91-Pa-229 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 0 0 0 91229.0000 227.065000 0 1 6 19125 1451 1 0.0 1.00000000 0 0 0 69125 1451 2 1.00000000 20000000.0 1 0 10 79125 1451 3 293.600000 0.0 1 0 358 719125 1451 4 91-Pa-229 JAEA+ EVAL-FEB10 O.Iwamoto, T.Nakagawa, et al. 9125 1451 5 DIST-MAY10 20111222 9125 1451 6 ----ENDF/B-VII.1 MATERIAL 9125 9125 1451 7 -----INCIDENT NEUTRON DATA 9125 1451 8 ------ENDF-6 FORMAT 9125 1451 9 9125 1451 10 *****************************************************************9125 1451 11 JENDL-4.0 adopted 9125 1451 12 *****************************************************************9125 1451 13 AUG11 Added MT458 fission energy release data based on R. Vogt 9125 1451 14 Energy-Dependent Fission Q Values Generalized for All Actinides 9125 1451 15 Oct 8, 2008 report LLNL-TR-407620 9125 1451 16 9125 1451 17 9125 1451 18 History 9125 1451 19 07-10 Theoretical calculation was performed with CCONE code. 9125 1451 20 Data were compiled as JENDL/AC-2008/1/. 9125 1451 21 10-02 Data of prompt gamma rays due to fission were given. 9125 1451 22 10-03 Covariance data were given. 9125 1451 23 9125 1451 24 9125 1451 25 MF=1 General information 9125 1451 26 MT=452 Number of Neutrons per fission 9125 1451 27 Sum of MT's=455 and 456. 9125 1451 28 9125 1451 29 MT=455 Delayed neutron data 9125 1451 30 Estimated from systematics by Tuttle/2/, Benedetti et al./3/ 9125 1451 31 and Waldo et al./4/ 9125 1451 32 9125 1451 33 MT=456 Number of prompt neutrons per fission 9125 1451 34 Estimated from Howerton's systematics/5/. 9125 1451 35 9125 1451 36 9125 1451 37 MF= 2 Resonance parameters 9125 1451 38 MT=151 9125 1451 39 No resonance parameters are given. 9125 1451 40 9125 1451 41 9125 1451 42 Thermal cross sections and resonance integrals (at 300K) 9125 1451 43 ------------------------------------------------------- 9125 1451 44 0.0253 eV reson. integ.(*) 9125 1451 45 (barns) (barns) 9125 1451 46 ------------------------------------------------------- 9125 1451 47 total 413.0 9125 1451 48 elastic 11.83 9125 1451 49 fission 1.000 20.5 9125 1451 50 capture 399.9 757 9125 1451 51 ------------------------------------------------------- 9125 1451 52 (*) In the energy range from 0.5 eV to 10 MeV. 9125 1451 53 9125 1451 54 9125 1451 55 MF= 3 Neutron cross sections 9125 1451 56 Below 0.15 eV: 9125 1451 57 * Elastic scattering cross section is 11.8 b calculated from 9125 1451 58 scattering radius of 9.691 fm/6/. 9125 1451 59 * Fission cross section is in the 1/v shape. 9125 1451 60 1 b at 0.0253 eV was estimated from systematics. 9125 1451 61 * Capture cross section is in the 1/v shape. 9125 1451 62 Cross section of 400 b at 0.0253 eV was estimated from 9125 1451 63 systematics. 9125 1451 64 9125 1451 65 Above 0.15 eV: 9125 1451 66 Cross sections calculated with CCONE code/6/ were adopted 9125 1451 67 except for total(MT=1) and fission(MT=18) cross sections. 9125 1451 68 9125 1451 69 MT=1 Total cross section 9125 1451 70 The cross section was calculated with CC OMP of Soukhovitskii 9125 1451 71 et al./7/. 9125 1451 72 After correction of the fission cross section mentioned 9125 1451 73 below, the total cross section was calculated as a sum of 9125 1451 74 partial cross sections. 9125 1451 75 9125 1451 76 MT=18 Fission cross section 9125 1451 77 Between 0.15 and 3 eV, 1/v-shape cross section was roughly 9125 1451 78 assumed. 9125 1451 79 From 3 eV to 10 keV, a constant value of 0.9 b was assumed. 9125 1451 80 Above 30 keV, CCONE calculation was adopted. 9125 1451 81 The simulated (n,f) cross sections measured by Britt and 9125 1451 82 Wilhelmy/8/ were used to determine the parameters in the 9125 1451 83 CCONE calculation. 9125 1451 84 9125 1451 85 9125 1451 86 MF= 4 Angular distributions of secondary neutrons 9125 1451 87 MT=2 Elastic scattering 9125 1451 88 Calculated with CCONE code/6/. 9125 1451 89 9125 1451 90 MT=18 Fission 9125 1451 91 Isotropic distributions in the laboratory system were assumed.9125 1451 92 9125 1451 93 9125 1451 94 MF= 5 Energy distributions of secondary neutrons 9125 1451 95 MT=18 Prompt neutrons 9125 1451 96 Calculated with CCONE code/6/. 9125 1451 97 9125 1451 98 9125 1451 99 MF= 6 Energy-angle distributions 9125 1451 100 Calculated with CCONE code/6/. 9125 1451 101 Distributions from fission (MT=18) are not included. 9125 1451 102 9125 1451 103 9125 1451 104 MF=12 Photon production multiplicities 9125 1451 105 MT=18 Fission 9125 1451 106 Calculated from the total energy released by the prompt 9125 1451 107 gamma-rays due to fission which was estimated from its 9125 1451 108 systematics, and the average energy of gamma-rays. 9125 1451 109 9125 1451 110 9125 1451 111 MF=14 Photon angular distributions 9125 1451 112 MT=18 Fission 9125 1451 113 Isotoropic distributions were assumed. 9125 1451 114 9125 1451 115 9125 1451 116 MF=15 Continuous photon energy spectra 9125 1451 117 MT=18 Fission 9125 1451 118 Experimental data measured by Verbinski et al./9/ for 9125 1451 119 U-235 thermal fission were adopted. 9125 1451 120 9125 1451 121 9125 1451 122 MF=31 Covariances of average number of neutrons per fission 9125 1451 123 MT=452 Number of neutrons per fission 9125 1451 124 Sum of covariances for MT=455 and MT=456. 9125 1451 125 9125 1451 126 MT=455 9125 1451 127 Error of 15% was assumed. 9125 1451 128 9125 1451 129 MT=456 9125 1451 130 Covariance was obtained by fitting a linear function to the 9125 1451 131 at 0.0 and 5.0 MeV with an uncertainty of 5%. 9125 1451 132 9125 1451 133 9125 1451 134 MF=33 Covariances of neutron cross sections 9125 1451 135 Covariances were given to all the cross sections by using 9125 1451 136 KALMAN code/10/ and the covariances of model parameters 9125 1451 137 used in the cross-section calculations. 9125 1451 138 9125 1451 139 Covariances of the fission cross section were determined from 9125 1451 140 experimental data. 9125 1451 141 9125 1451 142 For the following cross sections, standard deviations in the 9125 1451 143 energy region below 0.15 eV were assumed as follows: 9125 1451 144 9125 1451 145 Total 87 % 9125 1451 146 Elastic scattering 90 % 9125 1451 147 Fission 90 % 9125 1451 148 Capture 90 % 9125 1451 149 9125 1451 150 9125 1451 151 MF=34 Covariances for Angular Distributions 9125 1451 152 MT=2 Elastic scattering 9125 1451 153 Covariances were given only to P1 components. 9125 1451 154 9125 1451 155 9125 1451 156 MF=35 Covariances for Energy Distributions 9125 1451 157 MT=18 Fission spectra 9125 1451 158 Estimated with CCONE and KALMAN codes. 9125 1451 159 9125 1451 160 9125 1451 161 ***************************************************************** 9125 1451 162 Calculation with CCONE code 9125 1451 163 ***************************************************************** 9125 1451 164 9125 1451 165 Models and parameters used in the CCONE/6/ calculation 9125 1451 166 1) Coupled channel optical model 9125 1451 167 Levels in the rotational band were included. Optical model 9125 1451 168 potential and coupled levels are shown in Table 1. 9125 1451 169 9125 1451 170 2) Two-component exciton model/11/ 9125 1451 171 * Global parametrization of Koning-Duijvestijn/12/ 9125 1451 172 was used. 9125 1451 173 * Gamma emission channel/13/ was added to simulate direct 9125 1451 174 and semi-direct capture reaction. 9125 1451 175 9125 1451 176 3) Hauser-Feshbach statistical model 9125 1451 177 * Moldauer width fluctuation correction/14/ was included. 9125 1451 178 * Neutron, gamma and fission decay channel were included. 9125 1451 179 * Transmission coefficients of neutrons were taken from 9125 1451 180 coupled channel calculation in Table 1. 9125 1451 181 * The level scheme of the target is shown in Table 2. 9125 1451 182 * Level density formula of constant temperature and Fermi-gas 9125 1451 183 model were used with shell energy correction and collective 9125 1451 184 enhancement factor. Parameters are shown in Table 3. 9125 1451 185 * Fission channel: 9125 1451 186 Double humped fission barriers were assumed. 9125 1451 187 Fission barrier penetrabilities were calculated with 9125 1451 188 Hill-Wheler formula/15/. Fission barrier parameters were 9125 1451 189 shown in Table 4. Transition state model was used and 9125 1451 190 continuum levels are assumed above the saddles. The level 9125 1451 191 density parameters for inner and outer saddles are shown in 9125 1451 192 Tables 5 and 6, respectively. 9125 1451 193 * Gamma-ray strength function of Kopecky et al/16/,/17/ 9125 1451 194 was used. The prameters are shown in Table 7. 9125 1451 195 9125 1451 196 9125 1451 197 ------------------------------------------------------------------9125 1451 198 Tables 9125 1451 199 ------------------------------------------------------------------9125 1451 200 9125 1451 201 Table 1. Coupled channel calculation 9125 1451 202 -------------------------------------------------- 9125 1451 203 * rigid rotor model was applied 9125 1451 204 * coupled levels = 0,2,5,10 (see Table 2) 9125 1451 205 * optical potential parameters /7/ 9125 1451 206 Volume: 9125 1451 207 V_0 = 49.97 MeV 9125 1451 208 lambda_HF = 0.01004 1/MeV 9125 1451 209 C_viso = 15.9 MeV 9125 1451 210 A_v = 12.04 MeV 9125 1451 211 B_v = 81.36 MeV 9125 1451 212 E_a = 385 MeV 9125 1451 213 r_v = 1.2568 fm 9125 1451 214 a_v = 0.633 fm 9125 1451 215 Surface: 9125 1451 216 W_0 = 17.2 MeV 9125 1451 217 B_s = 11.19 MeV 9125 1451 218 C_s = 0.01361 1/MeV 9125 1451 219 C_wiso = 23.5 MeV 9125 1451 220 r_s = 1.1803 fm 9125 1451 221 a_s = 0.601 fm 9125 1451 222 Spin-orbit: 9125 1451 223 V_so = 5.75 MeV 9125 1451 224 lambda_so = 0.005 1/MeV 9125 1451 225 W_so = -3.1 MeV 9125 1451 226 B_so = 160 MeV 9125 1451 227 r_so = 1.1214 fm 9125 1451 228 a_so = 0.59 fm 9125 1451 229 Coulomb: 9125 1451 230 C_coul = 1.3 9125 1451 231 r_c = 1.2452 fm 9125 1451 232 a_c = 0.545 fm 9125 1451 233 Deformation: 9125 1451 234 beta_2 = 0.19 9125 1451 235 beta_4 = 0.066 9125 1451 236 beta_6 = 0.0015 9125 1451 237 9125 1451 238 * Calculated strength function 9125 1451 239 S0= 0.88e-4 S1= 2.14e-4 R'= 9.69 fm (En=1 keV) 9125 1451 240 -------------------------------------------------- 9125 1451 241 9125 1451 242 Table 2. Level Scheme of Pa-229 9125 1451 243 ------------------- 9125 1451 244 No. Ex(MeV) J PI 9125 1451 245 ------------------- 9125 1451 246 0 0.00000 5/2 + * 9125 1451 247 1 0.00016 5/2 - 9125 1451 248 2 0.07300 7/2 + * 9125 1451 249 3 0.12267 3/2 - 9125 1451 250 4 0.14000 1/2 - 9125 1451 251 5 0.16686 9/2 + * 9125 1451 252 6 0.18700 7/2 - 9125 1451 253 7 0.21109 3/2 + 9125 1451 254 8 0.21700 5/2 - 9125 1451 255 9 0.24191 3/2 + 9125 1451 256 10 0.28157 11/2 + * 9125 1451 257 ------------------- 9125 1451 258 *) Coupled levels in CC calculation 9125 1451 259 9125 1451 260 Table 3. Level density parameters 9125 1451 261 -------------------------------------------------------- 9125 1451 262 Nuclide a* Pair Eshell T E0 Ematch 9125 1451 263 1/MeV MeV MeV MeV MeV MeV 9125 1451 264 -------------------------------------------------------- 9125 1451 265 Pa-230 17.8368 0.0000 2.9470 0.2794 -0.6728 1.0000 9125 1451 266 Pa-229 17.7702 0.7930 3.0707 0.3881 -0.8689 3.0597 9125 1451 267 Pa-228 17.7035 0.0000 2.9095 0.2810 -0.6716 1.0000 9125 1451 268 Pa-227 17.6369 0.7965 2.9512 0.3860 -0.8068 2.9965 9125 1451 269 -------------------------------------------------------- 9125 1451 270 9125 1451 271 Table 4. Fission barrier parameters 9125 1451 272 ---------------------------------------- 9125 1451 273 Nuclide V_A hw_A V_B hw_B 9125 1451 274 MeV MeV MeV MeV 9125 1451 275 ---------------------------------------- 9125 1451 276 Pa-230 5.800 0.800 5.900 0.400 9125 1451 277 Pa-229 6.000 0.800 5.800 0.520 9125 1451 278 Pa-228 5.800 0.800 6.180 0.400 9125 1451 279 Pa-227 6.000 0.800 5.800 0.520 9125 1451 280 ---------------------------------------- 9125 1451 281 9125 1451 282 Table 5. Level density above inner saddle 9125 1451 283 -------------------------------------------------------- 9125 1451 284 Nuclide a* Pair Eshell T E0 Ematch 9125 1451 285 1/MeV MeV MeV MeV MeV MeV 9125 1451 286 -------------------------------------------------------- 9125 1451 287 Pa-230 20.5123 0.0000 2.6000 0.3428 -2.6080 2.2000 9125 1451 288 Pa-229 20.4357 0.9251 2.6000 0.3435 -1.6829 3.1251 9125 1451 289 Pa-228 20.3591 0.0000 2.6000 0.3442 -2.6080 2.2000 9125 1451 290 Pa-227 20.2824 0.9292 2.6000 0.3449 -1.6787 3.1292 9125 1451 291 -------------------------------------------------------- 9125 1451 292 9125 1451 293 Table 6. Level density above outer saddle 9125 1451 294 -------------------------------------------------------- 9125 1451 295 Nuclide a* Pair Eshell T E0 Ematch 9125 1451 296 1/MeV MeV MeV MeV MeV MeV 9125 1451 297 -------------------------------------------------------- 9125 1451 298 Pa-230 20.5123 0.0000 -0.1600 0.3867 -1.8562 2.2000 9125 1451 299 Pa-229 20.4357 0.9251 -0.2000 0.3880 -0.9302 3.1251 9125 1451 300 Pa-228 20.3591 0.0000 -0.2400 0.3894 -1.8544 2.2000 9125 1451 301 Pa-227 20.2824 0.9292 -0.2800 0.3908 -0.9243 3.1292 9125 1451 302 -------------------------------------------------------- 9125 1451 303 9125 1451 304 Table 7. Gamma-ray strength function for Pa-230 9125 1451 305 -------------------------------------------------------- 9125 1451 306 K0 = 1.502 E0 = 4.500 (MeV) 9125 1451 307 * E1: ER = 11.03 (MeV) EG = 2.71 (MeV) SIG = 302.00 (mb) 9125 1451 308 ER = 13.87 (MeV) EG = 4.77 (MeV) SIG = 449.00 (mb) 9125 1451 309 * M1: ER = 6.69 (MeV) EG = 4.00 (MeV) SIG = 2.80 (mb) 9125 1451 310 * E2: ER = 10.28 (MeV) EG = 3.35 (MeV) SIG = 6.40 (mb) 9125 1451 311 -------------------------------------------------------- 9125 1451 312 9125 1451 313 9125 1451 314 References 9125 1451 315 1) O.Iwamoto et al.: J. Nucl. Sci. Technol., 46, 510 (2009). 9125 1451 316 2) R.J.Tuttle: INDC(NDS)-107/G+Special, p.29 (1979). 9125 1451 317 3) G.Benedetti et al.: Nucl. Sci. Eng., 80, 379 (1982). 9125 1451 318 4) R.Waldo et al.: Phys. Rev., C23, 1113 (1981). 9125 1451 319 5) R.J.Howerton: Nucl. Sci. Eng., 62, 438 (1977). 9125 1451 320 6) O.Iwamoto: J. Nucl. Sci. Technol., 44, 687 (2007). 9125 1451 321 7) E.Sh.Soukhovitskii et al.: Phys. Rev. C72, 024604 (2005). 9125 1451 322 8) H.C.Britt, J.B.Wilhelmy: Nucl. Sci. Eng., 72, 222 (1979). 9125 1451 323 9) V.V.Verbinski et al.: Phys. Rev., C7, 1173 (1973). 9125 1451 324 10) T.Kawano, K.Shibata, JAERI-Data/Code 97-037 (1997) in 9125 1451 325 Japanese. 9125 1451 326 11) C.Kalbach: Phys. Rev. C33, 818 (1986). 9125 1451 327 12) A.J.Koning, M.C.Duijvestijn: Nucl. Phys. A744, 15 (2004). 9125 1451 328 13) J.M.Akkermans, H.Gruppelaar: Phys. Lett. 157B, 95 (1985). 9125 1451 329 14) P.A.Moldauer: Nucl. Phys. A344, 185 (1980). 9125 1451 330 15) D.L.Hill, J.A.Wheeler: Phys. Rev. 89, 1102 (1953). 9125 1451 331 16) J.Kopecky, M.Uhl: Phys. Rev. C41, 1941 (1990). 9125 1451 332 17) J.Kopecky, M.Uhl, R.E.Chrien: Phys. Rev. C47, 312 (1990). 9125 1451 333 9125 1451 334 ***************** Program LINEAR (VERSION 2012-1) ***************9125 1451 335 For All Data Greater than 1.0000E-10 barns in Absolute Value 9125 1451 336 Data Linearized to Within an Accuracy of .010000000 per-cent 9125 1451 337 ***************** Program SIGMA1 (VERSION 2012-1) ***************9125 1451 338 Data Doppler Broadened to 293.600000 Kelvin 9125 1451 339 For All Data Greater than 1.0000E-10 barns in Absolute Value 9125 1451 340 Data Linearized Using Energy Dependent Uncertainty 9125 1451 341 Energy Accuracy 9125 1451 342 (eV) (per-cent) 9125 1451 343 ----------- ----------- 9125 1451 344 1.00000000 .010000000 9125 1451 345 2.00000000 .100000000 9125 1451 346 ***************** Program FIXUP (Version 2012-1) ****************9125 1451 347 Corrected ZA/AWR in All Sections-----------------------------Yes 9125 1451 348 Corrected Thresholds-----------------------------------------No 9125 1451 349 Extended Cross Sections to 20 MeV----------------------------No 9125 1451 350 Allow Cross Section Deletion---------------------------------No 9125 1451 351 Allow Cross Section Reconstruction---------------------------Yes 9125 1451 352 Make All Cross Sections Non-Negative-------------------------Yes 9125 1451 353 Delete Energies Not in Ascending Order-----------------------Yes 9125 1451 354 Deleted Duplicate Points-------------------------------------Yes 9125 1451 355 Check for Ascending MAT/MF/MT Order--------------------------Yes 9125 1451 356 Check for Legal MF/MT Numbers--------------------------------Yes 9125 1451 357 Allow Creation of Missing Sections---------------------------Yes 9125 1451 358 Allow Insertion of Energy Points-----------------------------No 9125 1451 359 Uniform Energy Grid for ALL MT-------------------------------No 9125 1451 360 Delete Section if Cross Section =0 at All Energies-----------Yes 9125 1451 361 **************** Program DICTIN (VERSION 2012-1) ****************9125 1451 362 1 451 433 19125 1451 363 1 452 4 19125 1451 364 1 455 7 19125 1451 365 1 456 4 19125 1451 366 1 458 11 19125 1451 367 2 151 4 19125 1451 368 3 1 419 19125 1451 369 3 2 73 19125 1451 370 3 4 31 19125 1451 371 3 16 12 19125 1451 372 3 17 8 19125 1451 373 3 18 237 19125 1451 374 3 19 244 19125 1451 375 3 20 14 19125 1451 376 3 21 10 19125 1451 377 3 38 7 19125 1451 378 3 51 25 19125 1451 379 3 52 19 19125 1451 380 3 53 23 19125 1451 381 3 54 22 19125 1451 382 3 55 18 19125 1451 383 3 56 21 19125 1451 384 3 57 21 19125 1451 385 3 58 20 19125 1451 386 3 59 20 19125 1451 387 3 60 15 19125 1451 388 3 91 24 19125 1451 389 3 102 241 19125 1451 390 4 2 437 19125 1451 391 4 18 2 19125 1451 392 5 18 3974 19125 1451 393 6 16 1641 19125 1451 394 6 17 459 19125 1451 395 6 51 203 19125 1451 396 6 52 271 19125 1451 397 6 53 164 19125 1451 398 6 54 161 19125 1451 399 6 55 257 19125 1451 400 6 56 155 19125 1451 401 6 57 156 19125 1451 402 6 58 152 19125 1451 403 6 59 151 19125 1451 404 6 60 240 19125 1451 405 6 91 4916 19125 1451 406 6 102 3326 19125 1451 407 12 18 4 19125 1451 408 14 18 1 19125 1451 409 15 18 20 19125 1451 410 31 452 5 19125 1451 411 31 455 4 19125 1451 412 31 456 32 19125 1451 413 33 1 123 19125 1451 414 33 2 123 19125 1451 415 33 4 8 19125 1451 416 33 16 13 19125 1451 417 33 17 7 19125 1451 418 33 18 123 19125 1451 419 33 51 121 19125 1451 420 33 52 71 19125 1451 421 33 53 62 19125 1451 422 33 54 62 19125 1451 423 33 55 62 19125 1451 424 33 56 62 19125 1451 425 33 57 58 19125 1451 426 33 58 58 19125 1451 427 33 59 58 19125 1451 428 33 60 58 19125 1451 429 33 91 62 19125 1451 430 33 102 123 19125 1451 431 34 2 122 19125 1451 432 35 18 5089 19125 1451 433 9125 1 0 434 91229.0000 227.065000 0 2 0 09125 1452 435 0.0 0.0 0 0 1 39125 1452 436 3 2 9125 1452 437 1.00000E-5 2.24465000 .025300000 2.24465000 20000000.0 4.123070009125 1452 438 9125 1 0 439 91229.0000 227.065000 0 2 0 09125 1455 440 0.0 0.0 0 0 1 09125 1455 441 1.000000+1 9125 1455 442 0.0 0.0 0 0 1 59125 1455 443 5 2 9125 1455 444 1.00000E-5 .005153000 .025300000 .005153000 5000000.00 .0051530009125 1455 445 8000000.00 .003569000 20000000.0 .003569000 9125 1455 446 9125 1 0 447 91229.0000 227.065000 0 2 0 09125 1456 448 0.0 0.0 0 0 1 39125 1456 449 3 2 9125 1456 450 1.00000E-5 2.23950000 .025300000 2.23950000 20000000.0 4.119500009125 1456 451 9125 1 0 452 91229.0000 227.065000 0 0 0 09125 1458 453 0.000000+0 0.000000+0 0 2 54 279125 1458 454 1.656831+8 9.112573+6 4.605000+6 5.800000+4 1.112000+4 2.900000+29125 1458 455 7.028282+6 7.028282+4 4.478637+6 2.291254+4 4.605420+6 1.527502+49125 1458 456 6.190967+6 2.291254+4 1.864116+8 1.179107+7 1.926026+8 1.220351+79125 1458 457 -2.241693-1 1.232931-2 1.744000-1 1.690000-2-3.952000-4 8.460000-59125 1458 458 1.693000-2 1.693000-4-7.500000-2 7.500000-3-7.500000-2 7.500000-39125 1458 459 -1.000000-1 1.000000-2-1.183234+0 3.311805-1-1.283234+0 3.814052-19125 1458 460 0.000000+0 0.000000+0 5.433000-3 8.900000-4 1.359000-5 4.460000-69125 1458 461 0.000000+0 0.000000+0 0.000000+0 0.000000+0 0.000000+0 0.000000+09125 1458 462 0.000000+0 0.000000+0 5.446590-3 1.997783-3 5.446590-3 1.997783-39125 1458 463 9125 1 0 464 9125 0 0 465 91229.0000 227.065000 0 0 1 09125 2151 466 91229.0000 1.00000000 0 0 1 09125 2151 467 1.00000E-5 .150000000 0 0 0 09125 2151 468 2.50000000 .969100000 0 0 0 09125 2151 469 9125 2 0 470 9125 0 0 471 91229.0000 227.065000 0 0 0 09125 3 1 472 0.0 0.0 0 0 1 12489125 3 1 473 1248 2 9125 3 1 474 1.00000E-5 20202.2355 1.03223E-5 19884.3863 1.06549E-5 19571.61139125 3 1 475 1.09983E-5 19263.7019 1.13527E-5 18960.6781 1.17186E-5 18662.37449125 3 1 476 1.20962E-5 18368.8212 1.24861E-5 18079.8047 1.28884E-5 17795.44519125 3 1 477 1.33038E-5 17515.4707 1.37325E-5 17239.9729 1.41751E-5 16968.72819125 3 1 478 1.46318E-5 16701.8459 1.51034E-5 16439.0930 1.55901E-5 16180.52259125 3 1 479 1.60925E-5 15925.9921 1.66111E-5 15675.4781 1.71464E-5 15428.90189125 3 1 480 1.76990E-5 15186.2047 1.82694E-5 14947.3013 1.88581E-5 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426.533996 .022965248 419.800102 .023705384 413.1564219125 3102 1860 .024469264 406.598986 .025252232 400.166675 .025300000 399.7831969125 3102 1861 .026115381 393.388129 .026956921 387.073030 .027825702 380.8391479125 3102 1862 .028722355 374.692348 .029648034 368.634740 .030603409 362.6705639125 3102 1863 .031589712 356.799138 .032607656 351.021928 .033658552 345.3364809125 3102 1864 .034743162 339.743384 .035862882 334.240019 .037018524 328.8268159125 3102 1865 .038211576 323.500945 .039442902 318.262385 .040714089 313.1080269125 3102 1866 .042026055 308.037756 .043380493 303.048719 .044778381 298.1410049125 3102 1867 .046221522 293.311912 .047710960 288.561472 .049248613 283.8870549125 3102 1868 .050835596 279.288766 .052473952 274.764236 .054164867 270.3137839125 3102 1869 .055910520 265.935267 .057712175 261.628993 .059572153 257.3925859125 3102 1870 .061491800 253.225666 .063473590 249.125251 .065518957 245.0909199125 3102 1871 .067630535 241.120505 .069809855 237.214520 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.137916914 176.613720 .138209160 177.734954 .138428344 178.6714809125 3102 1885 .138648148 179.698444 .138868261 180.820043 .139088374 182.0401059125 3102 1886 .139309421 183.369750 .139530467 184.809432 .139751826 186.3668919125 3102 1887 .139973808 188.050564 .140195791 189.861771 .140418401 191.8116859125 3102 1888 .140641325 193.903896 .140864249 196.141153 .141088118 198.5391759125 3102 1889 .141311986 201.093954 .141536171 203.814438 .141760988 206.7102629125 3102 1890 .141985805 209.778508 .142211258 213.032820 .142437028 216.4736139125 3102 1891 .142662798 220.099947 .142889525 223.931487 .143116251 227.9558789125 3102 1892 .143343298 232.181390 .143570986 236.616827 .143798674 241.2515719125 3102 1893 .144027005 246.099973 .144255658 251.156267 .144484310 256.4128469125 3102 1894 .144713933 261.891696 .144943554 267.568569 .145173500 273.4488849125 3102 1895 .145404095 279.538325 .145634690 285.815955 .145865936 292.2948969125 3102 1896 .146097508 298.961022 .146329080 305.798379 .146561634 312.8293029125 3102 1897 .146794187 320.016628 .147104915 329.848130 .147416301 339.9402059125 3102 1898 .147728346 350.268449 .148041051 360.806352 .148511434 376.9466109125 3102 1899 .148825464 387.869101 .150317850 440.291138 .150795299 456.8526829125 3102 1900 .151274094 473.161236 .151594644 483.857998 .151915194 494.3412709125 3102 1901 .152237102 504.625397 .152559010 514.638741 .152882283 524.3974429125 3102 1902 .153205555 533.836279 .153530198 542.973555 .153854841 551.7515619125 3102 1903 .154180859 560.190931 .154506877 568.242196 .154834277 575.9283179125 3102 1904 .155161677 583.208473 .155490465 590.107749 .155819253 596.5939449125 3102 1905 .156149434 602.693977 .156479615 608.383934 .156811195 613.6920749125 3102 1906 .157142775 618.602216 .157475761 623.143355 .157808746 627.3062179125 3102 1907 .158143143 631.119925 .158477540 634.581161 .158813354 637.7185349125 3102 1908 .159149168 640.533620 .159486405 643.053942 .159823642 645.2849139125 3102 1909 .160162308 647.252431 .160671025 649.733981 .161181178 651.7054269125 3102 1910 .161693492 653.223702 .162207254 654.338853 .162550244 654.8828589125 3102 1911 .163239132 655.557532 .163930939 655.763970 .164625679 655.5928599125 3102 1912 .165673683 654.795337 .166727613 653.534532 .168143790 651.3968989125 3102 1913 .171012335 646.377482 .178023195 633.702411 .183759797 623.7965459125 3102 1914 .189682102 614.037050 .195794400 604.427698 .202104563 594.9667809125 3102 1915 .208617160 585.655487 .215340581 576.489124 .222279695 567.4694949125 3102 1916 .229443440 558.595097 .236837002 549.862656 .244469908 541.2585649125 3102 1917 .252347682 532.785795 .260480473 524.447146 .268874170 516.2458269125 3102 1918 .277539585 508.173560 .286482993 500.228780 .295715915 492.4006919125 3102 1919 .305245035 484.689724 .315082630 477.101461 .325235821 469.6360819125 3102 1920 .335717689 462.287134 .346535823 455.056746 .357704158 447.9454029125 3102 1921 .369230782 440.943498 .381130542 434.042676 .393412054 427.2495039125 3102 1922 .406091141 420.561879 .419176982 413.980069 .432686434 407.5005819125 3102 1923 .446629279 401.124221 .461023478 394.852579 .475879452 388.6821699125 3102 1924 .491216341 382.597730 .507045248 376.607631 .523386564 370.7130879125 3102 1925 .540252120 364.918034 .557663644 359.210986 .575633742 353.5971169125 3102 1926 .594185564 348.065693 .613332540 342.619507 .633099338 337.2564339125 3102 1927 .653500268 331.977995 .674561612 326.781613 .696298619 321.6674529125 3102 1928 .718739290 316.632790 .741899874 311.677808 .765810206 306.8020439125 3102 1929 .790487598 302.010570 .815963840 297.283264 .842257378 292.6287679125 3102 1930 .869402083 288.050134 .897417610 283.550425 .926340048 279.1077579125 3102 1931 .956190337 274.743189 .989093978 270.159026 1.02016039 266.0139859125 3102 1932 1.05654949 261.397156 1.10190139 255.947999 1.14919999 250.6342729125 3102 1933 1.20692418 244.526794 1.27648926 237.792084 1.35006396 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43.8274914 39.7852505 42.1557867 42.9709605 40.54351609125 3102 1947 47.0688545 38.7121323 51.9186857 36.8426253 57.2682288 35.04880259125 3102 1948 62.7264934 33.4714418 69.1405613 31.8559944 75.7341001 30.41821349125 3102 1949 83.5375108 28.9379487 90.8630470 27.7307768 98.8309711 26.56691679125 3102 1950 107.497615 25.4691811 118.573841 24.2446756 128.068362 23.33212049125 3102 1951 140.855644 22.2385908 154.288238 21.2442915 175.021528 19.89918569125 3102 1952 193.224132 18.8852675 208.706338 18.1462174 227.008127 17.38076909125 3102 1953 246.914828 16.6501530 268.726548 15.9440036 296.371937 15.16367699125 3102 1954 324.635229 14.4718480 350.261357 13.9194138 386.351219 13.23467819125 3102 1955 428.528697 12.5498734 465.949340 12.0222524 506.809173 11.51502719125 3102 1956 556.361325 10.9768002 613.687098 10.4361869 673.416057 9.950930509125 3102 1957 741.207822 9.47292523 817.579615 9.00640260 895.658741 8.595595839125 3102 1958 987.884023 8.17369607 1080.02329 7.80979193 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