36-Kr- 85 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 36085.0000 84.1831000 2 0 0 13646 1451 1 0.0 0.0 0 0 0 63646 1451 2 1.00000000 20000000.0 0 0 10 73646 1451 3 600.000000 0.0 1 0 260 1683646 1451 4 36-Kr- 85 BNL EVAL-MAR06 Herman,Oblozinsky,Mughabghab 3646 1451 5 DIST-DEC06 3646 1451 6 ----ENDF/B-VII MATERIAL 3646 3646 1451 7 -----INCIDENT NEUTRON DATA 3646 1451 8 ------ENDF-6 FORMAT 3646 1451 9 ============================================================== 3646 1451 10 ENDF/B-VII evaluation accepted by WPEC Subgroup 23 in 2005 &&3646 1451 11 - WPEC: NEA Working Party on Evaluation Cooperation 3646 1451 12 - SG23: International library of fission product evaluations 3646 1451 13 3646 1451 14 ============================================================== 3646 1451 15 3646 1451 16 RESONANCE PARAMETERS &&3646 1451 17 Evaluation by S.F.Mughabghab January,2006 (BNL) &&3646 1451 18 3646 1451 19 RESOLVED RESONANCES in MLBW 3646 1451 20 Resonance parameters recommended by Mughabghab are adopted 3646 1451 21 [Mu06]. One bound level was invoked to reproduce the 2200 m/s 3646 1451 22 capture. 3646 1451 23 R' = 7 fm was adopted from the systematics. 3646 1451 24 3646 1451 25 3646 1451 26 Calculated thermal cross sections & resonance integrals: &&3646 1451 27 --------------------------------------------- &&3646 1451 28 Reaction Cross section Res. integral &&3646 1451 29 (barn) (barn) &&3646 1451 30 Total 7.97700E+00 - &&3646 1451 31 Elastic 6.31500E+00 - &&3646 1451 32 Capture 1.66200E+00 2.83 &&3646 1451 33 --------------------------------------------- &&3646 1451 34 3646 1451 35 3646 1451 36 3646 1451 37 UNRESOLVED RESONANCES in 'energy-dependent parameters' 3646 1451 38 (LRF=2) format. 3646 1451 39 was adopted from the Atlas [Mu06]. 3646 1451 40 3646 1451 41 S0, S1, S2 from the systematics described in [Mu06]. 3646 1451 42 , from the systematics described in [Mu06]. 3646 1451 43 3646 1451 44 Energy- and J-dependence of level spacing were calculated 3646 1451 45 according to the Gilbert-Cameron's level density formula with 3646 1451 46 associated parameters from Mughabghab [Mu06]. 3646 1451 47 R' of 5.15 fm was applied in order to match the total cross 3646 1451 48 section calculated by EMPIRE. 3646 1451 49 3646 1451 50 Average parameters: 3646 1451 51 S (10**4) (eV)* (meV) 3646 1451 52 s-wave 0.48 280 160 3646 1451 53 p-wave 4.80 210 3646 1451 54 d-wave 1.80 160 3646 1451 55 * Level spacing at energy of 3.5 kev 3646 1451 56 3646 1451 57 REFERENCES 3646 1451 58 3646 1451 59 S. F. Mughabghab, Atlas of Neutron Resonances, Elsevier,2006 3646 1451 60 3646 1451 61 *************************************************** 3646 1451 62 3646 1451 63 FAST ENERGY REGION &&3646 1451 64 Evaluation: M.Herman, P.Oblozinsky, B.Sarer, March 2006, (BNL) &&3646 1451 65 &&3646 1451 66 EVALUATION PROCEDURE 3646 1451 67 3646 1451 68 Adopted procedure is based on careful theoretical 3646 1451 69 analysis utilizing available experimental data and 3646 1451 70 nuclear reaction model calculations. 3646 1451 71 3646 1451 72 Available experimental data were interpreted using 3646 1451 73 nuclear reaction model code EMPIRE-2.19b31 by 3646 1451 74 M. Herman et al [He01, He02]. This code integrates 3646 1451 75 into a single system a number of important modules 3646 1451 76 and features: 3646 1451 77 3646 1451 78 - Spherical and deformed Optical Model including 3646 1451 79 coupled-channels (ECIS03 by J. Raynal) 3646 1451 80 - Hauser-Feshbach statistical model including 3646 1451 81 HRTW width fluctuation correction 3646 1451 82 - Quantum-mechanical MSD TUL model (codes ORION & 3646 1451 83 TRISTAN by H. Lenske), and MSC NVWY model 3646 1451 84 - Exciton model with angular momentum coupling 3646 1451 85 (code DEGAS by E. Betak and P. Oblozinsky) that 3646 1451 86 represents a good approximation to the DSD model 3646 1451 87 - Exciton model with Iwamoto-Harada cluster 3646 1451 88 emission and Kalbach systematic angular distr. 3646 1451 89 (code PCROSS by R.Capote et al) 3646 1451 90 - Complete gamma-ray cascade after emission of 3646 1451 91 each particle, including realistic treatment of 3646 1451 92 discrete transitions 3646 1451 93 - Access to OM segment of the RIPL-2 library [Ri03] 3646 1451 94 - Built-in input parameter files, such as masses, 3646 1451 95 level density, discrete levels, fission barriers 3646 1451 96 and gamma strength functions based on the RIPL-2 3646 1451 97 library [Ri03] 3646 1451 98 - Automatic retrieval of experimental data from the 3646 1451 99 EXFOR/CSISRS library 3646 1451 100 - ENDF-6 formatting (code EMPEND by A. Trkov) 3646 1451 101 coupled to graphical presentation capabilities 3646 1451 102 (code ZVView by V. Zerkin) through the chain of 3646 1451 103 PrePro codes by R. Cullen 3646 1451 104 - Checking codes (CHECKR, FIZCON, PSYCHE) 3646 1451 105 - Support for NJOY 3646 1451 106 3646 1451 107 PARAMETERIZATIONS 3646 1451 108 3646 1451 109 Following models and parameters were used in the 3646 1451 110 current evaluation: 3646 1451 111 3646 1451 112 Discrete levels were taken from the RIPL-2 level 3646 1451 113 file, based on the 1998 version of ENSDF. 3646 1451 114 EMPIRE-specific level densities 3646 1451 115 MSD calculations with ORION+TRISTAN 3646 1451 116 Heidelberg MSC calculations 3646 1451 117 Exciton model calculations with code DEGAS 3646 1451 118 Exciton model calculations with code PCROSS 3646 1451 119 Cluster emission in terms of the Iwamoto-Harada model with 3646 1451 120 Kalbach systematics angular distributions (see RIPL-1) 3646 1451 121 Mean free path parameter in PCROSS set to 1.3 (Default: 1.3) 3646 1451 122 PE emission width of protons from 86Kr multiplied by 0.500 3646 1451 123 PE emission width of slpahas from 86Kr multiplied by 2.000 3646 1451 124 E1 strength function set to MLO1 3646 1451 125 GDR parameters from RIPL-2/Exp.data+Plujko systematics 3646 1451 126 3646 1451 127 Use of preequilibrium models 3646 1451 128 ---------------------------- 3646 1451 129 3646 1451 130 Exit channel ECIS MSD MSC DEGAS HMS PCROSS 3646 1451 131 3646 1451 132 n to levels 0 1 0 0 0 0 3646 1451 133 n to continuum 0 1 1 0 0 0 3646 1451 134 p to levels 0 0 0 0 0 0 3646 1451 135 p to continuum 0 0 0 0 0 1 3646 1451 136 g 0 0 0 1 0 0 3646 1451 137 a 0 0 0 0 0 1 3646 1451 138 3646 1451 139 3646 1451 140 Neutron o. m. parameters: RIPL catalog number 2405 3646 1451 141 Proton o. m. parameters: RIPL catalog number 5405 3646 1451 142 Alpha o. m. parameters: RIPL catalog number 9600 3646 1451 143 3646 1451 144 B i n d i n g e n e r g i e s 3646 1451 145 3646 1451 146 Nucleus 1n 1p 4He 3646 1451 147 3646 1451 148 36-Kr- 86 9.856 11.944 8.098 3646 1451 149 36-Kr- 85 7.121 10.994 7.517 3646 1451 150 36-Kr- 84 10.520 10.711 7.097 3646 1451 151 36-Kr- 83 7.464 9.775 6.490 3646 1451 152 35-Br- 85 8.906 9.950 8.503 3646 1451 153 35-Br- 84 6.838 9.725 8.083 3646 1451 154 35-Br- 83 9.584 8.705 7.798 3646 1451 155 35-Br- 82 7.593 8.396 7.105 3646 1451 156 34-Se- 82 9.275 12.349 8.156 3646 1451 157 34-Se- 81 6.701 11.560 7.600 3646 1451 158 34-Se- 80 9.913 11.412 6.971 3646 1451 159 34-Se- 79 6.962 10.390 6.486 3646 1451 160 33-As- 81 8.486 10.374 9.084 3646 1451 161 33-As- 80 6.553 9.919 8.340 3646 1451 162 33-As- 79 8.891 9.063 7.597 3646 1451 163 33-As- 78 6.971 8.891 7.187 3646 1451 164 3646 1451 165 RESULTS 3646 1451 166 3646 1451 167 MF=3 Neutron cross sections 3646 1451 168 EMPIRE calculations were adopted for: 3646 1451 169 MT=1 Total 3646 1451 170 MT=2 Elastic scattering 3646 1451 171 MT=4, 51-91 Inelastic scattering 3646 1451 172 MT=102 Capture 3646 1451 173 MT=16 (n,2n) 3646 1451 174 MT=17 (n,3n) 3646 1451 175 MT=22 (n,na) 3646 1451 176 MT=24 (n,2na) 3646 1451 177 MT=28 (n,np) 3646 1451 178 MT=41 (n,2np) 3646 1451 179 MT=103, 600-649 (n,p) 3646 1451 180 MT=107, 800-849 (n,a) 3646 1451 181 MT=112 (n,pa) 3646 1451 182 3646 1451 183 MF=4 Angular distributions of secondary neutrons 3646 1451 184 EMPIRE calculations were adopted 3646 1451 185 3646 1451 186 MF=6 Energy-angle distributions of reaction 3646 1451 187 products; EMPIRE calculations were adopted 3646 1451 188 3646 1451 189 MF=12 Transition probablility arrays for photon 3646 1451 190 production; taken from the RIPL-2 3646 1451 191 3646 1451 192 MF=14 Photon angular distributions 3646 1451 193 isotropic distributions were assumed 3646 1451 194 3646 1451 195 REFERENCES 3646 1451 196 3646 1451 197 [He01] M. Herman EMPIRE-II Statistical Model 3646 1451 198 Code for Nuclear Reaction Calculations, in 3646 1451 199 Nuclear Reaction Data and Nuclear Reactors, 3646 1451 200 eds. N.Paver, M. Herman and A.Gandini, ICTP 3646 1451 201 Lecture Notes 5 (ICTP Trieste, 2001) pp.137. 3646 1451 202 3646 1451 203 [He02] M. Herman, R. Capote, P. Oblozinsky, 3646 1451 204 M. Sin, A. Trkov, A. Ventura, V. Zerkin 3646 1451 205 Recent Development of the Nuclear 3646 1451 206 Reaction Model Code Empire, International 3646 1451 207 Conference on Nuclear Data for Science & 3646 1451 208 Technology - ND2004 September 26 - October 1, 3646 1451 209 2004, Santa Fe, New Mexico. 3646 1451 210 3646 1451 211 [Ri03] 3646 1451 212 RIPL-2: Reference Input Parameter Library 3646 1451 213 IAEA, Vienna 2005, see 3646 1451 214 http://www-nds.iaea.org/RIPL-2/ 3646 1451 215 3646 1451 216 ************************************************ 3646 1451 217 ***************** Program LINEAR (VERSION 2007-1) ***************3646 1451 218 For All Data Greater than 1.0000E-10 barns in Absolute Value 3646 1451 219 Data Linearized Using Energy Dependent Uncertainty 3646 1451 220 Energy Accuracy 3646 1451 221 (eV) (per-cent) 3646 1451 222 ----------- ----------- 3646 1451 223 0.0 .010000000 3646 1451 224 1.00000000 .010000000 3646 1451 225 10.0000000 .100000000 3646 1451 226 2.00000E+9 .100000000 3646 1451 227 ***************** Program RECENT (VERSION 2007-1) ***************3646 1451 228 for All Data Greater than 1.0000E-10 barns in Absolute Value 3646 1451 229 Data Linearized Using Energy Dependent Uncertainty 3646 1451 230 Energy Accuracy 3646 1451 231 (eV) (per-cent) 3646 1451 232 ----------- ----------- 3646 1451 233 0.0 .010000000 3646 1451 234 1.00000000 .010000000 3646 1451 235 10.0000000 .100000000 3646 1451 236 2.00000E+9 .100000000 3646 1451 237 ***************** Program SIGMA1 (VERSION 2007-1) ***************3646 1451 238 Data Doppler Broadened to 600.000000 Kelvin 3646 1451 239 for All Data Greater than 1.0000E-10 barns in Absolute Value 3646 1451 240 Data Linearized Using Energy Dependent Uncertainty 3646 1451 241 Energy Accuracy 3646 1451 242 (eV) (per-cent) 3646 1451 243 ----------- ----------- 3646 1451 244 0.0 .010000000 3646 1451 245 1.00000000 .010000000 3646 1451 246 10.0000000 .100000000 3646 1451 247 2.00000E+9 .100000000 3646 1451 248 ***************** Program FIXUP (Version 2007-1) ****************3646 1451 249 Corrected ZA/AWR in All Sections-----------------------------Yes 3646 1451 250 Corrected Thresholds-----------------------------------------No 3646 1451 251 Extended Cross Sections to 20 MeV----------------------------No 3646 1451 252 Allow Cross Section Deletion---------------------------------Yes 3646 1451 253 Allow Cross Section Reconstruction---------------------------Yes 3646 1451 254 Make All Cross Sections Non-Negative-------------------------Yes 3646 1451 255 Delete Energies Not in Ascending Order-----------------------Yes 3646 1451 256 Deleted Duplicate Points-------------------------------------Yes 3646 1451 257 Check for Ascending MAT/MF/MT Order--------------------------Yes 3646 1451 258 Check for Legal MF/MT Numbers--------------------------------Yes 3646 1451 259 Allow Creation of Missing Sections---------------------------No 3646 1451 260 Allow Insertion of Energy Points-----------------------------No 3646 1451 261 Create Uniform Energy Grid-----------------------------------No 3646 1451 262 Delete Section if Cross Section =0 at All Energies-----------Yes 3646 1451 263 **************** Program DICTIN (VERSION 2007-1) ****************3646 1451 264 1 451 432 13646 1451 265 2 151 510 13646 1451 266 3 1 1232 13646 1451 267 3 2 324 13646 1451 268 3 4 23 13646 1451 269 3 16 8 13646 1451 270 3 17 5 13646 1451 271 3 22 7 13646 1451 272 3 24 4 13646 1451 273 3 28 7 13646 1451 274 3 41 4 13646 1451 275 3 51 19 13646 1451 276 3 52 18 13646 1451 277 3 53 18 13646 1451 278 3 54 17 13646 1451 279 3 55 16 13646 1451 280 3 56 17 13646 1451 281 3 57 16 13646 1451 282 3 91 17 13646 1451 283 3 102 938 13646 1451 284 3 103 10 13646 1451 285 3 107 16 13646 1451 286 3 600 10 13646 1451 287 3 601 9 13646 1451 288 3 602 9 13646 1451 289 3 603 9 13646 1451 290 3 604 9 13646 1451 291 3 605 9 13646 1451 292 3 606 9 13646 1451 293 3 607 9 13646 1451 294 3 608 9 13646 1451 295 3 609 9 13646 1451 296 3 649 8 13646 1451 297 3 800 16 13646 1451 298 3 801 11 13646 1451 299 3 802 10 13646 1451 300 3 803 10 13646 1451 301 3 804 10 13646 1451 302 3 805 9 13646 1451 303 3 806 9 13646 1451 304 3 807 9 13646 1451 305 3 808 9 13646 1451 306 3 809 9 13646 1451 307 3 810 9 13646 1451 308 3 811 8 13646 1451 309 3 812 9 13646 1451 310 3 813 9 13646 1451 311 3 814 9 13646 1451 312 3 815 9 13646 1451 313 3 816 9 13646 1451 314 3 817 9 13646 1451 315 3 818 9 13646 1451 316 3 849 8 13646 1451 317 4 2 193 13646 1451 318 4 51 134 13646 1451 319 4 52 106 13646 1451 320 4 53 180 13646 1451 321 4 54 176 13646 1451 322 4 55 154 13646 1451 323 4 56 184 13646 1451 324 4 57 194 13646 1451 325 4 600 42 13646 1451 326 4 601 42 13646 1451 327 4 602 40 13646 1451 328 4 603 40 13646 1451 329 4 604 40 13646 1451 330 4 605 40 13646 1451 331 4 606 40 13646 1451 332 4 607 40 13646 1451 333 4 608 40 13646 1451 334 4 609 38 13646 1451 335 4 800 82 13646 1451 336 4 801 82 13646 1451 337 4 802 82 13646 1451 338 4 803 82 13646 1451 339 4 804 82 13646 1451 340 4 805 80 13646 1451 341 4 806 80 13646 1451 342 4 807 80 13646 1451 343 4 808 80 13646 1451 344 4 809 80 13646 1451 345 4 810 80 13646 1451 346 4 811 78 13646 1451 347 4 812 78 13646 1451 348 4 813 78 13646 1451 349 4 814 74 13646 1451 350 4 815 72 13646 1451 351 4 816 70 13646 1451 352 4 817 70 13646 1451 353 4 818 68 13646 1451 354 6 16 2648 13646 1451 355 6 17 74 13646 1451 356 6 22 655 13646 1451 357 6 24 111 13646 1451 358 6 28 488 13646 1451 359 6 41 61 13646 1451 360 6 91 11473 13646 1451 361 6 102 3390 13646 1451 362 6 649 1048 13646 1451 363 6 849 829 13646 1451 364 12 51 3 13646 1451 365 12 52 3 13646 1451 366 12 53 3 13646 1451 367 12 54 3 13646 1451 368 12 55 3 13646 1451 369 12 56 4 13646 1451 370 12 57 3 13646 1451 371 12 601 3 13646 1451 372 12 602 3 13646 1451 373 12 603 3 13646 1451 374 12 604 3 13646 1451 375 12 605 3 13646 1451 376 12 606 3 13646 1451 377 12 607 3 13646 1451 378 12 608 3 13646 1451 379 12 609 3 13646 1451 380 12 801 3 13646 1451 381 12 802 3 13646 1451 382 12 803 3 13646 1451 383 12 804 3 13646 1451 384 12 805 3 13646 1451 385 12 806 3 13646 1451 386 12 807 3 13646 1451 387 12 808 3 13646 1451 388 12 809 3 13646 1451 389 12 810 3 13646 1451 390 12 811 3 13646 1451 391 12 812 3 13646 1451 392 12 813 3 13646 1451 393 12 814 3 13646 1451 394 12 815 3 13646 1451 395 12 816 3 13646 1451 396 12 817 3 13646 1451 397 12 818 3 13646 1451 398 14 51 1 13646 1451 399 14 52 1 13646 1451 400 14 53 1 13646 1451 401 14 54 1 13646 1451 402 14 55 1 13646 1451 403 14 56 1 13646 1451 404 14 57 1 13646 1451 405 14 601 1 13646 1451 406 14 602 1 13646 1451 407 14 603 1 13646 1451 408 14 604 1 13646 1451 409 14 605 1 13646 1451 410 14 606 1 13646 1451 411 14 607 1 13646 1451 412 14 608 1 13646 1451 413 14 609 1 13646 1451 414 14 801 1 13646 1451 415 14 802 1 13646 1451 416 14 803 1 13646 1451 417 14 804 1 13646 1451 418 14 805 1 13646 1451 419 14 806 1 13646 1451 420 14 807 1 13646 1451 421 14 808 1 13646 1451 422 14 809 1 13646 1451 423 14 810 1 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.160000000 0.0 3646 2151 447 1800.00000 308460.000 2 2 0 03646 2151 448 4.50000000 .515000000 1 0 3 03646 2151 449 84.1831000 0.0 0 0 2 03646 2151 450 4.00000000 0.0 2 0 240 393646 2151 451 0.0 0.0 0.0 1.00000000 0.0 0.0 3646 2151 452 1800.00000 543.384900 0.0 .026082470 .160000000 0.0 3646 2151 453 2000.00000 543.279200 0.0 .026077400 .160000000 0.0 3646 2151 454 2500.00000 543.017300 0.0 .026064830 .160000000 0.0 3646 2151 455 3000.00000 542.754500 0.0 .026052210 .160000000 0.0 3646 2151 456 3500.00000 542.492800 0.0 .026039650 .160000000 0.0 3646 2151 457 4000.00000 542.231100 0.0 .026027090 .160000000 0.0 3646 2151 458 4500.00000 541.968600 0.0 .026014490 .160000000 0.0 3646 2151 459 5000.00000 541.707300 0.0 .026001950 .160000000 0.0 3646 2151 460 6000.00000 541.185000 0.0 .025976880 .160000000 0.0 3646 2151 461 7000.00000 540.662200 0.0 .025951780 .160000000 0.0 3646 2151 462 8000.00000 540.140900 0.0 .025926760 .160000000 0.0 3646 2151 463 9000.00000 539.620000 0.0 .025901760 .160000000 0.0 3646 2151 464 10000.0000 539.098700 0.0 .025876740 .160000000 0.0 3646 2151 465 11000.0000 538.578700 0.0 .025851770 .160000000 0.0 3646 2151 466 12000.0000 538.059400 0.0 .025826850 .160000000 0.0 3646 2151 467 13000.0000 537.540500 0.0 .025801940 .160000000 0.0 3646 2151 468 14000.0000 537.021100 0.0 .025777010 .160000000 0.0 3646 2151 469 15000.0000 536.503300 0.0 .025752160 .160000000 0.0 3646 2151 470 16000.0000 535.985800 0.0 .025727320 .160000000 0.0 3646 2151 471 17000.0000 535.468800 0.0 .025702500 .160000000 0.0 3646 2151 472 18000.0000 534.952400 0.0 .025677710 .160000000 0.0 3646 2151 473 19000.0000 534.436500 0.0 .025652950 .160000000 0.0 3646 2151 474 20000.0000 533.921000 0.0 .025628210 .160000000 0.0 3646 2151 475 21000.0000 533.405900 0.0 .025603480 .160000000 0.0 3646 2151 476 22000.0000 532.891500 0.0 .025578790 .160000000 0.0 3646 2151 477 32000.0000 527.778000 0.0 .025333340 .160000000 0.0 3646 2151 478 42000.0000 522.714300 0.0 .025090280 .160000000 0.0 3646 2151 479 52000.0000 517.702900 0.0 .024849740 .160000000 0.0 3646 2151 480 62000.0000 512.742400 0.0 .024611640 .160000000 0.0 3646 2151 481 72000.0000 507.832900 0.0 .024375980 .162000000 0.0 3646 2151 482 82000.0000 502.972300 0.0 .024142670 .164000000 0.0 3646 2151 483 92000.0000 498.160800 0.0 .023911720 .166000000 0.0 3646 2151 484 102000.000 493.398900 0.0 .023683140 .168000000 0.0 3646 2151 485 112000.000 488.684100 0.0 .023456840 .170000000 0.0 3646 2151 486 122000.000 484.017900 0.0 .023232860 .172000000 0.0 3646 2151 487 172000.000 461.380300 0.0 .022146250 .174000000 0.0 3646 2151 488 222000.000 439.860500 0.0 .021113300 .176000000 0.0 3646 2151 489 272000.000 419.400100 0.0 .020131200 .180000000 0.0 3646 2151 490 308460.000 399.943200 0.0 .019197270 .184000000 0.0 3646 2151 491 5.00000000 0.0 2 0 240 393646 2151 492 0.0 0.0 0.0 1.00000000 0.0 0.0 3646 2151 493 1800.00000 575.599200 0.0 .027628760 .160000000 0.0 3646 2151 494 2000.00000 575.487400 0.0 .027623390 .160000000 0.0 3646 2151 495 2500.00000 575.209900 0.0 .027610070 .160000000 0.0 3646 2151 496 3000.00000 574.931500 0.0 .027596710 .160000000 0.0 3646 2151 497 3500.00000 574.654300 0.0 .027583410 .160000000 0.0 3646 2151 498 4000.00000 574.377100 0.0 .027570100 .160000000 0.0 3646 2151 499 4500.00000 574.099100 0.0 .027556750 .160000000 0.0 3646 2151 500 5000.00000 573.822200 0.0 .027543460 .160000000 0.0 3646 2151 501 6000.00000 573.269000 0.0 .027516910 .160000000 0.0 3646 2151 502 7000.00000 572.715100 0.0 .027490330 .160000000 0.0 3646 2151 503 8000.00000 572.162900 0.0 .027463820 .160000000 0.0 3646 2151 504 9000.00000 571.611100 0.0 .027437330 .160000000 0.0 3646 2151 505 10000.0000 571.059000 0.0 .027410830 .160000000 0.0 3646 2151 506 11000.0000 570.508100 0.0 .027384390 .160000000 0.0 3646 2151 507 12000.0000 569.958000 0.0 .027357980 .160000000 0.0 3646 2151 508 13000.0000 569.408400 0.0 .027331600 .160000000 0.0 3646 2151 509 14000.0000 568.858200 0.0 .027305190 .160000000 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1916 1480.73000 5.05919832 1481.75000 5.03304514 1482.77000 5.007002453646 3 1 1917 1483.79000 4.97508677 1484.81000 4.94331208 1485.83000 4.911696393646 3 1 1918 1486.85000 4.88025880 1487.02000 4.87505035 1487.74250 4.848347683646 3 1 1919 1488.89000 4.80619168 1490.03750 4.76436316 1490.42000 4.750524323646 3 1 1920 1490.80250 4.73396941 1491.56750 4.70104739 1492.33250 4.668334473646 3 1 1921 1493.09750 4.63585503 1493.82000 4.60541964 1494.50000 4.571052513646 3 1 1922 1495.18000 4.53694205 1495.86000 4.50311801 1496.54000 4.469614603646 3 1 1923 1497.22000 4.43647129 1497.90000 4.39728925 1498.58000 4.358566053646 3 1 1924 1499.17500 4.32510786 1499.94000 4.28275320 1500.11000 4.273497213646 3 1 1925 1500.45000 4.25139695 1500.96000 4.21866983 1501.47000 4.186414973646 3 1 1926 1501.98000 4.15468910 1502.49000 4.12355776 1503.00000 4.093096473646 3 1 1927 1503.42500 4.06828639 1503.85000 4.04405975 1504.27500 4.020482483646 3 1 1928 1504.70000 3.99763022 1505.12500 3.97559015 1505.55000 3.954463243646 3 1 1929 1505.97500 3.93436696 1506.23000 3.92300990 1506.40000 3.916963183646 3 1 1930 1506.74000 3.90581798 1507.08000 3.89561846 1507.42000 3.886474253646 3 1 1931 1507.76000 3.88482466 1508.10000 3.88450250 1508.44000 3.885677353646 3 1 1932 1508.78000 3.89734416 1509.12000 3.91093880 1509.50250 3.941648033646 3 1 1933 1509.75750 3.96389968 1509.80000 3.96787707 1510.01250 3.996106113646 3 1 1934 1510.23350 4.02702674 1510.26750 4.03321216 1510.52250 4.081625513646 3 1 1935 1510.66700 4.11035069 1510.77750 4.13844702 1511.03250 4.205861523646 3 1 1936 1511.10050 4.22459125 1511.27050 4.28153013 1511.38950 4.322774583646 3 1 1937 1511.49150 4.36422573 1511.67850 4.44259146 1511.71250 4.459333033646 3 1 1938 1511.93350 4.57132590 1511.96750 4.58911079 1512.15450 4.702452903646 3 1 1939 1512.21400 4.73962763 1512.37550 4.85411597 1512.41800 4.885158013646 3 1 1940 1512.59650 5.03167434 1512.62200 5.05324035 1512.81750 5.239463943646 3 1 1941 1512.82600 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16.44180113646 3 1 1954 1515.54175 16.7110713 1515.60975 17.5859433 1515.65225 18.18146013646 3 1 1955 1515.69900 18.8453208 1515.73513 19.4040084 1515.78825 20.23478543646 3 1 1956 1515.81800 20.7413675 1515.87750 21.7658893 1515.90088 22.20405603646 3 1 1957 1515.96675 23.4521113 1515.98375 23.8025102 1516.05600 25.30775503646 3 1 1958 1516.06663 25.5480222 1516.14100 27.2467440 1516.14950 27.45679633646 3 1 1959 1516.22600 29.3668433 1516.23238 29.5390165 1516.30250 31.44894423646 3 1 1960 1516.31100 31.6827712 1516.38750 33.9532816 1516.39600 34.20823713646 3 1 1961 1516.47250 36.6808072 1516.48100 36.9583738 1516.55750 39.64648633646 3 1 1962 1516.56600 39.9481597 1516.64250 42.8652821 1516.65100 43.19255363646 3 1 1963 1516.72750 46.3519667 1516.73600 46.7063046 1516.81250 50.10927583646 3 1 1964 1516.88900 53.7551205 1516.89750 54.1847201 1516.96550 57.65571563646 3 1 1965 1517.01650 60.4112484 1517.04200 61.8042191 1517.11850 66.21864203646 3 1 1966 1517.13125 66.9946521 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