 310222017 147.401967 44.6917136 147.434205 49.8892706 147.475122 56.81164767525 310222018 147.589195 76.8709639 147.638791 85.2157775 147.680122 91.61679917525 310222019 147.714839 96.4388929 147.743606 99.9602146 147.768404 102.5999297525 310222020 147.795516 105.023195 147.828581 107.269944 147.855033 108.4723037525 310222021 147.884790 109.167004 147.900000 109.248404 147.926452 108.9472677525 310222022 147.958194 107.851581 147.987291 106.164059 148.011097 104.3200247525 310222023 148.039863 101.570788 148.076895 97.2696137 148.111613 92.56191807525 310222024 148.151290 86.5340195 148.200887 78.2996440 148.324879 56.56907887525 310222025 148.369516 49.0620409 148.406714 43.1495632 148.439365 38.27957067525 310222026 148.470363 33.9669679 148.491029 31.2706235 148.511694 28.72201067525 310222027 148.532360 26.3228724 148.553025 24.0738715 148.573690 21.97390347525 310222028 148.594355 20.0207192 148.610888 18.5615478 148.627420 17.19211387525 310222029 148.643952 15.9098225 148.660484 14.7118810 148.677017 13.59519017525 310222030 148.693549 12.5566559 148.710081 11.5928283 148.726613 10.70021707525 310222031 148.743146 9.87521200 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1.501668-7 1.010090-17525 6 28 1885 4.500000+6 4.297919-7 2.026880-1 5.000000+6 8.376843-7 3.723230-17525 6 28 1886 5.500000+6 1.129303-6 5.771770-1 7525 6 28 1887 0.000000+0 1.160000+7 0 1 36 127525 6 28 1888 2.600000+6 0.000000+0 1.000000+0 2.800000+6 5.21128-11 4.637780-27525 6 28 1889 3.000000+6 6.47937-10 3.366660-2 3.200000+6 4.428324-9 3.405580-27525 6 28 1890 3.400000+6 1.227077-8 4.491930-2 3.600000+6 2.370782-8 6.326510-27525 6 28 1891 3.800000+6 4.617798-8 8.040040-2 4.000000+6 8.669491-8 9.791920-27525 6 28 1892 4.500000+6 2.449361-7 2.037690-1 5.000000+6 5.297034-7 3.651790-17525 6 28 1893 5.500000+6 8.655332-7 5.517120-1 6.000000+6 5.284538-7 7.374710-17525 6 28 1894 0.000000+0 1.180000+7 0 1 36 127525 6 28 1895 2.600000+6 0.000000+0 1.000000+0 2.800000+6 4.44774-11 8.302350-27525 6 28 1896 3.000000+6 4.98361-10 3.187110-2 3.200000+6 2.820277-9 3.388950-27525 6 28 1897 3.400000+6 9.279448-9 4.668710-2 3.600000+6 1.945237-8 6.047200-27525 6 28 1898 3.800000+6 3.710635-8 7.884950-2 4.000000+6 6.759552-8 9.928390-27525 6 28 1899 4.500000+6 2.002647-7 1.999660-1 5.000000+6 4.775299-7 3.446060-17525 6 28 1900 5.500000+6 8.005093-7 5.372430-1 6.000000+6 8.933974-7 7.276980-17525 6 28 1901 0.000000+0 1.200000+7 0 1 39 137525 6 28 1902 2.600000+6 0.000000+0 1.000000+0 2.800000+6 2.39307-11 2.128380-17525 6 28 1903 3.000000+6 2.89528-10 3.196610-2 3.200000+6 1.237988-9 3.408370-27525 6 28 1904 3.400000+6 5.478683-9 4.717670-2 3.600000+6 1.208378-8 5.821410-27525 6 28 1905 3.800000+6 2.256138-8 7.775870-2 4.000000+6 4.004563-8 1.007150-17525 6 28 1906 4.500000+6 1.315718-7 1.846860-1 5.000000+6 3.017640-7 3.379080-17525 6 28 1907 5.500000+6 5.530853-7 5.350050-1 6.000000+6 8.018228-7 7.062520-17525 6 28 1908 6.500000+6 3.341083-7 8.433330-1 7525 6 28 1909 0.000000+0 1.220000+7 0 1 39 137525 6 28 1910 2.600000+6 0.000000+0 1.000000+0 2.800000+6 1.93893-11 2.083900-17525 6 28 1911 3.000000+6 3.39496-10 3.537590-2 3.200000+6 1.826652-9 3.686920-27525 6 28 1912 3.400000+6 4.502807-9 4.533280-2 3.600000+6 9.523645-9 5.863760-27525 6 28 1913 3.800000+6 1.741019-8 8.010200-2 4.000000+6 3.377518-8 9.503960-27525 6 28 1914 4.500000+6 1.077577-7 1.804880-1 5.000000+6 2.464345-7 3.393320-17525 6 28 1915 5.500000+6 5.126199-7 5.129080-1 6.000000+6 7.613471-7 6.929790-17525 6 28 1916 6.500000+6 6.694988-7 8.345420-1 7525 6 28 1917 0.000000+0 1.240000+7 0 1 39 137525 6 28 1918 2.600000+6 0.000000+0 1.000000+0 2.800000+6 1.48119-11 2.181370-17525 6 28 1919 3.000000+6 1.90737-10 4.103090-2 3.200000+6 1.404822-9 3.892370-27525 6 28 1920 3.400000+6 3.723450-9 4.452330-2 3.600000+6 7.614997-9 5.967470-27525 6 28 1921 3.800000+6 1.424943-8 7.970580-2 4.000000+6 2.878903-8 9.107440-27525 6 28 1922 4.500000+6 8.617517-8 1.854560-1 5.000000+6 2.174265-7 3.207080-17525 6 28 1923 5.500000+6 4.522469-7 4.992570-1 6.000000+6 7.456043-7 6.864090-17525 6 28 1924 6.500000+6 9.350309-7 8.211510-1 7525 6 28 1925 0.000000+0 1.260000+7 0 1 42 147525 6 28 1926 2.600000+6 0.000000+0 1.000000+0 2.800000+6 1.05773-11 1.915750-17525 6 28 1927 3.000000+6 9.75700-11 5.593970-2 3.200000+6 8.17530-10 3.775890-27525 6 28 1928 3.400000+6 2.230310-9 4.519890-2 3.600000+6 4.338234-9 6.368040-27525 6 28 1929 3.800000+6 8.964402-9 7.713640-2 4.000000+6 1.737147-8 9.218760-27525 6 28 1930 4.500000+6 5.360826-8 1.830980-1 5.000000+6 1.398187-7 3.083610-17525 6 28 1931 5.500000+6 2.896013-7 4.950750-1 6.000000+6 5.357275-7 6.690370-17525 6 28 1932 6.500000+6 7.136751-7 8.105580-1 7.000000+6 4.976513-7 9.039760-17525 6 28 1933 0.000000+0 1.280000+7 0 1 42 147525 6 28 1934 2.600000+6 0.000000+0 1.000000+0 2.800000+6 7.90202-12 3.603000-27525 6 28 1935 3.000000+6 7.51068-11 3.624480-2 3.200000+6 5.81144-10 3.582610-27525 6 28 1936 3.400000+6 1.807461-9 4.570930-2 3.600000+6 3.719543-9 6.080380-27525 6 28 1937 3.800000+6 7.397372-9 7.667750-2 4.000000+6 1.367209-8 9.627180-27525 6 28 1938 4.500000+6 4.715890-8 1.719540-1 5.000000+6 1.175366-7 3.048260-17525 6 28 1939 5.500000+6 2.532639-7 4.805940-1 6.000000+6 4.830346-7 6.569850-17525 6 28 1940 6.500000+6 7.258910-7 8.025970-1 7.000000+6 7.162185-7 8.964800-17525 6 28 1941 0.000000+0 1.300000+7 0 1 45 157525 6 28 1942 2.600000+6 0.000000+0 1.000000+0 2.800000+6 5.54623-12 4.362560-27525 6 28 1943 3.000000+6 4.85823-11 3.344200-2 3.200000+6 2.98639-10 3.570270-27525 6 28 1944 3.400000+6 1.071426-9 5.030170-2 3.600000+6 2.506616-9 5.890010-27525 6 28 1945 3.800000+6 4.935013-9 7.512300-2 4.000000+6 8.909148-9 9.656140-27525 6 28 1946 4.500000+6 3.195885-8 1.666930-1 5.000000+6 7.603803-8 3.119170-17525 6 28 1947 5.500000+6 1.751239-7 4.647460-1 6.000000+6 3.389607-7 6.477780-17525 6 28 1948 6.500000+6 5.647004-7 7.912010-1 7.000000+6 6.595180-7 8.888560-17525 6 28 1949 7.500000+6 2.878347-7 9.457550-1 7525 6 28 1950 0.000000+0 1.320000+7 0 1 45 157525 6 28 1951 2.600000+6 0.000000+0 1.000000+0 2.800000+6 4.74761-12 8.312170-27525 6 28 1952 3.000000+6 3.72244-11 3.264000-2 3.200000+6 1.70219-10 3.517430-27525 6 28 1953 3.400000+6 8.94524-10 4.833720-2 3.600000+6 2.033150-9 5.826620-27525 6 28 1954 3.800000+6 3.826853-9 7.773650-2 4.000000+6 7.631127-9 9.050900-27525 6 28 1955 4.500000+6 2.536492-8 1.693950-1 5.000000+6 6.555074-8 2.935220-17525 6 28 1956 5.500000+6 1.450652-7 4.575790-1 6.000000+6 2.903113-7 6.356030-17525 6 28 1957 6.500000+6 5.064983-7 7.811330-1 7.000000+6 6.994032-7 8.822510-17525 6 28 1958 7.500000+6 5.193558-7 9.413090-1 7525 6 28 1959 0.000000+0 1.340000+7 0 1 45 157525 6 28 1960 2.600000+6 0.000000+0 1.000000+0 2.800000+6 3.20999-12 2.202120-17525 6 28 1961 3.000000+6 7.06398-11 3.369060-2 3.200000+6 3.21830-10 3.756930-27525 6 28 1962 3.400000+6 7.95910-10 4.613440-2 3.600000+6 1.724898-9 5.839770-27525 6 28 1963 3.800000+6 3.171538-9 7.975000-2 4.000000+6 6.683215-9 8.792330-27525 6 28 1964 4.500000+6 2.063170-8 1.776030-1 5.000000+6 5.820210-8 2.833480-17525 6 28 1965 5.500000+6 1.257202-7 4.562080-1 6.000000+6 2.594298-7 6.214750-17525 6 28 1966 6.500000+6 4.716034-7 7.729260-1 7.000000+6 7.037949-7 8.748360-17525 6 28 1967 7.500000+6 7.070089-7 9.365770-1 7525 6 28 1968 0.000000+0 1.360000+7 0 1 48 167525 6 28 1969 2.600000+6 0.000000+0 1.000000+0 2.800000+6 3.09406-12 1.629320-17525 6 28 1970 3.000000+6 3.54455-11 3.537230-2 3.200000+6 1.88329-10 4.270390-27525 6 28 1971 3.400000+6 5.38434-10 4.535110-2 3.600000+6 1.119362-9 5.988500-27525 6 28 1972 3.800000+6 2.190925-9 7.681030-2 4.000000+6 4.471577-9 8.751700-27525 6 28 1973 4.500000+6 1.453755-8 1.681400-1 5.000000+6 3.946027-8 2.801670-17525 6 28 1974 5.500000+6 8.746219-8 4.428040-1 6.000000+6 1.791853-7 6.115960-17525 6 28 1975 6.500000+6 3.384369-7 7.624800-1 7.000000+6 5.316035-7 8.677310-17525 6 28 1976 7.500000+6 6.538353-7 9.320060-1 8.000000+6 3.014373-7 9.672010-17525 6 28 1977 0.000000+0 1.380000+7 0 1 48 167525 6 28 1978 2.600000+6 0.000000+0 1.000000+0 2.800000+6 1.63823-12 2.336510-17525 6 28 1979 3.000000+6 1.78023-11 4.058420-2 3.200000+6 1.63019-10 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