26-Fe- 58 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 26058.0000 57.4360000 2 0 0 02637 1451 1 0.0 0.0 0 0 0 62637 1451 2 1.00000000 20000000.0 8 5 10 72637 1451 3 0.0 0.0 1 0 239 302637 1451 4 26-Fe- 58 ORNL EVAL-NOV89 Hetrick,Fu,N.M.Larson 2637 1451 5 ORNL/TM- DIST-DEC06 2637 1451 6 ----ENDF/B-VII MATERIAL 2637 2637 1451 7 -----INCIDENT NEUTRON DATA 2637 1451 8 ------ENDF-6 FORMAT 2637 1451 9 2637 1451 10 **************************************************************** 2637 1451 11 2637 1451 12 ENDF/B-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 2637 1451 13 2637 1451 14 **************************************************************** 2637 1451 15 2637 1451 16 ENDF/B-VI MOD 2 Revision, June 2000, S.C.Frankle, R.C.Reedy, 2637 1451 17 P.G.Young (LANL) 2637 1451 18 2637 1451 19 The secondary gamma-ray spectrum for radiative capture (MF 12, 2637 1451 20 MT 102) has been updated for new experimental data at incident 2637 1451 21 neutron energies up to 1 keV. 2637 1451 22 The Q-value for radiative capture was also updated in File 3. 2637 1451 23 Details of these changes are described in Frankel et al. [Fr01]. 2637 1451 24 2637 1451 25 REFERENCES 2637 1451 26 2637 1451 27 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 2637 1451 28 National Laboratory Report, LA-13812 (2001). 2637 1451 29 2637 1451 30 **************************************************************** 2637 1451 31 2637 1451 32 ENDF/B-VI MOD 3 Revision, October, 1997, V. McLane (NNDC) 2637 1451 33 2637 1451 34 1. Corrected residual nucleus in File 6, MT=16. 2637 1451 35 2. Corrected lower energy limit in File 6, MT=51,52 to agree 2637 1451 36 with File 3. 2637 1451 37 3. Updated File 1 comments and corrected references. 2637 1451 38 2637 1451 39 **************************************************************** 2637 1451 40 2637 1451 41 ENDF/B-VI MOD 2 Revision, July, 1991 (ORNL) 2637 1451 42 2637 1451 43 1. The secondary particle distributions for MF=6, MT=51-52 were 2637 1451 44 corrected-to-center of mass from laboratory coordinates. 2637 1451 45 2. The elastic transformation matrix was removed. 2637 1451 46 2637 1451 47 **************************************************************** 2637 1451 48 2637 1451 49 ENDF/B-VI MOD 1 Evaluation, November 1989, D.M. Hetrick, 2637 1451 50 C.Y. Fu, N.M. Larson (ORNL) 2637 1451 51 2637 1451 52 This work employed the Hauser-Feshbach code TNG [1,2,3]. 2637 1451 53 The TNG code provides energy and angular distributions of 2637 1451 54 particles emitted in the compound and pre-compound reactions, 2637 1451 55 ensures consistency among all reactions, and maintains energy 2637 1451 56 balance. Details pertinent to the contents of this evaluation 2637 1451 57 will be published at a later date. 2637 1451 58 Resonance parameters and thermal capture cross section were 2637 1451 59 taken from [4], and adjusted to the data of Beer et al. [5] 2637 1451 60 through the SAMMY code by N.M. Larson. Some capture 2637 1451 61 widths were adjusted downward to compromise with the averaged 2637 1451 62 data of [6]. Average capture data of [7] were used to generate 2637 1451 63 capture background below 400 keV and for the pointwise cross 2637 1451 64 sections from 400 keV to 2 MeV. Thermal capture and capture in 2637 1451 65 the 10.4 keV resonance were further adjusted by SAMMY to agree 2637 1451 66 with the ENDF/B-V dosimetry evaluation (F. Mann et al.), which 2637 1451 67 was adjusted to agree with integral data. Low keV scattering 2637 1451 68 cross sections were based on AP=0.72 given by [8]. 2637 1451 69 For total cross sections above 400 keV and capture cross 2637 1451 70 sections above 2 MeV, natural Fe data of ENDF/B-V were used for 2637 1451 71 the purpose of making sure that the total cross section minima 2637 1451 72 in natURAL Fe is maintained. 2637 1451 73 2637 1451 74 DESCRIPTION OF FILES ------------------------------------------- 2637 1451 75 (MF-MT) 2637 1451 76 1-451 GENERAL INFORMATION, REFERENCES, AND DEFINITIONS. 2637 1451 77 2-151 Resonance parameters; see above. 2637 1451 78 Note that the flag has been set to allow user calculation 2637 1451 79 of the angular distributions from the R-Matrix resonance 2637 1451 80 parameters, if the user wants angular distributions on 2637 1451 81 a finer energy grid than given in 4/2. 2637 1451 82 3-1 Total cross section; see above. 2637 1451 83 3-2 Elastic scattering cross sections were obtained by 2637 1451 84 subtracting the nonelastic from the total. 2637 1451 85 3-3 Nonelastic cross section; sum of 3-4, 3-16, 3-22, 3-28, 2637 1451 86 3-102, 3-103, and 3-107. 2637 1451 87 3-4 Total inelastic cross section; sum of 3-51, 3-52, and 2637 1451 88 3-91. 2637 1451 89 3-16 (n,2n) cross sections were calculated by the TNG code 2637 1451 90 [1,2,3]. 2637 1451 91 3-22 (n,n alpha)+(n,alpha n) cross sections were calculated by 2637 1451 92 the TNG code [1,2,3]. 2637 1451 93 3-28 (n,np)+(n,pn) cross sections were calculated by the TNG 2637 1451 94 code [1,2,3]. 2637 1451 95 3-51 to 3-52 Inelastic scattering exciting levels; results are 2637 1451 96 from TNG [1,2,3]. 2637 1451 97 3-91 Inelastic scattering exciting the continuum (TNG 2637 1451 98 calculated). 2637 1451 99 3-102 (n,gamma) capture cross section; see above 2637 1451 100 3-103 (n,p) cross sections were calculated by the TNG code 2637 1451 101 [1,2,3], but renormalized to fit the data of Dyer and 2637 1451 102 Hamilton [9] and Bahal and Pepelnik [10] at En=14.5 MeV. 2637 1451 103 3-107 (n,alpha) cross sections were calculated by the TNG code 2637 1451 104 [1,2,3], but renormalized to fit the data of Kneff et al. 2637 1451 105 [11] at En = 14.8 MeV. 2637 1451 106 4-2 Angular distributions of secondary neutrons given for 2637 1451 107 elastic scattering are from ENDF/B-V. 2637 1451 108 If desired, angular distributions can be calculated by 2637 1451 109 the user on a finer energy grid from the R-Matrix 2637 1451 110 resonance parameters in 2/151. 2637 1451 111 6-16 (n,2n) reaction; includes simple constant yields for the 2637 1451 112 neutron and 57Fe residual, and energy dependent yield 2637 1451 113 based on tng calculated gamma-ray spectra for the gamma 2637 1451 114 ray; TNG calculated normalized distributions are given for2637 1451 115 each product. Isotropy is assumed. 2637 1451 116 6-22 (n,n alpha) reaction; includes simple constant yields for 2637 1451 117 the neutron, alpha, and 54Cr residual and energy dependent2637 1451 118 yield based on TNG calculated gamma-ray spectra for the 2637 1451 119 gamma ray; calculated normalized distributions are given 2637 1451 120 for each product (isotropy is assumed). 2637 1451 121 6-28 (n,np) reaction; includes simple constant yields for the 2637 1451 122 neutron, p, and 57Mn residual, and energy dependent yield 2637 1451 123 based on TNG calculated gamma-ray spectra for the gamma 2637 1451 124 ray; calculated normalized distributions are given for 2637 1451 125 each product (isotropy is assumed). 2637 1451 126 6-51 through 6-52 Inelastic scattering exciting levels; 2637 1451 127 assumed isotropic. 2637 1451 128 6-91 Inelastic scattering exciting the continuum; includes 2637 1451 129 simple constant yields for the neutron and 58Fe 2637 1451 130 residual and energy dependent yield based on TNG 2637 1451 131 calculated gamma-ray spectra for the gamma ray; TNG 2637 1451 132 calculated normalized distributions are given 2637 1451 133 for each. Isotropy is assumed. 2637 1451 134 6-103 (n,p) reaction; includes simple constant yields for p 2637 1451 135 and 58Mn residual, and energy dependent yield based 2637 1451 136 on calculated gamma-ray spectra for gamma ray; 2637 1451 137 calculated normalized distributions are given for each 2637 1451 138 product. Isotropy is assumed. 2637 1451 139 6-107 (n,alpha) reaction; includes simple constant yields for a 2637 1451 140 and 55Cr residual, and energy dependent yield based on 2637 1451 141 calculated gamma-ray spectra for gamma ray; calculated 2637 1451 142 normalized distributions are given for each product. 2637 1451 143 Isotropy is assumed. 2637 1451 144 12-51 through 12-52 Branching ratios for the levels are given. 2637 1451 145 12-102 (n,g) capture; below 1 MeV from ENDF/B-V for natural Fe, 2637 1451 146 but adjusted for energy balance. above 1 MeV from TNG 2637 1451 147 calculations. 2637 1451 148 14-51 through 14-52 and 14-102 Gamma ray angular distributions 2637 1451 149 assumed to be isotropic. 2637 1451 150 15-102 (n,gamma) capture; as in 12-102. 2637 1451 151 2637 1451 152 -------------------------------------------------------------- 2637 1451 153 Uncertainty Files 2637 1451 154 An LB=8 section is included for all non-derived files as 2637 1451 155 required by ENDF/B-VI. 2637 1451 156 2637 1451 157 33-1 Uncertainties are derived from 1.E-5 to 100 eV. From 100 2637 1451 158 eV to 20 MeV they are explicit, using LB=0,1 and 8. 2637 1451 159 33-2 From 1.E-5 to 100 eV, uncertainties are explicit, based 2637 1451 160 upon thermal uncertainty and other data. From 100 eV to 2637 1451 161 20 MeV the files are derived. 2637 1451 162 33-3 From 1.E-5 to 400 keV uncertainties are derived. From 4002637 1451 163 keV to 20 MeV uncertainties are explicit, using LB=1 and 82637 1451 164 33-4 Uncertainties are all derived. 2637 1451 165 33-16 Uncertainties for (n,2n) are explicit, estimated from TNG.2637 1451 166 33-22 Uncertainties for (n,n alpha) are explicit, estimated 2637 1451 167 from TNG. 2637 1451 168 33-28 Uncertainties for (n,np) are explicit, estimated from TNG.2637 1451 169 33-51 through 91 Uncertainties for inelastic scattering are 2637 1451 170 explicit, based on data and calculation uncertainties. 2637 1451 171 33-102 Uncertainties are explicit, based on thermal data at low 2637 1451 172 energies, data of (7) for energies up to 2.0 MeV, and 2637 1451 173 TNG at energies above 2.0 MeV. 2637 1451 174 33-103 (n,p) Covariances were estimated from data and TNG. 2637 1451 175 33-107 (n,alpha) Uncertainties estimated from data and TNG. 2637 1451 176 2637 1451 177 ---------------------------------------------------------------- 2637 1451 178 REFERENCES 2637 1451 179 2637 1451 180 [1] C.Y. Fu, Nucl.Sci.Eng. 100, 61 (1988). 2637 1451 181 [2] C.Y. Fu, "Development and Application of Multi-Step 2637 1451 182 Hauser-Feshbach/pre-equilibrium Model Theory," Symp. 2637 1451 183 Neutron Cross Sections from 10 to 50 MeV, Upton, N.Y., 2637 1451 184 May 12-14, 1980, Brookhaven National Laboratory report 2637 1451 185 BNL-NCS-51425, P 675, 2637 1451 186 [3] K. Shibata and C.Y. Fu, "Recent Improvements of the TNG 2637 1451 187 Statistical Model Code", Oak Ridge National Laboratory 2637 1451 188 report ORNL/TM-10093 (1986). 2637 1451 189 [4] S.F. Mughabghab et al, Neutron Cross Sections, Vol. 1 2637 1451 190 Neutron Resonance Parameters and Thermal Cross Sections 2637 1451 191 (Academic Press, 1981). 2637 1451 192 [5] H. Beer, Ly Di Hong, and F. Kappeler, Nucl.Sci.Eng. 67, 184 2637 1451 193 (1978). 2637 1451 194 [6] B.J. Allen, J.Phys. G 6, 381 (1980). 2637 1451 195 [7] Trofimov, At.En. 58, 278 (1985). Data taken from V. McLane 2637 1451 196 Neutron Cross Sections Vol. 2. Curves (Academic Press, 1981).2637 1451 197 [8] J.B. Garg, Phys.Rev. C 18, 1141 (1978). 2637 1451 198 [9] N.C. Dyer and J.H. Hamilton, J.Inorg.Nucl.Chem. 34, 1119 2637 1451 199 (1972). 2637 1451 200 [10] B.M. Bahal and R. Pepelnik, report GKSS-84-E (1984). 2637 1451 201 [11] D.W. Kneff, B.M. Oliver, and H. Farrar IV, Nucl.Sci.Eng. 92 2637 1451 202 491 (1986). 2637 1451 203 [12] S.Frankel et al., Los ALamos National Laboratory report, 2637 1451 204 (to be published) 2637 1451 205 2637 1451 206 ************************ C O N T E N T S *********************** 2637 1451 207 ***************** Program LINEAR (VERSION 2007-1) ***************2637 1451 208 For All Data Greater than 1.0000E-10 barns in Absolute Value 2637 1451 209 Data Linearized Using Energy Dependent Uncertainty 2637 1451 210 Energy Accuracy 2637 1451 211 (eV) (per-cent) 2637 1451 212 ----------- ----------- 2637 1451 213 0.0 .010000000 2637 1451 214 1.00000000 .010000000 2637 1451 215 10.0000000 .100000000 2637 1451 216 2.00000E+9 .100000000 2637 1451 217 ***************** Program RECENT (VERSION 2007-1) ***************2637 1451 218 for All Data Greater than 1.0000E-10 barns in Absolute Value 2637 1451 219 Data Linearized Using Energy Dependent Uncertainty 2637 1451 220 Energy Accuracy 2637 1451 221 (eV) (per-cent) 2637 1451 222 ----------- ----------- 2637 1451 223 0.0 .010000000 2637 1451 224 1.00000000 .010000000 2637 1451 225 10.0000000 .100000000 2637 1451 226 2.00000E+9 .100000000 2637 1451 227 ***************** Program FIXUP (Version 2007-1) ****************2637 1451 228 Corrected ZA/AWR in All Sections-----------------------------Yes 2637 1451 229 Corrected Thresholds-----------------------------------------No 2637 1451 230 Extended Cross Sections to 20 MeV----------------------------No 2637 1451 231 Allow Cross Section Deletion---------------------------------Yes 2637 1451 232 Allow Cross Section Reconstruction---------------------------Yes 2637 1451 233 Make All Cross Sections Non-Negative-------------------------Yes 2637 1451 234 Delete Energies Not in Ascending Order-----------------------Yes 2637 1451 235 Deleted Duplicate Points-------------------------------------Yes 2637 1451 236 Check for Ascending MAT/MF/MT Order--------------------------Yes 2637 1451 237 Check for Legal MF/MT Numbers--------------------------------Yes 2637 1451 238 Allow Creation of Missing Sections---------------------------No 2637 1451 239 Allow Insertion of Energy Points-----------------------------No 2637 1451 240 Create Uniform Energy Grid-----------------------------------No 2637 1451 241 Delete Section if Cross Section =0 at All Energies-----------Yes 2637 1451 242 **************** Program DICTIN (VERSION 2007-1) ****************2637 1451 243 1 451 273 02637 1451 244 2 151 75 02637 1451 245 3 1 5347 02637 1451 246 3 2 2674 02637 1451 247 3 4 15 02637 1451 248 3 16 6 02637 1451 249 3 22 6 02637 1451 250 3 28 5 02637 1451 251 3 51 14 02637 1451 252 3 52 13 02637 1451 253 3 91 11 02637 1451 254 3 102 3541 02637 1451 255 3 103 9 02637 1451 256 3 107 10 02637 1451 257 4 2 776 02637 1451 258 6 16 226 02637 1451 259 6 22 207 02637 1451 260 6 28 167 02637 1451 261 6 51 7 02637 1451 262 6 52 7 02637 1451 263 6 91 1185 02637 1451 264 6 103 582 02637 1451 265 6 107 666 02637 1451 266 12 51 3 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1848 62025.9842 12.2177094 62027.1653 11.6886235 62028.3464 11.23107312637 3 1 1849 62029.5275 10.7753700 62030.7086 10.3970710 62031.8897 10.02021862637 3 1 1850 62033.0708 9.70451796 62034.2519 9.38996045 62035.4330 9.124154382637 3 1 1851 62036.6141 8.85926016 62037.7952 8.64163988 62038.9763 8.424753732637 3 1 1852 62040.1574 8.20852854 62042.5196 7.86279019 62043.7007 7.690900972637 3 1 1853 62044.8818 7.55077113 62047.2440 7.27212978 62049.6062 7.049709812637 3 1 1854 62051.9684 6.82841813 62054.3306 6.65414326 62056.6928 6.480676422637 3 1 1855 62059.0550 6.34149111 62061.4172 6.20289833 62063.7794 6.094823372637 3 1 1856 62066.1416 5.98719204 62068.5038 5.87994728 62070.8660 5.798327272637 3 1 1857 62073.2282 5.71700456 62075.5904 5.63594411 62077.9526 5.574822412637 3 1 1858 62080.3148 5.51390701 62082.6770 5.45317547 62085.0392 5.392608332637 3 1 1859 62089.7636 5.30480817 62094.4880 5.21748767 62096.8502 5.174023812637 3 1 1860 62099.2124 5.14297689 62103.9368 5.08120766 62108.6612 5.019708992637 3 1 1861 62111.0234 4.98907330 62113.3856 4.96724404 62118.1100 4.923777832637 3 1 1862 62122.8344 4.88047537 62127.5588 4.83731323 62132.2832 4.808158012637 3 1 1863 62138.2037 4.77176765 62143.6800 4.73823137 62149.1562 4.704797292637 3 1 1864 62154.6324 4.67145080 62160.1086 4.65022898 62165.5848 4.629073312637 3 1 1865 62171.0610 4.60797552 62176.5372 4.58692861 62187.4208 4.545227472637 3 1 1866 62192.8281 4.52457865 62198.2354 4.51127607 62209.0500 4.484781772637 3 1 1867 62219.8646 4.45837717 62230.6793 4.43204569 62246.9012 4.392659172637 3 1 1868 62257.7158 4.37536659 62268.5304 4.35811295 62279.3451 4.340892192637 3 1 1869 62290.1597 4.32369982 62300.9743 4.30653170 62322.6036 4.272255442637 3 1 1870 62344.2328 4.23804325 62365.8621 4.21364726 62398.3060 4.177123192637 3 1 1871 62419.9353 4.15280952 62441.5645 4.12851821 62463.1938 4.104245002637 3 1 1872 62506.4523 4.05574129 62549.7108 4.00728008 62614.5985 3.944689482637 3 1 1873 62657.8570 3.90298817 62744.3740 3.81962698 62830.8910 3.736302942637 3 1 1874 62960.6665 3.61135927 63133.7005 3.44481369 63393.2516 3.195046822637 3 1 1875 63674.4319 2.90913668 63739.3196 2.84316383 64085.3876 2.467548942637 3 1 1876 64431.4557 2.06196458 64691.0067 1.73483014 64777.5237 1.618824712637 3 1 1877 64950.5577 1.38683573 65080.3333 1.20361992 65210.1088 1.020424102637 3 1 1878 65296.6258 .896175905 65469.6598 .647708804 65512.9183 .5856013482637 3 1 1879 65599.4353 .466141083 65642.6938 .408500973 65707.5816 .3258186722637 3 1 1880 65750.8401 .273951580 65794.0986 .225412065 65815.7278 .2026272812637 3 1 1881 65837.3571 .180966352 65858.9863 .160545558 65880.6156 .1414912952637 3 1 1882 65902.2449 .123941750 65923.8742 .108047628 65934.6888 .1007768642637 3 1 1883 65945.5034 .093982804 65956.3181 .087688340 65967.1327 .0819175792637 3 1 1884 65983.3546 .074298437 65994.1693 .069948980 66004.9839 .0662161082637 3 1 1885 66015.7985 .063129105 66026.6131 .060718650 66037.4278 .0590168212637 3 1 1886 66042.8351 .058537025 66048.2424 .058060033 66056.3534 .0578527012637 3 1 1887 66064.4643 .058098018 66075.2789 .059156889 66086.0936 .0610883002637 3 1 1888 66091.5009 .062393998 66102.3155 .065712057 66113.1301 .0700093382637 3 1 1889 66123.9448 .075332138 66134.7594 .081728787 66145.5740 .0892500542637 3 1 1890 66156.3886 .097955856 66167.2033 .107895182 66178.0179 .1191261812637 3 1 1891 66188.8325 .131710067 66199.6471 .145710905 66210.4618 .1611959942637 3 1 1892 66221.2764 .178235443 66232.0910 .196903186 66242.9056 .2172766012637 3 1 1893 66248.3129 .228132094 66259.1276 .251225512 66269.9422 .2762347182637 3 1 1894 66280.7568 .303251314 66291.5714 .332371168 66302.3861 .3636951462637 3 1 1895 66313.2007 .397328171 66324.0153 .433381207 66334.8299 .4719793072637 3 1 1896 66345.6446 .513235788 66356.4592 .557277734 66367.2738 .6042396642637 3 1 1897 66378.0884 .654262336 66388.9031 .707493956 66399.7177 .7640885122637 3 1 1898 66410.5323 .824219969 66421.3469 .888048034 66432.1616 .9557523192637 3 1 1899 66442.9762 1.02751930 66453.7908 1.10354652 66475.4201 1.269218432637 3 1 1900 66497.0493 1.45456663 66518.6786 1.66151743 66540.3078 1.892208232637 3 1 1901 66561.9371 2.14901341 66583.5663 2.43446546 66605.1956 2.751363802637 3 1 1902 66626.8248 3.10277911 66648.4541 3.49198252 66659.2687 3.707256782637 3 1 1903 66670.0833 3.92254723 66691.7126 4.39829990 66713.3418 4.923296692637 3 1 1904 66734.9711 5.50189057 66756.6004 6.13855695 66767.4150 6.480119132637 3 1 1905 66784.7184 7.06074893 66802.0218 7.68547248 66819.3252 8.356692042637 3 1 1906 66836.6286 9.07676854 66853.9320 9.84785995 66871.2354 10.67195252637 3 1 1907 66888.5388 11.5507422 66905.8422 12.4855698 66923.1456 13.47721242637 3 1 1908 66957.7524 15.6309359 66992.3592 18.0035057 67035.6177 21.23707512637 3 1 1909 67061.5728 23.3049452 67113.4830 27.4405332 67156.7415 30.88668462637 3 1 1910 67200.8652 34.0194327 67204.3259 34.2651234 67230.2810 35.79362762637 3 1 1911 67243.2585 36.5578183 67269.2136 37.7440195 67277.8653 38.13937572637 3 1 1912 67312.4721 39.2452146 67347.0789 39.8688227 67355.7306 39.91758912637 3 1 1913 67377.3599 40.0394241 67416.2925 39.8024312 67459.5510 39.04492422637 3 1 1914 67511.4612 37.6402972 67563.3714 35.8468676 67597.9782 34.65131272637 3 1 1915 67632.5851 33.3942397 67697.4729 31.0373736 67740.7314 29.46622302637 3 1 1916 67762.3606 28.7643372 67827.2484 26.6588012 67892.1361 24.81905862637 3 1 1917 67913.7654 24.2058425 67957.0239 23.1502363 68000.2824 22.09469092637 3 1 1918 68021.9116 21.6424848 68086.7994 20.2859536 68130.0579 19.51025252637 3 1 1919 68173.3164 18.7346181 68205.7603 18.2408988 68227.3895 17.91180632637 3 1 1920 68249.0188 17.5827806 68265.2407 17.3360827 68276.0553 17.17166832637 3 1 1921 68286.8700 17.0363250 68292.2773 16.9686834 68297.6846 16.90106702637 3 1 1922 68303.0919 16.8334816 68311.2029 16.7321774 68316.6102 16.66470682637 3 1 1923 68322.0175 16.5973056 68327.4248 16.5299948 68330.1285 16.49638172637 3 1 1924 68332.8322 16.4628033 68335.5358 16.4292669 68338.2395 16.39577722637 3 1 1925 68342.2950 16.3456532 68344.9986 16.3123286 68347.7023 16.27909292637 3 1 1926 68350.4059 16.2459688 68353.1096 16.2298558 68355.8132 16.21391402637 3 1 1927 68357.1650 16.2060208 68358.5169 16.1981878 68359.8687 16.19042472637 3 1 1928 68361.2205 16.1827405 68362.5723 16.1751468 68363.9242 16.16765682637 3 1 1929 68365.2760 16.1602881 68367.3037 16.1495059 68368.8302 16.14164922637 3 1 1930 68369.6807 16.1374355 68370.5312 16.1475513 68371.3817 16.15782142637 3 1 1931 68372.2322 16.1682114 68373.0827 16.1787365 68373.9332 16.18941462637 3 1 1932 68374.7837 16.2002664 68375.6342 16.2113163 68376.4847 16.22259322637 3 1 1933 68377.3352 16.2341315 68378.6110 16.2520219 68379.0362 16.25821632637 3 1 1934 68379.4615 16.2805284 68380.3120 16.3255938 68381.1625 16.37118722637 3 1 1935 68382.0130 16.4174089 68382.8636 16.4643902 68383.7141 16.51227842637 3 1 1936 68384.1393 16.5367768 68384.5646 16.5888796 68384.9898 16.64146682637 3 1 1937 68385.4151 16.6944486 68385.8403 16.7478454 68386.2656 16.80173482637 3 1 1938 68386.6908 16.8561519 68387.1161 16.9111926 68387.5413 17.00842632637 3 1 1939 68387.9666 17.1064719 68388.3918 17.2053966 68389.0297 17.35579912637 3 1 1940 68389.2423 17.4067116 68389.4550 17.4870278 68389.8802 17.64908282637 3 1 1941 68390.3055 17.8129287 68390.7307 17.9787990 68391.1560 18.22067092637 3 1 1942 68391.5812 18.4654017 68391.7938 18.5895195 68392.0065 18.75805232637 3 1 1943 68392.4317 19.0992074 68392.6443 19.2716637 68392.8570 19.50657882637 3 1 1944 68393.0696 19.7429808 68393.2822 19.9811638 68393.4948 20.22133802637 3 1 1945 68393.7075 20.5436743 68393.9201 20.8683700 68394.1327 21.19589692637 3 1 1946 68394.3453 21.6285542 68394.5580 22.0650527 68394.7706 22.50548632637 3 1 1947 68395.0895 23.3548374 68395.1958 23.6415310 68395.3052 24.00756622637 3 1 1948 68395.4791 24.5943910 68395.6530 25.1862704 68395.8269 25.92018842637 3 1 1949 68396.0008 26.6605596 68396.2616 28.0172436 68396.3485 28.47471912637 3 1 1950 68396.4355 29.0184783 68396.6094 30.1154586 68396.7833 31.40656052637 3 1 1951 68396.8702 32.0582886 68396.9571 32.8212319 68397.1310 34.36293222637 3 1 1952 68397.3049 36.1923224 68397.3918 37.1161301 68397.4788 38.20455742637 3 1 1953 68397.6527 40.4019257 68397.8265 43.0107246 68397.9134 44.32855972637 3 1 1954 68398.0004 45.8722733 68398.1743 48.9870551 68398.3308 52.22737592637 3 1 1955 68398.4003 53.6792613 68398.5394 56.9597262 68398.6785 60.27081812637 3 1 1956 68398.8176 63.9129063 68399.3045 76.7203523 68399.3740 78.52792822637 3 1 1957 68399.5131 81.5748690 68399.5827 83.0686243 68399.6870 84.74722022637 3 1 1958 68399.7566 85.8324910 68399.8261 86.4664472 68399.9304 87.35929822637 3 1 1959 68399.9826 87.5010006 68400.0243 87.5974790 68400.0348 87.61766922637 3 1 1960 68400.1739 87.0492009 68400.2087 86.8873385 68400.3130 85.66871532637 3 1 1961 68400.3825 84.8197091 68400.4869 82.8863361 68400.5912 80.90381192637 3 1 1962 68400.6955 78.3905295 68400.8694 74.1385347 68401.0433 69.58620072637 3 1 1963 68401.3910 60.4828726 68401.5997 55.6015123 68401.6692 53.99085982637 3 1 1964 68401.8258 50.7872346 68401.9127 49.0272051 68401.9997 47.49493882637 3 1 1965 68402.1735 44.4635162 68402.3474 41.8914315 68402.4343 40.61863522637 3 1 1966 68402.5213 39.5322098 68402.6952 37.3830411 68402.8691 35.56987362637 3 1 1967 68402.9560 34.6725925 68403.0429 33.9063277 68403.2168 32.38836802637 3 1 1968 68403.3907 31.1000425 68403.4776 30.4621949 68403.5646 29.92526082637 3 1 1969 68403.7385 28.8624458 68403.8254 28.3369490 68403.9992 27.46937462637 3 1 1970 68404.1731 26.6109599 68404.3470 25.9018086 68404.5209 25.19854792637 3 1 1971 68404.6948 24.6350872 68404.8686 24.0765759 68405.0425 23.52186052637 3 1 1972 68405.2164 23.0896967 68405.3903 22.6608152 68405.5642 22.23487422637 3 1 1973 68405.7380 21.8972974 68405.9119 21.5619018 68406.0858 21.22864922637 3 1 1974 68406.4336 20.7099394 68406.7813 20.1977623 68407.1291 19.81644362637 3 1 1975 68407.4768 19.4396466 68407.6507 19.2530483 68407.8246 19.11645632637 3 1 1976 68408.1724 18.8464093 68408.5201 18.5791087 68408.6940 18.44656222637 3 1 1977 68408.8679 18.3530977 68409.3895 18.0763588 68409.7373 17.89386082637 3 1 1978 68410.0850 17.7127948 68410.4328 17.5912130 68410.7806 17.47069182637 3 1 1979 68411.1283 17.3511402 68411.4761 17.2323819 68411.8238 17.11439252637 3 1 1980 68412.1716 17.0385877 68412.5194 16.9633685 68412.8672 16.88867422637 3 1 1981 68413.5627 16.7406760 68414.2582 16.5942200 68414.9537 16.50624522637 3 1 1982 68415.6492 16.4193227 68416.3448 16.3332682 68417.0403 16.24796802637 3 1 1983 68417.7358 16.1632973 68418.7790 16.0932383 68419.4746 16.04707382637 3 1 1984 68420.1701 16.0012875 68420.8656 15.9558248 68421.5611 15.91064482637 3 1 1985 68422.6044 15.8433281 68423.6477 15.7764757 68424.3432 15.75371542637 3 1 1986 68425.2126 15.7254781 68426.0820 15.6974496 68426.9514 15.66960362637 3 1 1987 68427.8208 15.6419178 68428.6902 15.6143732 68429.5596 15.58695362637 3 1 1988 68431.2984 15.5324351 68433.0372 15.4782716 68434.7760 15.42439432637 3 1 1989 68436.5148 15.3958934 68438.2536 15.3675848 68439.9924 15.33943612637 3 1 1990 68441.7312 15.3114214 68443.4700 15.2835199 68445.2088 15.25571482637 3 1 1991 68446.9476 15.2279924 68448.6864 15.2003412 68450.4252 15.17275182637 3 1 1992 68453.9028 15.1177285 68457.3804 15.0628731 68460.8580 15.00815042637 3 1 1993 68462.5968 14.9808426 68464.3356 14.9623283 68469.5520 14.90694562637 3 1 1994 68471.9644 14.8813872 68475.5860 14.8430725 68480.8067 14.78794162637 3 1 1995 68486.0274 14.7329168 68489.9430 14.6917119 68493.8585 14.65056222637 3 1 1996 68499.0792 14.5957823 68504.2999 14.5411101 68509.5206 14.48656282637 3 1 1997 68512.1309 14.4593448 68514.7413 14.4321686 68517.3516 14.40504232637 3 1 1998 68519.9620 14.3779713 68522.5723 14.3509859 68523.8775 14.34437282637 3 1 1999 68526.4879 14.3312493 68529.0982 14.3182275 68531.7086 14.30532772637 3 1 2000 68534.3189 14.2925790 68536.9293 14.2800166 68538.2344 14.27382072637 3 1 2001 68539.5396 14.2676904 68540.8448 14.2616352 68542.1500 14.27234092637 3 1 2002 68543.4551 14.2831435 68545.2824 14.2984605 68546.5875 14.30956192637 3 1 2003 68547.6317 14.3185579 68548.6758 14.3276688 68549.7199 14.33691162637 3 1 2004 68550.7641 14.3463060 68551.8082 14.3558727 68553.3745 14.41306942637 3 1 2005 68554.4186 14.4515024 68555.4627 14.4902285 68556.5069 14.52930362637 3 1 2006 68557.5510 14.5687846 68558.5952 14.6522831 68559.6393 14.73636362637 3 1 2007 68560.6834 14.8211613 68561.2055 14.8638826 68561.7276 14.93759372637 3 1 2008 68562.2496 15.0115628 68562.7717 15.0858506 68563.2938 15.16048012637 3 1 2009 68563.8158 15.2354799 68564.3379 15.3538414 68564.8600 15.47269572637 3 1 2010 68565.3820 15.5920880 68565.9041 15.7121443 68566.6873 15.97892212637 3 1 2011 68567.2093 16.1578436 68567.4703 16.2478347 68567.7314 16.37367592637 3 1 2012 68568.2534 16.6265010 68568.7755 16.8808308 68569.2976 17.22538102637 3 1 2013 68569.8196 17.5719130 68570.3417 18.0374172 68570.8638 18.50588392637 3 1 2014 68571.1248 18.8142563 68571.3858 19.1236220 68571.6469 19.43420832637 3 1 2015 68571.9079 19.8344843 68572.1690 20.2362772 68572.4300 20.63943732637 3 1 2016 68572.6910 21.1436240 68572.9521 21.6499128 68573.2131 22.26255882637 3 1 2017 68573.4741 22.8776206 68573.7352 23.6293562 68573.9962 24.38389142637 3 1 2018 68574.3878 25.7817910 68574.5183 26.2502361 68574.6488 26.81473562637 3 1 2019 68574.9098 27.9485656 68575.1709 29.2941280 68575.3014 29.96979132637 3 1 2020 68575.4319 30.7714139 68575.6929 32.3818134 68575.9540 34.30893922637 3 1 2021 68576.0845 35.2767454 68576.2150 36.4312724 68576.4760 38.75071722637 3 1 2022 68576.7371 41.4475588 68576.9981 44.4859235 68577.2592 47.89813002637 3 1 2023 68577.5985 52.9214523 68577.9117 58.1457583 68578.4338 67.86137082637 3 1 2024 68578.9559 77.7690859 68579.0081 78.7541222 68579.2691 82.97376572637 3 1 2025 68579.3213 83.8099115 68579.5301 86.3647710 68579.5823 86.99495602637 3 1 2026 68579.7390 88.1569468 68579.8434 88.9124597 68579.9739 89.22868292637 3 1 2027 68579.9791 89.2407574 68580.0522 89.4032558 68580.2088 88.97471622637 3 1 2028 68580.3132 88.6705263 68580.4177 87.8317354 68580.5743 86.54895462637 3 1 2029 68580.6787 85.2552594 68580.8353 83.2910483 68580.9919 80.79399132637 3 1 2030 68581.2008 77.4406972 68581.4618 72.7952203 68581.9839 63.49838832637 3 1 2031 68582.0883 61.6455146 68582.2971 58.3120382 68582.5059 54.99166422637 3 1 2032 68582.6104 53.5289310 68582.8714 49.8914224 68583.1324 46.75232702637 3 1 2033 68583.2630 45.1881462 68583.3935 43.8545684 68583.6545 41.19941712637 3 1 2034 68583.9155 38.9539256 68584.0461 37.8351286 68584.1766 36.88583202637 3 1 2035 68584.4376 34.9957331 68584.6986 33.3942209 68584.8292 32.59613532637 3 1 2036 68584.9597 31.9150305 68585.2207 30.5585778 68585.4817 29.42709682637 3 1 2037 68585.7428 28.2996165 68586.0038 27.3761945 68586.2648 26.45620192637 3 1 2038 68586.5259 25.6950241 68586.7869 24.9368123 68587.0479 24.30390842637 3 1 2039 68587.3090 23.6728668 68587.5700 23.1618743 68587.8311 22.65235732637 3 1 2040 68588.0921 22.1445295 68588.3531 21.7441740 68588.6142 21.34486842637 3 1 2041 68588.8752 20.9467989 68589.3973 20.3092833 68589.6583 19.99219242637 3 1 2042 68589.9193 19.7412764 68590.4414 19.2420011 68590.7024 18.99351482637 3 1 2043 68590.9635 18.8048290 68591.4855 18.4294513 68592.0076 18.05556242637 3 1 2044 68592.5297 17.7807715 68593.0518 17.5071122 68593.5738 17.23447682637 3 1 2045 68594.0959 17.0328033 68594.6180 16.8318574 68595.1400 16.63158412637 3 1 2046 68595.6621 16.4844940 68596.1842 16.3378917 68596.7062 16.19174772637 3 1 2047 68597.2283 16.0459566 68597.7504 15.9429261 68598.2725 15.84019722637 3 1 2048 68598.7945 15.7377578 68599.8387 15.5335410 68600.8828 15.39572012637 3 1 2049 68601.9269 15.2585437 68602.9711 15.1218870 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