89-Ac-225 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 0 0 0 89225.0000 223.090000 0 1 6 18925 1451 1 0.0 1.00000000 0 0 0 68925 1451 2 1.00000000 20000000.0 1 0 10 78925 1451 3 1500.00000 0.0 1 0 356 868925 1451 4 89-Ac-225 JAEA+ EVAL-FEB10 O.Iwamoto, T.Nakagawa, et al. 8925 1451 5 DIST-MAY10 20111222 8925 1451 6 ----ENDF/B-VII.1 MATERIAL 8925 8925 1451 7 -----INCIDENT NEUTRON DATA 8925 1451 8 ------ENDF-6 FORMAT 8925 1451 9 8925 1451 10 *****************************************************************8925 1451 11 JENDL-4.0 adopted 8925 1451 12 *****************************************************************8925 1451 13 AUG11 Added MT458 fission energy release data based on R. Vogt 8925 1451 14 Energy-Dependent Fission Q Values Generalized for All Actinides 8925 1451 15 Oct 8, 2008 report LLNL-TR-407620 8925 1451 16 8925 1451 17 8925 1451 18 History 8925 1451 19 07-10 Theoretical calculation was performed with CCONE code. 8925 1451 20 Data were compiled as JENDL/AC-2008/1/. 8925 1451 21 10-02 Data of prompt gamma rays due to fission were given. 8925 1451 22 10-03 Covariance data were given. 8925 1451 23 8925 1451 24 8925 1451 25 MF=1 General information 8925 1451 26 MT=452 Number of Neutrons per fission 8925 1451 27 Sum of MT's=455 and 456. 8925 1451 28 8925 1451 29 MT=455 Delayed neutron data 8925 1451 30 Estimated from systematics by Tuttle/2/, Benedetti et al./3/ 8925 1451 31 and Waldo et al./4/ 8925 1451 32 8925 1451 33 MT=456 Number of prompt neutrons per fission 8925 1451 34 Estimated from Howerton's systematics/5/. 8925 1451 35 8925 1451 36 8925 1451 37 MF= 2 Resonance parameters 8925 1451 38 MT=151 8925 1451 39 No resonance parameters are given. 8925 1451 40 8925 1451 41 8925 1451 42 Thermal cross sections and resonance integrals (at 300K) 8925 1451 43 ------------------------------------------------------- 8925 1451 44 0.0253 eV reson. integ.(*) 8925 1451 45 (barns) (barns) 8925 1451 46 ------------------------------------------------------- 8925 1451 47 total 52.72 8925 1451 48 elastic 12.63 8925 1451 49 fission 0.0005 0.139 8925 1451 50 capture 40.02 1240 8925 1451 51 ------------------------------------------------------- 8925 1451 52 (*) In the energy range from 0.5 eV to 10 MeV. 8925 1451 53 8925 1451 54 8925 1451 55 MF= 3 Neutron cross sections 8925 1451 56 Below 0.45 eV: 8925 1451 57 * Elastic scattering cross section is 12.6b calculated from 8925 1451 58 scattering radius of 10.0 fm/6/. 8925 1451 59 * Fission cross section is in the 1/v shape. 8925 1451 60 0.0005 b at 0.0253 eV was estimated from systematics. 8925 1451 61 * Capture cross section is in the 1/v shape. 8925 1451 62 40 b at 0.0253 eV was estimated from systematics. 8925 1451 63 8925 1451 64 Above 0.45 eV: 8925 1451 65 Cross sections were calculated with CCONE code/6/, except 8925 1451 66 for the elastic scattering (MT=2) and fission cross sections 8925 1451 67 (MT's=18, 19). 8925 1451 68 8925 1451 69 MT=1 Total cross section 8925 1451 70 The cross section was calculated with CC OMP of Soukhovitskii 8925 1451 71 et al./7/. 8925 1451 72 8925 1451 73 MT= 2 Elastic scattering cross section 8925 1451 74 Calculated as total - non-elastic scattering cross sections. 8925 1451 75 8925 1451 76 MT=18, 19 Total fission and (n,f) cross sections 8925 1451 77 Above 200 keV, the cross section was calculated from CCONE 8925 1451 78 code/6/. Between 1 eV to 100 keV, a constant value of 7.2e-5 b8925 1451 79 wasa assumed. 8925 1451 80 8925 1451 81 8925 1451 82 MF= 4 Angular distributions of secondary neutrons 8925 1451 83 MT=2 Elastic scattering 8925 1451 84 Calculated with CCONE code/6/. 8925 1451 85 8925 1451 86 MT=18 Fission 8925 1451 87 Isotropic distributions in the laboratory system were assumed.8925 1451 88 8925 1451 89 MF= 5 Energy distributions of secondary neutrons 8925 1451 90 MT=18 Prompt neutrons 8925 1451 91 Calculated with CCONE code/6/. 8925 1451 92 8925 1451 93 MF= 6 Energy-angle distributions 8925 1451 94 Calculated with CCONE code/6/. 8925 1451 95 Distributions from fission (MT=18) are not included. 8925 1451 96 8925 1451 97 8925 1451 98 MF=12 Photon production multiplicities 8925 1451 99 MT=18 Fission 8925 1451 100 Calculated from the total energy released by the prompt 8925 1451 101 gamma-rays due to fission which was estimated from its 8925 1451 102 systematics, and the average energy of gamma-rays. 8925 1451 103 8925 1451 104 8925 1451 105 MF=14 Photon angular distributions 8925 1451 106 MT=18 Fission 8925 1451 107 Isotoropic distributions were assumed. 8925 1451 108 8925 1451 109 8925 1451 110 MF=15 Continuous photon energy spectra 8925 1451 111 MT=18 Fission 8925 1451 112 Experimental data measured by Verbinski et al./8/ for 8925 1451 113 U-235 thermal fission were adopted. 8925 1451 114 8925 1451 115 8925 1451 116 MF=31 Covariances of average number of neutrons per fission 8925 1451 117 MT=452 Number of neutrons per fission 8925 1451 118 Sum of covariances for MT=455 and MT=456. 8925 1451 119 8925 1451 120 MT=455 8925 1451 121 Error of 15% was assumed. 8925 1451 122 8925 1451 123 MT=456 8925 1451 124 Covariance was obtained by fitting a linear function to the 8925 1451 125 at 0.0 and 5.0 MeV with an uncertainty of 5%. 8925 1451 126 8925 1451 127 8925 1451 128 MF=33 Covariances of neutron cross sections 8925 1451 129 Covariances were given to all the cross sections by using 8925 1451 130 KALMAN code/9/ and the covariances of model parameters 8925 1451 131 used in the cross-section calculations. 8925 1451 132 8925 1451 133 For the following cross sections, standard deviations in the 8925 1451 134 energy region below 0.45 eV were assumed as follows: 8925 1451 135 8925 1451 136 Total 40 % 8925 1451 137 Elastic scattering 50 % 8925 1451 138 Fission 50 % 8925 1451 139 Capture 50 % 8925 1451 140 8925 1451 141 8925 1451 142 MF=34 Covariances for Angular Distributions 8925 1451 143 MT=2 Elastic scattering 8925 1451 144 Covariances were given only to P1 components. 8925 1451 145 8925 1451 146 8925 1451 147 MF=35 Covariances for Energy Distributions 8925 1451 148 MT=18 Fission spectra 8925 1451 149 Estimated with CCONE and KALMAN codes. 8925 1451 150 8925 1451 151 8925 1451 152 ***************************************************************** 8925 1451 153 Calculation with CCONE code 8925 1451 154 ***************************************************************** 8925 1451 155 8925 1451 156 Models and parameters used in the CCONE/6/ calculation 8925 1451 157 1) Coupled channel optical model 8925 1451 158 Levels in the rotational band were included. Optical model 8925 1451 159 potential and coupled levels are shown in Table 1. 8925 1451 160 8925 1451 161 2) Two-component exciton model/10/ 8925 1451 162 * Global parametrization of Koning-Duijvestijn/11/ 8925 1451 163 was used. 8925 1451 164 * Gamma emission channel/12/ was added to simulate direct 8925 1451 165 and semi-direct capture reaction. 8925 1451 166 8925 1451 167 3) Hauser-Feshbach statistical model 8925 1451 168 * Moldauer width fluctuation correction/13/ was included. 8925 1451 169 * Neutron, gamma and fission decay channel were included. 8925 1451 170 * Transmission coefficients of neutrons were taken from 8925 1451 171 coupled channel calculation in Table 1. 8925 1451 172 * The level scheme of the target is shown in Table 2. 8925 1451 173 * Level density formula of constant temperature and Fermi-gas 8925 1451 174 model were used with shell energy correction and collective 8925 1451 175 enhancement factor. Parameters are shown in Table 3. 8925 1451 176 * Fission channel: 8925 1451 177 Double humped fission barriers were assumed. 8925 1451 178 Fission barrier penetrabilities were calculated with 8925 1451 179 Hill-Wheler formula/14/. Fission barrier parameters were 8925 1451 180 shown in Table 4. Transition state model was used and 8925 1451 181 continuum levels are assumed above the saddles. The level 8925 1451 182 density parameters for inner and outer saddles are shown in 8925 1451 183 Tables 5 and 6, respectively. 8925 1451 184 * Gamma-ray strength function of Kopecky et al/15/,/16/ 8925 1451 185 was used. The prameters are shown in Table 7. 8925 1451 186 8925 1451 187 8925 1451 188 ------------------------------------------------------------------8925 1451 189 Tables 8925 1451 190 ------------------------------------------------------------------8925 1451 191 8925 1451 192 Table 1. Coupled channel calculation 8925 1451 193 -------------------------------------------------- 8925 1451 194 * rigid rotor model was applied 8925 1451 195 * coupled levels = 0,1,4,7,11 (see Table 2) 8925 1451 196 * optical potential parameters /7/ 8925 1451 197 Volume: 8925 1451 198 V_0 = 49.97 MeV 8925 1451 199 lambda_HF = 0.01004 1/MeV 8925 1451 200 C_viso = 15.9 MeV 8925 1451 201 A_v = 12.04 MeV 8925 1451 202 B_v = 81.36 MeV 8925 1451 203 E_a = 385 MeV 8925 1451 204 r_v = 1.2568 fm 8925 1451 205 a_v = 0.633 fm 8925 1451 206 Surface: 8925 1451 207 W_0 = 17.2 MeV 8925 1451 208 B_s = 11.19 MeV 8925 1451 209 C_s = 0.01361 1/MeV 8925 1451 210 C_wiso = 23.5 MeV 8925 1451 211 r_s = 1.1803 fm 8925 1451 212 a_s = 0.601 fm 8925 1451 213 Spin-orbit: 8925 1451 214 V_so = 5.75 MeV 8925 1451 215 lambda_so = 0.005 1/MeV 8925 1451 216 W_so = -3.1 MeV 8925 1451 217 B_so = 160 MeV 8925 1451 218 r_so = 1.1214 fm 8925 1451 219 a_so = 0.59 fm 8925 1451 220 Coulomb: 8925 1451 221 C_coul = 1.3 8925 1451 222 r_c = 1.2452 fm 8925 1451 223 a_c = 0.545 fm 8925 1451 224 Deformation: 8925 1451 225 beta_2 = 0.213 8925 1451 226 beta_4 = 0.066 8925 1451 227 beta_6 = 0.0015 8925 1451 228 8925 1451 229 * Calculated strength function 8925 1451 230 S0= 1.09e-4 S1= 2.16e-4 R'= 10.02 fm (En=1 keV) 8925 1451 231 -------------------------------------------------- 8925 1451 232 8925 1451 233 Table 2. Level Scheme of Ac-225 8925 1451 234 ------------------- 8925 1451 235 No. Ex(MeV) J PI 8925 1451 236 ------------------- 8925 1451 237 0 0.00000 3/2 - * 8925 1451 238 1 0.02994 5/2 - * 8925 1451 239 2 0.04009 3/2 + 8925 1451 240 3 0.06470 5/2 + 8925 1451 241 4 0.07712 7/2 - * 8925 1451 242 5 0.10506 7/2 + 8925 1451 243 6 0.12080 5/2 - 8925 1451 244 7 0.12686 9/2 - * 8925 1451 245 8 0.14495 9/2 + 8925 1451 246 9 0.15565 5/2 + 8925 1451 247 10 0.17079 7/2 - 8925 1451 248 11 0.19871 11/2 - * 8925 1451 249 12 0.19985 7/2 + 8925 1451 250 13 0.22100 3/2 + 8925 1451 251 14 0.23550 9/2 - 8925 1451 252 ------------------- 8925 1451 253 *) Coupled levels in CC calculation 8925 1451 254 8925 1451 255 Table 3. Level density parameters 8925 1451 256 -------------------------------------------------------- 8925 1451 257 Nuclide a* Pair Eshell T E0 Ematch 8925 1451 258 1/MeV MeV MeV MeV MeV MeV 8925 1451 259 -------------------------------------------------------- 8925 1451 260 Ac-226 17.5702 0.0000 3.0355 0.3357 -1.1051 1.5780 8925 1451 261 Ac-225 17.5034 0.8000 2.9322 0.4278 -1.2611 3.5537 8925 1451 262 Ac-224 17.4367 0.0000 2.4959 0.3776 -1.4315 1.9979 8925 1451 263 Ac-223 17.3698 0.8036 2.3884 0.4470 -1.3815 3.7226 8925 1451 264 Ac-222 17.3030 0.0000 1.8727 0.3864 -1.4248 2.0000 8925 1451 265 -------------------------------------------------------- 8925 1451 266 8925 1451 267 Table 4. Fission barrier parameters 8925 1451 268 ---------------------------------------- 8925 1451 269 Nuclide V_A hw_A V_B hw_B 8925 1451 270 MeV MeV MeV MeV 8925 1451 271 ---------------------------------------- 8925 1451 272 Ac-226 7.000 0.800 7.100 0.900 8925 1451 273 Ac-225 7.000 0.800 7.100 0.930 8925 1451 274 Ac-224 7.000 0.800 7.100 0.900 8925 1451 275 Ac-223 7.000 0.800 7.100 0.930 8925 1451 276 Ac-222 7.000 0.800 7.100 0.900 8925 1451 277 ---------------------------------------- 8925 1451 278 8925 1451 279 Table 5. Level density above inner saddle 8925 1451 280 -------------------------------------------------------- 8925 1451 281 Nuclide a* Pair Eshell T E0 Ematch 8925 1451 282 1/MeV MeV MeV MeV MeV MeV 8925 1451 283 -------------------------------------------------------- 8925 1451 284 Ac-226 18.4487 0.0000 2.6000 0.3484 -2.4548 2.0000 8925 1451 285 Ac-225 18.3786 0.9333 2.6000 0.3491 -1.5215 2.9333 8925 1451 286 Ac-224 18.3085 0.0000 2.6000 0.3498 -2.4549 2.0000 8925 1451 287 Ac-223 18.2383 0.9375 2.6000 0.3506 -1.5174 2.9375 8925 1451 288 Ac-222 18.1682 0.0000 2.6000 0.3513 -2.4550 2.0000 8925 1451 289 -------------------------------------------------------- 8925 1451 290 8925 1451 291 Table 6. Level density above outer saddle 8925 1451 292 -------------------------------------------------------- 8925 1451 293 Nuclide a* Pair Eshell T E0 Ematch 8925 1451 294 1/MeV MeV MeV MeV MeV MeV 8925 1451 295 -------------------------------------------------------- 8925 1451 296 Ac-226 18.4487 0.0000 -0.4400 0.3999 -1.7104 2.0000 8925 1451 297 Ac-225 18.3786 0.9333 -0.4800 0.4014 -0.7766 2.9333 8925 1451 298 Ac-224 18.3085 0.0000 -0.5200 0.4028 -1.7094 2.0000 8925 1451 299 Ac-223 18.2383 0.9375 -0.5600 0.4043 -0.7713 2.9375 8925 1451 300 Ac-222 18.1682 0.0000 -0.6000 0.4058 -1.7083 2.0000 8925 1451 301 -------------------------------------------------------- 8925 1451 302 8925 1451 303 Table 7. Gamma-ray strength function for Ac-226 8925 1451 304 -------------------------------------------------------- 8925 1451 305 K0 = 1.503 E0 = 4.500 (MeV) 8925 1451 306 * E1: ER = 11.03 (MeV) EG = 2.71 (MeV) SIG = 302.00 (mb) 8925 1451 307 ER = 13.87 (MeV) EG = 4.77 (MeV) SIG = 449.00 (mb) 8925 1451 308 * M1: ER = 6.73 (MeV) EG = 4.00 (MeV) SIG = 2.83 (mb) 8925 1451 309 * E2: ER = 10.34 (MeV) EG = 3.40 (MeV) SIG = 6.14 (mb) 8925 1451 310 -------------------------------------------------------- 8925 1451 311 8925 1451 312 8925 1451 313 References 8925 1451 314 1) O.Iwamoto et al.: J. Nucl. Sci. Technol., 46, 510 (2009). 8925 1451 315 2) R.J.Tuttle: INDC(NDS)-107/G+Special, p.29 (1979). 8925 1451 316 3) G.Benedetti et al.: Nucl. Sci. Eng., 80, 379 (1982). 8925 1451 317 4) R.Waldo et al.: Phys. Rev., C23, 1113 (1981). 8925 1451 318 5) R.J.Howerton: Nucl. Sci. Eng., 62, 438 (1977). 8925 1451 319 6) O.Iwamoto: J. Nucl. Sci. Technol., 44, 687 (2007). 8925 1451 320 7) E.Sh.Soukhovitskii et al.: Phys. Rev. C72, 024604 (2005). 8925 1451 321 8) V.V.Verbinski et al.: Phys. Rev., C7, 1173 (1973). 8925 1451 322 9) T.Kawano, K.Shibata, JAERI-Data/Code 97-037 (1997) in 8925 1451 323 Japanese. 8925 1451 324 10) C.Kalbach: Phys. Rev. C33, 818 (1986). 8925 1451 325 11) A.J.Koning, M.C.Duijvestijn: Nucl. Phys. A744, 15 (2004). 8925 1451 326 12) J.M.Akkermans, H.Gruppelaar: Phys. Lett. 157B, 95 (1985). 8925 1451 327 13) P.A.Moldauer: Nucl. Phys. A344, 185 (1980). 8925 1451 328 14) D.L.Hill, J.A.Wheeler: Phys. Rev. 89, 1102 (1953). 8925 1451 329 15) J.Kopecky, M.Uhl: Phys. Rev. C41, 1941 (1990). 8925 1451 330 16) J.Kopecky, M.Uhl, R.E.Chrien: Phys. Rev. C47, 312 (1990). 8925 1451 331 8925 1451 332 ***************** Program LINEAR (VERSION 2012-1) ***************8925 1451 333 For All Data Greater than 1.0000E-10 barns in Absolute Value 8925 1451 334 Data Linearized to Within an Accuracy of .010000000 per-cent 8925 1451 335 ***************** Program SIGMA1 (VERSION 2012-1) ***************8925 1451 336 Data Doppler Broadened to 1500.00000 Kelvin 8925 1451 337 For All Data Greater than 1.0000E-10 barns in Absolute Value 8925 1451 338 Data Linearized Using Energy Dependent Uncertainty 8925 1451 339 Energy Accuracy 8925 1451 340 (eV) (per-cent) 8925 1451 341 ----------- ----------- 8925 1451 342 1.00000000 .010000000 8925 1451 343 2.00000000 .100000000 8925 1451 344 ***************** Program FIXUP (Version 2012-1) ****************8925 1451 345 Corrected ZA/AWR in All Sections-----------------------------Yes 8925 1451 346 Corrected Thresholds-----------------------------------------No 8925 1451 347 Extended Cross Sections to 20 MeV----------------------------No 8925 1451 348 Allow Cross Section Deletion---------------------------------No 8925 1451 349 Allow Cross Section Reconstruction---------------------------Yes 8925 1451 350 Make All Cross Sections Non-Negative-------------------------Yes 8925 1451 351 Delete Energies Not in Ascending Order-----------------------Yes 8925 1451 352 Deleted Duplicate Points-------------------------------------Yes 8925 1451 353 Check for Ascending MAT/MF/MT Order--------------------------Yes 8925 1451 354 Check for Legal MF/MT Numbers--------------------------------Yes 8925 1451 355 Allow Creation of Missing Sections---------------------------Yes 8925 1451 356 Allow Insertion of Energy Points-----------------------------No 8925 1451 357 Uniform Energy Grid for ALL MT-------------------------------No 8925 1451 358 Delete Section if Cross Section =0 at All Energies-----------Yes 8925 1451 359 **************** Program DICTIN (VERSION 2012-1) ****************8925 1451 360 1 451 446 18925 1451 361 1 452 5 18925 1451 362 1 455 7 18925 1451 363 1 456 4 18925 1451 364 1 458 11 18925 1451 365 2 151 4 18925 1451 366 3 1 409 18925 1451 367 3 2 106 18925 1451 368 3 4 30 18925 1451 369 3 16 13 18925 1451 370 3 17 9 18925 1451 371 3 18 175 18925 1451 372 3 19 180 18925 1451 373 3 20 13 18925 1451 374 3 21 10 18925 1451 375 3 37 4 18925 1451 376 3 38 7 18925 1451 377 3 51 23 18925 1451 378 3 52 24 18925 1451 379 3 53 23 18925 1451 380 3 54 21 18925 1451 381 3 55 25 18925 1451 382 3 56 24 18925 1451 383 3 57 19 18925 1451 384 3 58 23 18925 1451 385 3 59 23 18925 1451 386 3 60 23 18925 1451 387 3 61 17 18925 1451 388 3 62 22 18925 1451 389 3 63 21 18925 1451 390 3 64 21 18925 1451 391 3 91 26 18925 1451 392 3 102 281 18925 1451 393 4 2 515 18925 1451 394 4 18 2 18925 1451 395 5 18 3854 18925 1451 396 6 16 2011 18925 1451 397 6 17 648 18925 1451 398 6 37 23 18925 1451 399 6 51 291 18925 1451 400 6 52 192 18925 1451 401 6 53 183 18925 1451 402 6 54 281 18925 1451 403 6 55 178 18925 1451 404 6 56 176 18925 1451 405 6 57 268 18925 1451 406 6 58 170 18925 1451 407 6 59 167 18925 1451 408 6 60 157 18925 1451 409 6 61 259 18925 1451 410 6 62 164 18925 1451 411 6 63 156 18925 1451 412 6 64 153 18925 1451 413 6 91 5262 18925 1451 414 6 102 4272 18925 1451 415 12 18 4 18925 1451 416 14 18 1 18925 1451 417 15 18 20 18925 1451 418 31 452 5 18925 1451 419 31 455 4 18925 1451 420 31 456 32 18925 1451 421 33 1 123 18925 1451 422 33 2 123 18925 1451 423 33 4 9 18925 1451 424 33 16 14 18925 1451 425 33 17 7 18925 1451 426 33 18 123 18925 1451 427 33 37 4 18925 1451 428 33 51 81 18925 1451 429 33 52 76 18925 1451 430 33 53 71 18925 1451 431 33 54 71 18925 1451 432 33 55 62 18925 1451 433 33 56 62 18925 1451 434 33 57 62 18925 1451 435 33 58 62 18925 1451 436 33 59 62 18925 1451 437 33 60 62 18925 1451 438 33 61 62 18925 1451 439 33 62 58 18925 1451 440 33 63 58 18925 1451 441 33 64 58 18925 1451 442 33 91 62 18925 1451 443 33 102 123 18925 1451 444 34 2 122 18925 1451 445 35 18 5089 18925 1451 446 8925 1 0 447 89225.0000 223.090000 0 2 0 08925 1452 448 0.0 0.0 0 0 1 58925 1452 449 5 2 8925 1452 450 1.00000E-5 1.83448000 .025300000 1.83448000 5000000.00 2.184480008925 1452 451 8000000.00 2.39093000 20000000.0 3.23093000 8925 1452 452 8925 1 0 453 89225.0000 223.090000 0 2 0 08925 1455 454 0.0 0.0 0 0 1 08925 1455 455 1.000000+1 8925 1455 456 0.0 0.0 0 0 1 58925 1455 457 5 2 8925 1455 458 1.00000E-5 .011148000 .025300000 .011148000 5000000.00 .0111480008925 1455 459 8000000.00 .007930000 20000000.0 .007930000 8925 1455 460 8925 1 0 461 89225.0000 223.090000 0 2 0 08925 1456 462 0.0 0.0 0 0 1 38925 1456 463 3 2 8925 1456 464 1.00000E-5 1.82300000 .025300000 1.82300000 20000000.0 3.223000008925 1456 465 8925 1 0 466 89225.0000 223.090000 0 0 0 08925 1458 467 0.000000+0 0.000000+0 0 2 54 278925 1458 468 1.577313+8 8.675222+6 3.478000+6 4.200000+4 2.248000+4 5.400000+28925 1458 469 7.028282+6 7.028282+4 3.733352+6 1.909969+4 3.839037+6 1.273312+48925 1458 470 5.160735+6 1.909969+4 1.758325+8 1.095963+7 1.809932+8 1.130117+78925 1458 471 -8.186255-2 4.502440-3 1.937000-1 1.200000-2-5.420000-4 1.560000-48925 1458 472 1.693000-2 1.693000-4-7.500000-2 7.500000-3-7.500000-2 7.500000-38925 1458 473 -1.000000-1 1.000000-2-1.021775+0 3.385838-1-1.121775+0 3.882782-18925 1458 474 0.000000+0 0.000000+0-1.317000-3 6.330000-4 1.130000-5 8.200000-68925 1458 475 0.000000+0 0.000000+0 0.000000+0 0.000000+0 0.000000+0 0.000000+08925 1458 476 0.000000+0 0.000000+0-1.305700-3 1.136485-3-1.305700-3 1.136485-38925 1458 477 8925 1 0 478 8925 0 0 479 89225.0000 223.090000 0 0 1 08925 2151 480 89225.0000 1.00000000 0 0 1 08925 2151 481 1.00000E-5 .450000000 0 0 0 08925 2151 482 1.50000000 1.00000000 0 0 0 08925 2151 483 8925 2 0 484 8925 0 0 485 89225.0000 223.090000 0 0 0 08925 3 1 486 0.0 0.0 0 0 1 12178925 3 1 487 1217 2 8925 3 1 488 1.00000E-5 2119.90588 1.03223E-5 2086.56758 1.06549E-5 2053.761748925 3 1 489 1.09983E-5 2021.46648 1.13527E-5 1989.68389 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.006457670 79.1635147 .006665791 77.9182272 .006880589 76.69269258925 3102 1874 .007102340 75.4862669 .007331206 74.2989783 .007567479 73.13020208925 3102 1875 .007811333 71.9799658 .008063081 70.8476613 .008322905 69.73332438925 3102 1876 .008591140 68.6363559 .008867980 67.5567962 .009153781 66.49406608925 3102 1877 .009448752 65.4481952 .009753271 64.4186316 .010067560 63.40540318925 3102 1878 .010392022 62.4079724 .010726894 61.4263681 .011072606 60.46006688925 3102 1879 .011429408 59.5091021 .011797761 58.5729627 .012177931 57.65167938925 3102 1880 .012570407 56.7447613 .012975475 55.8522337 .013393655 54.97362468925 3102 1881 .013825251 54.1089578 .014270818 53.2577754 .014730680 52.42010048925 3102 1882 .015205428 51.5954889 .015695406 50.7839661 .016201246 49.98509898925 3102 1883 .016723313 49.1989139 .017262281 48.4249907 .017818539 47.66335638925 3102 1884 .018392804 46.9136039 .018985492 46.1757598 .019597366 45.44943098925 3102 1885 .020228869 44.7346428 .020880816 44.0310157 .021553677 43.33857468925 3102 1886 .022248320 42.6569521 .022965248 41.9861710 .023705384 41.32587598925 3102 1887 .024469264 40.6760888 .025252232 40.0409307 .025300000 40.00313858925 3102 1888 .026115381 39.3741320 .026956921 38.7551368 .027825702 38.14582188925 3102 1889 .028722355 37.5462012 .029648034 36.9559528 .030603409 36.37508988925 3102 1890 .031589712 35.8032983 .032607656 35.2405915 .033658552 34.68666558925 3102 1891 .034743162 34.1415338 .035862882 33.6049030 .037018524 33.07678708925 3102 1892 .038211576 32.5569146 .039442902 32.0452762 .040714089 31.54160998925 3102 1893 .042026055 31.0459302 .043380493 30.5579713 .044778381 30.07774778925 3102 1894 .046221522 29.6050030 .047710960 29.1397518 .049248613 28.68174728925 3102 1895 .050835596 28.2310043 .052473952 27.7872846 .054164867 27.35060338925 3102 1896 .055910520 26.9207279 .057712175 26.4976712 .059572153 26.08120668925 3102 1897 .061491800 25.6713445 .063473590 25.2678646 .065518957 24.87077818925 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.218681718 13.6225997 .225729505 13.40849298925 3102 1911 .233003391 13.1978163 .240512744 12.9904405 .248263003 12.78634488925 3102 1912 .256264151 12.5853982 .264521982 12.3876016 .273047133 12.19286178925 3102 1913 .281845776 12.0012063 .290929247 11.8125539 .300304123 11.62692158925 3102 1914 .309982479 11.4442027 .319971324 11.2643803 .330283524 11.08734558925 3102 1915 .340926548 10.9132309 .349687998 10.7769430 .355653699 10.69010198925 3102 1916 .359434639 10.6403445 .362487663 10.6059252 .364793621 10.58553598925 3102 1917 .367115890 10.5724315 .368671727 10.5694710 .370234158 10.57276058925 3102 1918 .371410118 10.5804112 .372589395 10.5935343 .373773671 10.61327708925 3102 1919 .374961292 10.6409471 .375754155 10.6645318 .376550378 10.69291578925 3102 1920 .377346601 10.7265669 .378146199 10.7662819 .378945796 10.81261548925 3102 1921 .379748782 10.8665647 .380551768 10.9287840 .381156561 10.98165718925 3102 1922 .381761352 11.0401603 .382366998 11.1048399 .382974353 11.17631028925 3102 1923 .383581709 11.2549155 .384190780 11.3414620 .384800709 11.43646848925 3102 1924 .385410637 11.5404478 .386023152 11.6545717 .386431494 11.73640798925 3102 1925 .386839836 11.8231055 .387249044 11.9150958 .387659118 12.01265338925 3102 1926 .388069191 12.1158401 .388479264 12.2249174 .388890206 12.34040628925 3102 1927 .389302017 12.4626282 .389713828 12.5916391 .390125639 12.72774208925 3102 1928 .390538323 12.8715627 .390951879 13.0234749 .391365435 13.18352158925 3102 1929 .391778991 13.3520520 .392193424 13.5298128 .392608733 13.71723518925 3102 1930 .393024042 13.9143405 .393439350 14.1215281 .393855539 14.33968268925 3102 1931 .394272609 14.5692980 .394689678 14.8103635 .395002479 14.99894848925 3102 1932 .395315281 15.1944245 .395629408 15.3978637 .395943536 15.60865938925 3102 1933 .396257664 15.8270200 .396571791 16.0531588 .396885918 16.28729358925 3102 1934 .397200933 16.5303426 .397516392 16.7822432 .397831850 17.04288998925 3102 1935 .398147309 17.3125202 .398462768 17.5913732 .398778672 17.88010598925 3102 1936 .399095468 18.1794371 .399412264 18.4888196 .399729059 18.80851068925 3102 1937 .400045855 19.1387742 .400362650 19.4798742 .400680788 19.83359868925 3102 1938 .400998926 20.1988008 .401317064 20.5757611 .401635202 20.96476338925 3102 1939 .401953340 21.3660945 .402272378 21.7812346 .402591865 22.20997388925 3102 1940 .402911351 22.6520364 .403230838 23.1077291 .403550324 23.57735608925 3102 1941 .403870261 24.0619215 .404191102 24.5625182 .404511943 25.07811668925 3102 1942 .404832783 25.6090369 .405153623 26.1556052 .405474463 26.71814908925 3102 1943 .405796664 27.2994855 .406118864 27.8975982 .406441064 28.51282508925 3102 1944 .406763264 29.1455046 .407085464 29.7959772 .407408575 30.46650078925 3102 1945 .407732141 31.1565907 .408055706 31.8656616 .408379272 32.59406668925 3102 1946 .408702837 33.3421504 .409026860 34.1113667 .409351797 34.90327838925 3102 1947 .409676734 35.7160984 .410001671 36.5501805 .410326608 37.40587798925 3102 1948 .410651544 38.2835412 .410977859 39.1873887 .411304173 40.11409718925 3102 1949 .411630487 41.0640209 .411956800 42.0375078 .412283114 43.03491248925 3102 1950 .412610350 44.0594991 .412938048 45.1103292 .413265744 46.18631138925 3102 1951 .413593441 47.2877965 .413921138 48.4151188 .414249298 49.57026008925 3102 1952 .414578383 50.7553451 .414907469 51.9674875 .415236555 53.20700718925 3102 1953 .415565641 54.4742221 .415894726 55.7694411 .416225207 57.09864888925 3102 1954 .416555687 58.4567112 .416886167 59.8439290 .417216647 61.26059228925 3102 1955 .417547127 62.7069831 .417878542 64.1875964 .418210423 65.70079718925 3102 1956 .418542304 67.2447859 .418874185 68.8198151 .419206066 70.42612788925 3102 1957 .419649511 72.6216419 .420093895 74.8787810 .420538278 77.19344938925 3102 1958 .420982661 79.5661157 .421427986 82.0024236 .421874253 84.50313908925 3102 1959 .422320519 87.0635205 .422766785 89.6838882 .423213997 92.37026138925 3102 1960 .423662155 95.1232553 .424110313 97.9374387 .424558471 100.8129528925 3102 1961 .425007578 103.756172 .425457636 106.767549 .425907693 109.8409048925 3102 1962 .426357750 112.976185 .426808761 116.180128 .427260725 119.4529558925 3102 1963 .427712690 122.787750 .428164654 126.184226 .428617576 129.6494538925 3102 1964 .429071456 133.183434 .429525336 136.778455 .429979216 140.4340088925 3102 1965 .430434057 144.157460 .430889861 147.948578 .431573566 153.7459318925 3102 1966 .432258237 159.682253 .432944840 165.763840 .433631442 171.9708928925 3102 1967 .434319985 178.317957 .435009498 184.793005 .435699010 191.3830118925 3102 1968 .436391445 198.112178 .437083879 204.948013 .437545502 209.5620238925 3102 1969 .438472661 218.959260 .439399820 228.519101 .440330908 238.2689568925 3102 1970 .441261997 248.153748 .442197031 258.200550 .443601563 273.4823258925 3102 1971 .445010059 288.985262 .447842984 320.463376 .450000000 344.4452778925 3102 1972 .451907100 365.463798 .453343487 381.086077 .454783932 396.5050328925 3102 1973 .456228444 411.660431 .457194168 421.593657 .458161940 431.3699808925 3102 1974 .459131758 440.973651 .460103630 450.389805 .461077558 459.6043738925 3102 1975 .462053549 468.604252 .463031605 477.377262 .464011732 485.9122828925 3102 1976 .464993932 494.199213 .465978214 502.229107 .466964577 509.9940468925 3102 1977 .467953030 517.487320 .468943573 524.703287 .469936215 531.6375018925 3102 1978 .470930955 538.286573 .471927804 544.648298 .472926761 550.7214758925 3102 1979 .473927834 556.506010 .474931024 562.002783 .475936340 567.2136838925 3102 1980 .476943782 572.141475 .477953358 576.789830 .478965070 581.1632018925 3102 1981 .479978925 585.266814 .480994924 589.106554 .482013076 592.6889628925 3102 1982 .483033380 596.021094 .484055847 599.110540 .485592790 603.3051338925 3102 1983 .487136247 607.004274 .488684064 610.231948 .490236252 613.0192018925 3102 1984 .491792818 615.397415 .493355982 617.400490 .494923562 619.0558208925 3102 1985 .496495568 620.393685 .498072009 621.443345 .500182838 622.4435368925 3102 1986 .502302613 623.042897 .504965816 623.314887 .505233039 623.3164688925 3102 1987 .507642571 623.149101 .510871930 622.494164 .514124130 621.4584828925 3102 1988 .518491080 619.657858 .525111153 616.399485 .544329415 605.8982968925 3102 1989 .563060435 595.819115 .581207037 586.498824 .599935795 577.3229348925 3102 1990 .619270835 568.288967 .639226157 559.398156 .659827468 550.6469748925 3102 1991 .681089682 542.037027 .703040192 533.562297 .725694890 525.2186908925 3102 1992 .749082959 517.000628 .773221334 508.912255 .798141110 500.9526968925 3102 1993 .823860330 493.121697 .850412126 485.412544 .877815722 477.8222378925 3102 1994 .906106420 470.345673 .935304704 462.986056 .965448186 455.7329428925 3102 1995 .998670401 448.086471 1.03358161 440.399577 1.07044945 432.6606988925 3102 1996 1.11639799 423.548198 1.17247454 413.161608 1.23142824 403.0095938925 3102 1997 1.30240569 391.722075 1.38712294 379.403122 1.48777216 366.1580108925 3102 1998 1.59572445 353.438163 1.73565605 338.662640 1.88785847 324.6226438925 3102 1999 2.06789270 309.925774 2.26498463 295.911432 2.49836174 281.4379628925 3102 2000 2.73661617 268.713361 2.99744448 256.481821 3.28329356 244.7910438925 3102 2001 3.57121076 234.556586 3.91158472 223.841436 4.31462248 212.8501028925 3102 2002 4.72608328 203.169272 5.14052098 194.616986 5.59130139 186.3700098925 3102 2003 6.16741203 177.180483 6.75523127 169.078748 7.45126970 160.7155328925 3102 2004 8.04830743 154.488548 8.81539579 147.351093 9.65606953 140.5778348925 3102 2005 10.6510015 133.604655 11.6661540 127.388099 12.7786882 121.4967918925 3102 2006 13.8992715 116.293955 15.1181206 111.294131 16.4438525 106.5264428925 3102 2007 17.8858399 101.949966 19.7287422 96.8703815 21.7615317 91.98668968925 3102 2008 23.8356346 87.6765381 26.4770491 82.9556985 29.0005904 79.07245288925 3102 2009 31.9887228 75.0528288 34.7938645 71.7701931 37.8449934 68.61912688925 3102 2010 41.1636806 65.6171274 44.7733888 62.7398240 49.3867022 59.54153208925 3102 2011 54.4753574 56.4728530 60.0883321 53.5628499 65.8186117 51.00629038925 3102 2012 71.0888816 48.9273741 78.4136631 46.3804351 86.4931678 43.96473628925 3102 2013 94.0778903 41.9992667 102.327729 40.1127754 110.526804 38.43266348925 3102 2014 120.219073 36.6750832 130.761274 35.0103371 141.231674 33.54719708925 3102 2015 153.616503 32.0190380 165.925123 30.6796939 180.475359 29.28450538925 3102 2016 197.676559 27.8382321 218.044549 26.3438602 238.838207 25.02087078925 3102 2017 261.602001 23.7661165 284.542293 22.6624220 313.860663 21.43014648925 3102 2018 336.634297 20.5871002 368.737179 19.5362538 403.538751 18.55264848925 3102 2019 442.021927 17.6044299 484.151267 16.7102645 528.633065 15.87858398925 3102 2020 566.990518 15.2459439 608.131176 14.6362177 664.597574 13.89962248925 3102 2021 722.877185 13.2328379 796.005490 12.5066890 871.915968 11.85575228925 3102 2022 949.813773 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