26-Fe-58 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 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 1 5 10 72637 1451 3 293.600000 0.0 1 0 239 312637 1451 4 26-Fe- 58 ORNL EVAL-NOV89 Hetrick,Fu,N.M.Larson 2637 1451 5 ORNL/TM- DIST-DEC06 20111222 2637 1451 6 ----ENDF/B-VII.1 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 2012-1) ***************2637 1451 208 For All Data Greater than 1.0000E-10 barns in Absolute Value 2637 1451 209 Data Linearized to Within an Accuracy of .010000000 per-cent 2637 1451 210 ***************** Program RECENT (VERSION 2012-1) ***************2637 1451 211 For All Data Greater than 1.0000E-10 barns in Absolute Value 2637 1451 212 Data Linearized Using Energy Dependent Uncertainty 2637 1451 213 Energy Accuracy 2637 1451 214 (eV) (per-cent) 2637 1451 215 ----------- ----------- 2637 1451 216 1.00000000 .010000000 2637 1451 217 2.00000000 .100000000 2637 1451 218 ***************** Program SIGMA1 (VERSION 2012-1) ***************2637 1451 219 Data Doppler Broadened to 293.600000 Kelvin 2637 1451 220 For All Data Greater than 1.0000E-10 barns in Absolute Value 2637 1451 221 Data Linearized Using Energy Dependent Uncertainty 2637 1451 222 Energy Accuracy 2637 1451 223 (eV) (per-cent) 2637 1451 224 ----------- ----------- 2637 1451 225 1.00000000 .010000000 2637 1451 226 2.00000000 .100000000 2637 1451 227 ***************** Program FIXUP (Version 2012-1) ****************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---------------------------------No 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---------------------------Yes 2637 1451 239 Allow Insertion of Energy Points-----------------------------No 2637 1451 240 Uniform Energy Grid for ALL MT-------------------------------No 2637 1451 241 Delete Section if Cross Section =0 at All Energies-----------Yes 2637 1451 242 **************** Program DICTIN (VERSION 2012-1) ****************2637 1451 243 1 451 274 02637 1451 244 2 151 75 02637 1451 245 3 1 8677 02637 1451 246 3 2 5005 02637 1451 247 3 3 3841 02637 1451 248 3 4 15 02637 1451 249 3 16 6 02637 1451 250 3 22 6 02637 1451 251 3 28 5 02637 1451 252 3 51 14 02637 1451 253 3 52 13 02637 1451 254 3 91 11 02637 1451 255 3 102 3832 02637 1451 256 3 103 9 02637 1451 257 3 107 10 02637 1451 258 4 2 776 02637 1451 259 6 16 226 02637 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1847 37615.6369 9.70615809 37616.9290 10.0915277 37617.2161 10.17725992637 3 1 1848 37618.2212 10.5130279 37618.6518 10.6570497 37619.5133 10.97319662637 3 1 1849 37620.0875 11.1841699 37620.8054 11.4742430 37621.5232 11.76463442637 3 1 1850 37622.0975 12.0207309 37622.9589 12.4053048 37623.2461 12.54696532637 3 1 1851 37624.3946 13.1140869 37624.3947 13.1141413 37625.5433 13.73959382637 3 1 1852 37625.6868 13.8178301 37626.6918 14.4194168 37626.9789 14.59148432637 3 1 1853 37627.8404 15.1593189 37628.2711 15.4435532 37628.9889 15.96530402637 3 1 1854 37629.5632 16.3832633 37630.1375 16.8442127 37630.8554 17.42112922637 3 1 1855 37631.2860 17.8031371 37632.1475 18.5682937 37632.2910 18.70907832637 3 1 1856 37633.2960 19.6960974 37633.4396 19.8372883 37634.3010 20.77282372637 3 1 1857 37634.7317 21.2411082 37635.3060 21.9228582 37635.7367 22.43469432637 3 1 1858 37636.3110 23.1712308 37636.7417 23.7241899 37637.3160 24.51895612637 3 1 1859 37637.7467 25.1156180 37638.3210 25.9717566 37638.7517 26.61447342637 3 1 1860 37639.3260 27.5346313 37639.7567 28.2254789 37640.6182 29.70490062637 3 1 1861 37640.7617 29.9516210 37641.9103 32.0911655 37642.2692 32.76042672637 3 1 1862 37643.2024 34.6507675 37643.6331 35.5240349 37644.4945 37.40732542637 3 1 1863 37645.3559 39.2922596 37646.2173 41.3007965 37647.0788 43.31106732637 3 1 1864 37650.7039 52.0612670 37650.9552 52.6673788 37652.4985 56.14587612637 3 1 1865 37652.8934 57.0347274 37653.8086 58.8725810 37654.1855 59.62807162637 3 1 1866 37655.0469 61.1161786 37655.4776 61.8583194 37656.2852 62.97331172637 3 1 1867 37656.7698 63.6398448 37657.5235 64.4167900 37657.7389 64.63758842637 3 1 1868 37658.7079 65.3184077 37658.7618 65.3380160 37659.6770 65.66533262637 3 1 1869 37660.0000 65.6996420 37660.1149 65.7112046 37660.9692 65.58316002637 3 1 1870 37661.0733 65.5670530 37661.9383 65.1397841 37662.0316 65.09326392637 3 1 1871 37662.9074 64.3706730 37662.9900 64.3021628 37663.8764 63.29563772637 3 1 1872 37663.9483 63.2136656 37665.1685 61.4301358 37665.2260 61.34583532637 3 1 1873 37666.4607 59.1487022 37666.5038 59.0718571 37667.7528 56.53620762637 3 1 1874 37667.7815 56.4778603 37669.6910 52.1981535 37669.6982 52.18200672637 3 1 1875 37673.7827 42.5698915 37675.5056 38.7203006 37676.7977 36.03207412637 3 1 1876 37677.2284 35.1368207 37678.0899 33.4899898 37678.7359 32.25640962637 3 1 1877 37679.3820 31.1290103 37680.2434 29.6276861 37680.6741 28.94762042637 3 1 1878 37681.7509 27.2495297 37681.9663 26.9437019 37683.2584 25.11162922637 3 1 1879 37684.1198 24.0178829 37684.7659 23.1983026 37685.1248 22.78579362637 3 1 1880 37685.9145 21.8791162 37686.1298 21.6534929 37687.1348 20.60146652637 3 1 1881 37687.2067 20.5262792 37688.1398 19.6408261 37688.4988 19.30051312637 3 1 1882 37689.1448 18.7446555 37689.7909 18.1893011 37690.1498 17.90907392637 3 1 1883 37691.0830 17.1812187 37691.1548 17.1302939 37692.1597 16.41833352637 3 1 1884 37692.3752 16.2658165 37693.3083 15.6645466 37693.6673 15.43347692637 3 1 1885 37694.4569 14.9700475 37694.9594 14.6754542 37695.6055 14.33201862637 3 1 1886 37696.4669 13.8746558 37696.7540 13.7381653 37697.9026 13.19273132637 3 1 1887 37698.1897 13.0565378 37699.0511 12.6923246 37699.9126 12.32854252637 3 1 1888 37700.7740 12.0032928 37701.6354 11.6784861 37702.0661 11.53280062637 3 1 1889 37703.3583 11.0962427 37703.5018 11.0526139 37704.9375 10.61666982637 3 1 1890 37705.0811 10.5731161 37706.3732 10.2193761 37706.8039 10.10159632637 3 1 1891 37707.8089 9.85276875 37708.5267 9.67524869 37709.2446 9.517105172637 3 1 1892 37710.6803 9.20119950 37710.9674 9.13810679 37712.8338 8.777785882637 3 1 1893 37713.3364 8.68089188 37714.6644 8.45445666 37715.7052 8.277218322637 3 1 1894 37716.4949 8.15776125 37718.0742 7.91916666 37718.3254 7.885319822637 3 1 1895 37720.1559 7.63899006 37720.4431 7.60038533 37721.9864 7.417931762637 3 1 1896 37723.6016 7.22719729 37723.8169 7.20512129 37726.5627 6.923988482637 3 1 1897 37726.7602 6.90379548 37728.8239 6.71946108 37729.9187 6.621805712637 3 1 1898 37731.5159 6.49663282 37733.0772 6.37445521 37734.2078 6.297985472637 3 1 1899 37736.8998 6.11617980 37737.3484 6.08592271 37739.5917 5.956763912637 3 1 1900 37741.3863 5.85357674 37742.2837 5.80905472 37744.9756 5.675684932637 3 1 1901 37745.4242 5.65348581 37747.6675 5.55908763 37750.8081 5.427109482637 3 1 1902 37754.3973 5.30063688 37756.1919 5.23749542 37757.9866 5.184093602637 3 1 1903 37761.5758 5.07745979 37765.1651 4.98708720 37766.9597 4.941964232637 3 1 1904 37768.7543 4.90478647 37772.3436 4.83053769 37775.0355 4.774924562637 3 1 1905 37775.9328 4.76023297 37780.4194 4.68689181 37784.4573 4.620998062637 3 1 1906 37785.8033 4.60406361 37791.1872 4.53646488 37794.5521 4.494287982637 3 1 1907 37796.5710 4.47463844 37801.9549 4.42233649 37804.6468 4.396228672637 3 1 1908 37807.3388 4.37666729 37812.7227 4.33761907 37818.1065 4.298649812637 3 1 1909 37820.7984 4.28439235 37826.7207 4.25310113 37831.5662 4.227554142637 3 1 1910 37835.6042 4.21278363 37844.4875 4.18039046 37847.8973 4.167988612637 3 1 1911 37853.3709 4.15512511 37862.2543 4.13431829 37864.2284 4.129706732637 3 1 1912 37871.3171 4.12168877 37880.7389 4.11108383 37893.3013 4.097015412637 3 1 1913 37896.8905 4.09301391 37905.8637 4.09061616 37911.2475 4.089199882637 3 1 1914 37918.4260 4.09192861 37934.5777 4.09813079 37950.7293 4.104389232637 3 1 1915 37972.2648 4.12545940 37990.2110 4.14306783 37993.8003 4.148067092637 3 1 1916 38018.9250 4.18312381 38033.2820 4.20317216 38061.9960 4.254374632637 3 1 1917 38090.7100 4.30561643 38119.4240 4.35689475 38133.7810 4.386608072637 3 1 1918 38176.8520 4.47579321 38234.2800 4.60819578 38291.7080 4.740640982637 3 1 1919 38306.0650 4.77766056 38424.5103 5.08315284 38435.2780 5.110930192637 3 1 1920 38521.4200 5.35547854 38578.8480 5.51851815 38708.0610 5.918316082637 3 1 1921 38751.1320 6.06212975 38865.9880 6.44566468 38923.4160 6.652886532637 3 1 1922 38980.8440 6.86012019 39124.4140 7.41582640 39267.9840 8.015878852637 3 1 1923 39368.4830 8.47186827 39418.7325 8.69987392 39569.4810 9.435480432637 3 1 1924 39669.9800 9.96121456 39784.8360 10.5969165 39899.6920 11.27179382637 3 1 1925 40014.5480 11.9880246 40129.4040 12.7478537 40244.2600 13.55350962637 3 1 1926 40359.1160 14.4072986 40473.9720 15.3114598 40588.8280 16.26825282637 3 1 1927 40703.6840 17.2797950 40818.5400 18.3481391 40933.3960 19.49430142637 3 1 1928 40990.8240 20.0674017 41117.6726 21.4195540 41187.0931 22.20091342637 3 1 1929 41256.5137 22.9822978 41325.9342 23.8108583 41377.9996 24.43230462637 3 1 1930 41499.4856 25.9410702 41534.1958 26.3721758 41603.6163 27.29974402637 3 1 1931 41656.6210 28.0080377 41711.4310 28.7405518 41744.3170 29.18014922637 3 1 1932 41766.2410 29.4973488 41794.6737 29.9088425 41814.1998 30.19155672637 3 1 1933 41827.2172 30.3801321 41840.2345 30.5688092 41851.1965 30.72780982637 3 1 1934 41859.4180 30.8471590 41867.6395 30.9666198 41875.8610 31.08622782637 3 1 1935 41881.3420 31.1660744 41886.1379 31.2360316 41892.3040 31.32613252637 3 1 1936 41896.4148 31.3863219 41900.5255 31.4466318 41904.6363 31.50709482637 3 1 1937 41908.7470 31.5677463 41911.8301 31.6133898 41914.9132 31.65919412637 3 1 1938 41918.0819 31.7064736 41920.3086 31.7398461 41922.5353 31.77336432637 3 1 1939 41924.7619 31.8070527 41926.9886 31.8409461 41929.2152 31.87508112637 3 1 1940 41931.4419 31.9095108 41933.1119 31.9355625 41934.7818 31.96184612637 3 1 1941 41936.3234 31.9863523 41937.8649 32.0111295 41939.4064 32.03622712637 3 1 1942 41940.9479 32.0617048 41942.1041 32.0811083 41943.2603 32.10080652637 3 1 1943 41944.4164 32.1208450 41944.7230 32.1262654 41945.5725 32.14786692637 3 1 1944 41946.7287 32.1777399 41947.5423 32.1990932 41948.3987 32.22191512637 3 1 1945 41949.2551 32.2451467 41950.1115 32.2688584 41950.9679 32.29313922637 3 1 1946 41951.8243 32.3181036 41952.4666 32.3373638 41953.1089 32.35717172637 3 1 1947 41953.6434 32.3741937 41953.7512 32.3798873 41954.3186 32.41049232637 3 1 1948 41954.8486 32.4397161 41955.3784 32.4696492 41955.9084 32.50043962637 3 1 1949 41956.4383 32.5322211 41956.9682 32.5651809 41957.4981 32.59953602637 3 1 1950 41957.8514 32.6233430 41958.2046 32.6479660 41958.5579 32.67351802637 3 1 1951 41958.9111 32.7000950 41959.2186 32.7242391 41959.2644 32.73022142637 3 1 1952 41959.6176 32.7776471 41960.0384 32.8360464 41960.3189 32.87625112637 3 1 1953 41960.5993 32.9175684 41960.8798 32.9601268 41961.1603 33.00401752637 3 1 1954 41961.4408 33.0493535 41961.4487 33.0506744 41961.7212 33.11727902637 3 1 1955 41962.0017 33.1875317 41962.2822 33.2596127 41962.5627 33.33366412637 3 1 1956 41962.8431 33.4098078 41963.1236 33.4882543 41963.4040 33.56911052637 3 1 1957 41963.6788 33.6509063 41963.6845 33.6532539 41963.9649 33.77152182637 3 1 1958 41964.3107 33.9214693 41964.6190 34.0592311 41964.9273 34.20109282637 3 1 1959 41965.2357 34.3473532 41965.3513 34.4039024 41965.5439 34.52565152637 3 1 1960 41965.8522 34.7253873 41966.1605 34.9302162 41966.4689 35.14044282637 3 1 1961 41966.7772 35.3561555 41967.0238 35.5333076 41967.0855 35.58676242637 3 1 1962 41967.3937 35.8597293 41967.7021 36.1390013 41968.0104 36.42445442637 3 1 1963 41968.1389 36.5467665 41968.4729 36.9088210 41968.9353 37.42466052637 3 1 1964 41969.2539 37.7901682 41969.3978 37.9790881 41969.8602 38.60060202637 3 1 1965 41970.4083 39.3553849 41970.9265 40.0863857 41970.9564 40.13349882637 3 1 1966 41971.6416 41.2361439 41972.4740 42.6030567 41972.5991 42.81123232637 3 1 1967 41974.7349 46.5004695 41975.3866 47.6008559 41975.6152 47.95689272637 3 1 1968 41976.3826 49.1092931 41976.4922 49.2666188 41977.0403 49.95518772637 3 1 1969 41977.5884 50.6054973 41977.6158 50.6321778 41978.1365 51.10243932637 3 1 1970 41978.4722 51.3801496 41978.6914 51.5090872 41979.1436 51.74092732637 3 1 1971 41979.4793 51.8869791 41979.6849 51.9287364 41980.0000 51.97123252637 3 1 1972 41980.1747 51.9830976 41980.5207 51.9219028 41981.0052 51.79757622637 3 1 1973 41981.2442 51.7186001 41981.4768 51.5799220 41981.7870 51.37693572637 3 1 1974 41982.1747 51.0979271 41982.4073 50.8792377 41982.9888 50.28747042637 3 1 1975 41983.1051 50.1610132 41983.6479 49.4537967 41984.3846 48.44651692637 3 1 1976 41984.4572 48.3434229 41985.1987 47.1499310 41986.5945 44.84912072637 3 1 1977 41986.7107 44.6575644 41987.7576 42.9320172 41988.5523 41.64497382637 3 1 1978 41988.9642 40.9921422 41989.2308 40.6070944 41989.7736 39.84196432637 3 1 1979 41990.1807 39.2802005 41990.3163 39.0968882 41990.6265 38.72532942637 3 1 1980 41991.0918 38.1823308 41991.5570 37.6542649 41991.7412 37.45005022637 3 1 1981 41991.8672 37.3310263 41992.1773 37.0445906 41992.4875 36.76445602637 3 1 1982 41992.7976 36.4906670 41993.1660 36.1735250 41993.1853 36.15979582637 3 1 1983 41993.5730 35.8931497 41993.8638 35.6989015 41994.1546 35.50937562637 3 1 1984 41994.4454 35.3243740 41994.5908 35.2340328 41994.7361 35.16173552637 3 1 1985 41995.0269 35.0211524 41995.3177 34.8844712 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112099.957 .012534330 112103.628 .0118221432637 310219867 112107.298 .011184572 112110.969 .010611099 112114.640 .0100934142637 310219868 112118.311 .009624401 112123.393 .009044473 112127.629 .0086141922637 310219869 112131.865 .008225544 112136.100 .007873408 112141.747 .0074529882637 310219870 112147.394 .007080816 112153.042 .006749707 112158.689 .0064539322637 310219871 112164.336 .006188619 112171.960 .005871810 112179.160 .0056097292637 310219872 112186.360 .005377826 112195.961 .005107438 112205.561 .0048739712637 310219873 112215.162 .004671172 112224.762 .004494008 112234.362 .0043383192637 310219874 112248.480 .004141504 112262.033 .003981861 112275.587 .0038453312637 310219875 112289.140 .003727855 112307.211 .003594754 112326.412 .0034766292637 310219876 112346.742 .003372624 112367.072 .003285324 112397.567 .0031784532637 310219877 112424.674 .003102398 112451.781 .003039561 112505.994 .0029431242637 310219878 112553.431 .002881786 112600.868 .002832739 112678.800 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