5-B - 11 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 5011.00000 10.9147000 0 0 0 0 528 1451 1 0.0 0.0 0 0 0 6 528 1451 2 1.00000000 20000000.0 8 0 10 7 528 1451 3 12000000.0 0.0 1 0 251 44 528 1451 4 5-B - 11 LANL EVAL-MAY89 P.G.Young 528 1451 5 DIST-DEC06 528 1451 6 ----ENDF/B-VII MATERIAL 528 528 1451 7 -----INCIDENT NEUTRON DATA 528 1451 8 ------ENDF-6 FORMAT 528 1451 9 FILE INFORMATION 528 1451 10 528 1451 11 **************************************************************** 528 1451 12 528 1451 13 ENDF/B-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 528 1451 14 528 1451 15 **************************************************************** 528 1451 16 528 1451 17 ENDF/B-VI MOD 2 Revision, July 2000, S. Frankle, J. Campbell, 528 1451 18 R. Little (LANL) 528 1451 19 528 1451 20 The evaluation was modified so that the threshold for the 528 1451 21 (n,n'continuum) reaction, MT=91, was the same for the secondary 528 1451 22 particle production as for the cross section. The threshold for 528 1451 23 the secondary neutrons and photons was changed from 1.050000e+7 528 1451 24 to 1.002700e+7 eV. 528 1451 25 528 1451 26 ***************************************************************** 528 1451 27 528 1451 28 ENDF/B-VI MOD 1 Evaluation, P.G. Young (LANL) May 1989 528 1451 29 528 1451 30 GENERAL DESCRIPTION 528 1451 31 This evaluation is a synthesis of experimental results and 528 1451 32 theoretical calculations using the GNASH Hauser-Feshbach, 528 1451 33 statistical theory code [ar88, yo77]. It replaces a pre-1970 U.K. 528 1451 34 evaluation that was adapted for ENDF/B in 1971 [co79]. 528 1451 35 Major emphasis was placed on experimental data where possible, 528 1451 36 usually using the calculations to estimate shapes and 528 1451 37 experimental data to normalize the the calculations. Spherical 528 1451 38 optical model calculations were used to obtain particle 528 1451 39 transmission coefficients, using global potentials for protons 528 1451 40 and alphas, and the work of Dave et al. [Da83] for the neutron 528 1451 41 potential. Gilbert-Cameron level density parameters were used 528 1451 42 and preequilibrium corrections from an exciton model were 528 1451 43 included. In general, the calculations were required for the 528 1451 44 gamma and particle emission spectra from charged-particle 528 1451 45 reactions, as well as for inelastic neutron and gamma emission 528 1451 46 above the third excited state of B11, and for all states above 528 1451 47 an incident neutron energy of about 8 MeV. 528 1451 48 528 1451 49 MF=2 RESONANCE PARAMETERS *************************************** 528 1451 50 528 1451 51 MT=151 scattering radius only. 528 1451 52 528 1451 53 MF=3 SMOOTH NEUTRON CROSS SECTIONS ****************************** 528 1451 54 528 1451 55 THERMAL CROSS SECTIONS 528 1451 56 528 1451 57 The 1981 evaluation by Mughabghab [mu81] was used for the 528 1451 58 2200 m/s cross sections, as follows: 528 1451 59 MT = 1 sigma = 4.8455 b 528 1451 60 MT = 2 sigma = 4.8400 b 528 1451 61 MT =102 sigma = 0.0055 b 528 1451 62 528 1451 63 MT= 1 Total Cross Section. At low energies, evaluation by Mu81a 528 1451 64 of thermal data used. At higher energies exp. data of 528 1451 65 Mo66, La70, Ca73, Au79, Co52 & Co54 were used. The high 528 1451 66 resolution data of Au79 were emphasized. Optical model 528 1451 67 calculations with the Da83 potential used to define shape 528 1451 68 above 14 MeV. 528 1451 69 MT= 2 Elastic Cross Section. Based on exp. data of La70, 528 1451 70 Wi55, Po70, Ne73, Wh80, Ko82, Ho69, Gl82, Co70 & Al69. 528 1451 71 Optical model calculations with potential of Da83 528 1451 72 used with renormalization above 14 MeV. Thermal eval. 528 1451 73 of Mu81a used at low energies. 528 1451 74 MT= 4 (n,nprime)gamma+(n,nprime)continuum. sum of mt=51-60,91. 528 1451 75 MT= 16 (n,2n) Cross Section. Based entirely on GNASH analysis. 528 1451 76 MT= 22 (n,na) Cross Section. Based entirely on GNASH analysis. 528 1451 77 MT= 28 (n,np) Cross Section. Based entirely on GNASH analysis. 528 1451 78 MT=51-54 (n,n'gamma) Cross Sections. Based on exp. data of 528 1451 79 Au86, Gl82, Ho69, Po70, Co70, Ko82, Ba85. The Au86 data 528 1451 80 shapes were used to establish low energy behavior. 528 1451 81 MT=55-60 (n,n'gamma) Cross Sections. Shapes of excitation 528 1451 82 curves calculated with GNASH. Absolute magnitudes obtain- 528 1451 83 ed by renormalizing such that sum of all partials gave 528 1451 84 reaction, elastic, total x/s consistent with avail. data. 528 1451 85 MT= 91 (n,n'continuum) Cross Section. Based on GNASH calculation 528 1451 86 entirely. 528 1451 87 MT=102 (n,gamma) Cross Section. adopted from endf/b-v.1 except 528 1451 88 thermal cross section of Mu81a used. 528 1451 89 MT=103 (n,p) Cross Section. Based on GNASH calculation and exp. 528 1451 90 data of Sc70a,Fl67, St65, etc. 528 1451 91 MT=105 (n,t) Cross Section. Similar to endf/b-v data, with a 528 1451 92 smooth curve passing thru exp. data of Wy58 at 14.1 MeV. 528 1451 93 MT=107 (n,alpha) Cross Section. Based on GNASH calculation and 528 1451 94 exp. data (An79, Sc70b,Ar56). 528 1451 95 528 1451 96 MF=4 NEUTRON ANGULAR DISTRIBUTIONS ****************************** 528 1451 97 528 1451 98 MT= 2 legendre coefficients obtained by drawing smooth curve 528 1451 99 through fitted coefficients from measurements listed 528 1451 100 under mf3/mt2. data of La60,Gl79,Wh80,Ne73,Ho69,Hy74 528 1451 101 emphasized. optical model calculations used above 14 mev. 528 1451 102 MT=51-54 Legendre coefficients obtained by fitting exp.data, 528 1451 103 especially Al69, Hy74, Po70, Ho69, Gl79 & Co69. Smooth 528 1451 104 curves then passed through fitted coefficients. 528 1451 105 MT=55-60 Isotropy assumed. 528 1451 106 528 1451 107 MF=6 ENERGY-ANGLE CORRELATED DISTRIBUTIONS ********************** 528 1451 108 528 1451 109 MT= 16 Neutron and photon distributions are given based on 528 1451 110 GNASH calculations described above to obtain spectra 528 1451 111 and multiplicities. Kalbach-Mann (Ka81) systematics (KMS) 528 1451 112 used for neutron angular distributions. Photon distri- 528 1451 113 butions taken as isotropic. 528 1451 114 MT= 22 Neutron and alpha distributions are based on KMS. 528 1451 115 Photon distributions assumed isotropic. Multiplicities 528 1451 116 and spectra based on GNASH calculations. 528 1451 117 MT= 28 Neutron and proton distributions are based on KMS. 528 1451 118 Photon distributions assumed isotropic. Multiplicities 528 1451 119 and spectra based on GNASH calculations. 528 1451 120 MT= 91 Neutron distributions based on KMS and isotropic photon 528 1451 121 distributions given. Multiplicities and spectra obtained 528 1451 122 from GNASH analysis. 528 1451 123 MT=103 Proton distributions based on KMS and isotropic photon 528 1451 124 distributions given. Multiplicities and spectra obtained 528 1451 125 from GNASH analysis. 528 1451 126 MT=107 Alpha distributions based on KMS and isotropic photon 528 1451 127 distributions given. Multiplicities and spectra obtained 528 1451 128 from GNASH analysis. 528 1451 129 528 1451 130 MF=12 PHOTON MULTIPLICITIES ************************************* 528 1451 131 528 1451 132 MT=102 Radiative Capture Photon Yields obtained from theoretical 528 1451 133 calculations (Mu81) based on Lane-Lynn Theory of Direct 528 1451 134 Capture. 528 1451 135 528 1451 136 MF=13 PHOTON CROSS SECTIONS ************************************* 528 1451 137 528 1451 138 MT= 4 gamma ray production cross sections from inelastic scat. 528 1451 139 Obtained using discrete data (MF=3, MT=51-60) and photon 528 1451 140 branching ratios (Aj85). 528 1451 141 528 1451 142 MF=14 PHOTON ANGULAR DISTRIBUTIONS ****************************** 528 1451 143 528 1451 144 MT= 51 isotropy assumed at all energies. 528 1451 145 MT=102 isotropy assumed for all gammas at all energies. 528 1451 146 528 1451 147 MF=33 NEUTRON CROSS SECTION COVARIANCES ************************* 528 1451 148 528 1451 149 To be provided in the future. 528 1451 150 528 1451 151 REFERENCES ****************************************************** 528 1451 152 528 1451 153 [Aj85] F.Ajzenberg-Selove, Nucl.Phys. A433, 1 (1985). 528 1451 154 [Al69] J.Alder et al., Nuc.Phys. 147, 657 (1969). 528 1451 155 [An79] B.Antolkovic et al., Nuc.Phys. A235, 189 (1979). 528 1451 156 [Ar56] A.Armstrong et al., Phys.Rev. 103, 335 (1956). 528 1451 157 [Ar88] E.Arthur, ICTP Workshop, Trieste (1988) [LA-UR 88-1753]. 528 1451 158 [Au79] G.Auchampaugh et al., Nucl.Sci.Eng. 69, 30 (1979). 528 1451 159 [Au86] G.Auchampaugh & S.Wender, personal communcation (1986). 528 1451 160 [Ba85] M.Baba et al., Santa Fe Nuc.Data Conf. (1985) p.223. 528 1451 161 [Ca73] J.Cabe et al., report CEA-R-4524 (1973). 528 1451 162 [Co52] J.Coon, Phys.Rev. 88, 562 (1952). 528 1451 163 [Co54] C.Cook & T.Bonner, Phys.Rev. 94, 651 (1954). 528 1451 164 [Co70] J.Cookson et al., Nucl.Phys. A146, 417 (1970). 528 1451 165 [Co79] C.Cowan, Summary Documentation ENDF/B-V, ENDF-201 (1979). 528 1451 166 [Da83] J.Dave & C.Gould, Phys.Rev. C28, 2212 (1983). 528 1451 167 [Fl67] F.Flesch et al., Oest.Acad.Wiss. 176, 45 (1967). 528 1451 168 [Gl82] S.Glendinning et al., Nucl.Sci.Eng. 80, 256 (1982). 528 1451 169 [Ho69] J.Hopkins et al., Nucl.Sci.Eng. 36, 275 (1969). 528 1451 170 [Hy74] M.Hyakutake et al., J.Nuc.Sci.Tech. 11, 407 (1974). 528 1451 171 [Ka81] C.Kalbach & F.Mann, Phys.Rev. C23, 112 (1981). 528 1451 172 [Ko83] P.Koehler et al., Nucl.Phys. A294, 221 (1983). 528 1451 173 [La70] R.Lane et al., Phys.Rev.C 2, 2097 (1970). 528 1451 174 [Mo66] F.Mooring et al., Nucl.Phys. 82, 16 (1966). 528 1451 175 [Mu81a] S.F.Mughabghab et al., Neutron Res.Parameters and 528 1451 176 Thermal Cross Sect., Vol.1, Academic Press (1981). 528 1451 177 [Mu81b] S.F.Mughabghab, Proc.Conf.on Nuc.Data Eval.Meth. & Proc. 528 1451 178 BNL-NCS-51363 (1981),V1,p.339. 528 1451 179 [Ne73] C.Nelson et al., report COO-1717-8 (1973). 528 1451 180 [Po70] D.Porter et al., report AWRE-O-45-70 (1970). 528 1451 181 [Sc70a] Schantl, personal communication to NNDC (1970). 528 1451 182 [Sc70b] W.Scobel et al., Z.Nat. A25, 1406 (1970). 528 1451 183 [St65] J.Strain et al., Oak Ridge report ORNL-3672 (1965). 528 1451 184 [Wh80] R.M.White et al., Nucl.Phys. A340, 13 (1980). 528 1451 185 [Wi55] H.Willard et al., Phys.Rev. 98, 669 (1955). 528 1451 186 [Wy58] M.Wyman, Phys.Rev. 112, 1264 (1958). 528 1451 187 [Yo77] P.Young, E.Arthur, Los Alamos report LA-6947 (1977). 528 1451 188 528 1451 189 ***************************************************************** 528 1451 190 ***************** PROGRAM LINEAR (VERSION 89-1) ***************** 528 1451 191 DATA LINEARIZED TO WITHIN AN ACCURACY OF 0.300 PER-CENT 528 1451 192 ***************** PROGRAM FIXUP (VERSION 89-2) ****************** 528 1451 193 *RECONSTRUCTED MT NUMBERS 528 1451 194 4 =+( 50, 91) 528 1451 195 103 =+(600,649) 528 1451 196 104 =+(650,699) 528 1451 197 105 =+(700,749) 528 1451 198 106 =+(750,799) 528 1451 199 107 =+(800,849) 528 1451 200 101 =+( 18, 18)+(102,116) 528 1451 201 27 =+(101,101) 528 1451 202 3 =+( 4, 5)+( 16, 17)+( 22, 37)+( 41, 42) 528 1451 203 19 =+( 18, 18)-( 20, 21)-( 38, 38) 528 1451 204 1 =+( 2, 3) 528 1451 205 528 1451 206 ************************ C O N T E N T S *********************** 528 1451 207 ***************** Program LINEAR (VERSION 2007-1) *************** 528 1451 208 For All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 209 Data Linearized Using Energy Dependent Uncertainty 528 1451 210 Energy Accuracy 528 1451 211 (eV) (per-cent) 528 1451 212 ----------- ----------- 528 1451 213 0.0 .010000000 528 1451 214 1.00000000 .010000000 528 1451 215 10.0000000 .100000000 528 1451 216 2.00000E+9 .100000000 528 1451 217 ***************** Program SIGMA1 (VERSION 2007-1) *************** 528 1451 218 Data Doppler Broadened to 1200.00000 Kelvin 528 1451 219 for All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 220 Data Linearized Using Energy Dependent Uncertainty 528 1451 221 Energy Accuracy 528 1451 222 (eV) (per-cent) 528 1451 223 ----------- ----------- 528 1451 224 0.0 .010000000 528 1451 225 1.00000000 .010000000 528 1451 226 10.0000000 .100000000 528 1451 227 2.00000E+9 .100000000 528 1451 228 ***************** Program SIGMA1 (VERSION 2007-1) *************** 528 1451 229 Data Doppler Broadened to 12000000.0 Kelvin 528 1451 230 for All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 231 Data Linearized Using Energy Dependent Uncertainty 528 1451 232 Energy Accuracy 528 1451 233 (eV) (per-cent) 528 1451 234 ----------- ----------- 528 1451 235 0.0 .010000000 528 1451 236 1.00000000 .010000000 528 1451 237 10.0000000 .100000000 528 1451 238 2.00000E+9 .100000000 528 1451 239 ***************** Program FIXUP (Version 2007-1) **************** 528 1451 240 Corrected ZA/AWR in All Sections-----------------------------Yes 528 1451 241 Corrected Thresholds-----------------------------------------No 528 1451 242 Extended Cross Sections to 20 MeV----------------------------No 528 1451 243 Allow Cross Section Deletion---------------------------------Yes 528 1451 244 Allow Cross Section Reconstruction---------------------------Yes 528 1451 245 Make All Cross Sections Non-Negative-------------------------Yes 528 1451 246 Delete Energies Not in Ascending Order-----------------------Yes 528 1451 247 Deleted Duplicate Points-------------------------------------Yes 528 1451 248 Check for Ascending MAT/MF/MT Order--------------------------Yes 528 1451 249 Check for Legal MF/MT Numbers--------------------------------Yes 528 1451 250 Allow Creation of Missing Sections---------------------------No 528 1451 251 Allow Insertion of Energy Points-----------------------------No 528 1451 252 Create Uniform Energy Grid-----------------------------------No 528 1451 253 Delete Section if Cross Section =0 at All Energies-----------Yes 528 1451 254 **************** Program DICTIN (VERSION 2007-1) **************** 528 1451 255 1 451 299 0 528 1451 256 2 151 4 0 528 1451 257 3 1 1568 0 528 1451 258 3 2 263 0 528 1451 259 3 4 776 0 528 1451 260 3 16 65 0 528 1451 261 3 22 66 0 528 1451 262 3 28 62 0 528 1451 263 3 51 120 0 528 1451 264 3 52 98 0 528 1451 265 3 53 80 0 528 1451 266 3 54 88 0 528 1451 267 3 55 79 0 528 1451 268 3 56 80 0 528 1451 269 3 57 80 0 528 1451 270 3 58 74 0 528 1451 271 3 59 66 0 528 1451 272 3 60 72 0 528 1451 273 3 91 61 0 528 1451 274 3 102 375 0 528 1451 275 3 103 54 0 528 1451 276 3 105 63 0 528 1451 277 3 107 65 0 528 1451 278 4 2 446 0 528 1451 279 4 51 158 0 528 1451 280 4 52 116 0 528 1451 281 4 53 110 0 528 1451 282 4 54 78 0 528 1451 283 4 55 76 0 528 1451 284 4 56 2 0 528 1451 285 4 57 2 0 528 1451 286 4 58 2 0 528 1451 287 4 59 2 0 528 1451 288 4 60 2 0 528 1451 289 6 16 325 0 528 1451 290 6 22 815 0 528 1451 291 6 28 559 0 528 1451 292 6 91 1042 0 528 1451 293 6 103 298 0 528 1451 294 6 107 462 0 528 1451 295 12 102 19 0 528 1451 296 13 4 723 0 528 1451 297 14 4 1 0 528 1451 298 14 102 1 0 528 1451 299 528 1 0 300 528 0 0 301 5011.00000 10.9147000 0 0 1 0 528 2151 302 5011.00000 1.00000000 0 0 1 0 528 2151 303 1.00000E-5 100000.000 0 0 0 0 528 2151 304 1.50000000 .620608500 0 0 0 0 528 2151 305 528 2 0 306 528 0 0 307 5011.00000 10.9147000 0 99 0 0 528 3 1 308 0.0 0.0 0 0 1 4694 528 3 1 309 4694 2 528 3 1 310 1.00000E-5 16815.4132 1.02999E-5 16568.7995 1.06087E-5 16325.8783 528 3 1 311 1.09269E-5 16086.4074 1.12544E-5 15850.5947 1.15920E-5 15618.1059 528 3 1 312 1.19395E-5 15389.1478 1.22976E-5 15163.4271 1.26662E-5 14941.1347 528 3 1 313 1.30462E-5 14721.9567 1.34372E-5 14506.1642 1.38403E-5 14293.3755 528 3 1 314 1.42552E-5 14083.8567 1.46827E-5 13877.2877 1.51229E-5 13673.8436 528 3 1 315 1.55765E-5 13473.2577 1.60434E-5 13275.7669 1.65246E-5 13081.0342 528 3 1 316 1.70199E-5 12889.2791 1.75304E-5 12700.2319 1.80559E-5 12514.0428 528 3 1 317 1.85975E-5 12330.4884 1.91550E-5 12149.7306 1.97295E-5 11971.5264 528 3 1 318 2.03209E-5 11796.0243 2.09305E-5 11622.9873 2.15579E-5 11452.6151 528 3 1 319 2.22045E-5 11284.6235 2.28701E-5 11119.2034 2.35561E-5 10956.0973 528 3 1 320 2.42622E-5 10795.4981 2.49899E-5 10637.1508 2.57390E-5 10481.2166 528 3 1 321 2.65110E-5 10327.4838 2.73057E-5 10176.0845 2.81247E-5 10026.8296 528 3 1 322 2.89678E-5 9879.83559 2.98367E-5 9734.91559 3.07311E-5 9592.21110 528 3 1 323 3.16528E-5 9451.51700 3.26017E-5 9312.96002 3.35795E-5 9176.36072 528 3 1 324 3.45861E-5 9041.83858 3.56235E-5 8909.21213 3.66913E-5 8778.61010 528 3 1 325 3.77919E-5 8649.84317 3.89247E-5 8523.04481 4.00923E-5 8398.02407 528 3 1 326 4.12941E-5 8274.91960 4.25327E-5 8153.53853 4.38076E-5 8034.01789 528 3 1 327 4.51216E-5 7916.17458 4.64742E-5 7800.12938 4.78681E-5 7685.71929 528 3 1 328 4.93030E-5 7573.04991 5.07818E-5 7461.97127 5.23041E-5 7352.58123 528 3 1 329 5.38729E-5 7244.73402 5.54878E-5 7138.53090 5.71521E-5 7033.82456 528 3 1 330 5.88653E-5 6930.71207 6.06310E-5 6829.04962 6.24484E-5 6728.94332 528 3 1 331 6.43215E-5 6630.24472 6.62496E-5 6533.04852 6.82368E-5 6437.21953 528 3 1 332 7.02822E-5 6342.85667 7.23903E-5 6249.81935 7.45603E-5 6158.20174 528 3 1 333 7.67967E-5 6067.87158 7.90987E-5 5978.92253 8.14712E-5 5891.22501 528 3 1 334 8.39134E-5 5804.86256 8.64304E-5 5719.71532 8.90212E-5 5635.86988 528 3 1 335 9.16913E-5 5553.20388 9.44399E-5 5471.79696 9.72725E-5 5391.53778 528 3 1 336 1.00188E-4 5312.50057 1.03193E-4 5234.58892 1.06287E-4 5157.84168 528 3 1 337 1.09475E-4 5082.18224 1.12756E-4 5007.68526 1.16139E-4 4934.22194 528 3 1 338 1.19620E-4 4861.90023 1.23208E-4 4790.58200 1.26901E-4 4720.35935 528 3 1 339 1.30707E-4 4651.12831 1.34626E-4 4582.93904 1.38664E-4 4515.70845 528 3 1 340 1.42820E-4 4449.51936 1.47104E-4 4384.25219 1.51513E-4 4319.98384 528 3 1 341 1.56058E-4 4256.61885 1.60736E-4 4194.21938 1.65557E-4 4132.70136 528 3 1 342 1.70520E-4 4072.11623 1.75635E-4 4012.38207 1.80899E-4 3953.56779 528 3 1 343 1.86325E-4 3895.58123 1.91911E-4 3838.47056 1.97667E-4 3782.16753 528 3 1 344 2.03592E-4 3726.72408 2.09699E-4 3672.05930 2.15985E-4 3618.23080 528 3 1 345 2.22463E-4 3565.15972 2.29132E-4 3512.89601 2.36004E-4 3461.37159 528 3 1 346 2.43079E-4 3410.62777 2.50370E-4 3360.59969 2.57875E-4 3311.33678 528 3 1 347 2.65610E-4 3262.76459 2.73572E-4 3214.93639 2.81777E-4 3167.78141 528 3 1 348 2.90224E-4 3121.34244 2.98929E-4 3075.55840 3.07890E-4 3030.47324 528 3 1 349 3.17125E-4 2986.02054 3.26631E-4 2942.24944 3.36428E-4 2899.09197 528 3 1 350 3.46513E-4 2856.59404 3.56906E-4 2814.69388 3.67605E-4 2773.43229 528 3 1 351 3.78631E-4 2732.75087 3.89981E-4 2692.69156 4.01678E-4 2653.19480 528 3 1 352 4.13719E-4 2614.30139 4.26128E-4 2575.95435 4.38901E-4 2538.19333 528 3 1 353 4.52066E-4 2500.96328 4.65617E-4 2464.30097 4.79583E-4 2428.15491 528 3 1 354 4.93959E-4 2392.55979 5.08775E-4 2357.46603 5.24026E-4 2322.90715 528 3 1 355 5.39744E-4 2288.83487 5.55923E-4 2255.28229 5.72598E-4 2222.20187 528 3 1 356 5.89762E-4 2189.62614 6.07452E-4 2157.50839 6.25661E-4 2125.88139 528 3 1 357 6.44427E-4 2094.69920 6.63744E-4 2063.99241 6.83653E-4 2033.71799 528 3 1 358 7.04146E-4 2003.90517 7.25267E-4 1974.51163 7.47007E-4 1945.56721 528 3 1 359 7.69413E-4 1917.03024 7.92477E-4 1888.92762 8.16247E-4 1861.22122 528 3 1 360 8.40715E-4 1833.93693 8.65932E-4 1807.03672 8.91889E-4 1780.54716 528 3 1 361 9.18641E-4 1754.42998 9.46178E-4 1728.71171 9.74558E-4 1703.35509 528 3 1 362 .001003771 1678.38530 .001033879 1653.76680 .001064871 1629.52402 528 3 1 363 .001096811 1605.62205 .001129689 1582.08522 .001163573 1558.87936 528 3 1 364 .001198452 1536.02749 .001234399 1513.49731 .001271402 1491.31061 528 3 1 365 .001309537 1469.43596 .001348791 1447.89554 .001389247 1426.65821 528 3 1 366 .001430892 1405.74441 .001473810 1385.12526 .001517989 1364.82041 528 3 1 367 .001563521 1344.80117 .001610389 1325.08780 .001658691 1305.65170 528 3 1 368 .001708412 1286.51192 .001759655 1267.64157 .001812403 1249.05907 528 3 1 369 .001866765 1230.73790 .001922723 1212.69658 .001980394 1194.90884 528 3 1 370 .002039758 1177.39271 .002100939 1160.12300 .002163917 1143.11662 528 3 1 371 .002228823 1126.34948 .002295634 1109.83840 .002364490 1093.55951 528 3 1 372 .002435368 1077.52901 .002508415 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1.23208E-4 4790.50314 1.26901E-4 4720.28164 528 3 2 1908 1.30707E-4 4651.05174 1.34626E-4 4582.86360 1.38664E-4 4515.63411 528 3 2 1909 1.42820E-4 4449.44611 1.47104E-4 4384.18002 1.51513E-4 4319.91272 528 3 2 1910 1.56058E-4 4256.54878 1.60736E-4 4194.15034 1.65557E-4 4132.63333 528 3 2 1911 1.70520E-4 4072.04920 1.75635E-4 4012.31602 1.80899E-4 3953.50271 528 3 2 1912 1.86325E-4 3895.51710 1.91911E-4 3838.40737 1.97667E-4 3782.10527 528 3 2 1913 2.03592E-4 3726.66273 2.09699E-4 3671.99885 2.15985E-4 3618.17124 528 3 2 1914 2.22463E-4 3565.10103 2.29132E-4 3512.83818 2.36004E-4 3461.31461 528 3 2 1915 2.43079E-4 3410.57162 2.50370E-4 3360.54437 2.57875E-4 3311.28227 528 3 2 1916 2.65610E-4 3262.71088 2.73572E-4 3214.88347 2.81777E-4 3167.72926 528 3 2 1917 2.90224E-4 3121.29106 2.98929E-4 3075.50777 3.07890E-4 3030.42335 528 3 2 1918 3.17125E-4 2985.97138 3.26631E-4 2942.20101 3.36428E-4 2899.04425 528 3 2 1919 3.46513E-4 2856.54702 3.56906E-4 2814.64754 3.67605E-4 2773.38663 528 3 2 1920 3.78631E-4 2732.70588 3.89981E-4 2692.64723 4.01678E-4 2653.15112 528 3 2 1921 4.13719E-4 2614.25835 4.26128E-4 2575.91194 4.38901E-4 2538.15155 528 3 2 1922 4.52066E-4 2500.92211 4.65617E-4 2464.26040 4.79583E-4 2428.11494 528 3 2 1923 4.93959E-4 2392.52040 5.08775E-4 2357.42722 5.24026E-4 2322.86891 528 3 2 1924 5.39744E-4 2288.79719 5.55923E-4 2255.24516 5.72598E-4 2222.16529 528 3 2 1925 5.89762E-4 2189.59009 6.07452E-4 2157.47287 6.25661E-4 2125.84639 528 3 2 1926 6.44427E-4 2094.66472 6.63744E-4 2063.95843 6.83653E-4 2033.68451 528 3 2 1927 7.04146E-4 2003.87218 7.25267E-4 1974.47913 7.47007E-4 1945.53518 528 3 2 1928 7.69413E-4 1916.99868 7.92477E-4 1888.89652 8.16247E-4 1861.19058 528 3 2 1929 8.40715E-4 1833.90674 8.65932E-4 1807.00697 8.91889E-4 1780.51785 528 3 2 1930 9.18641E-4 1754.40110 9.46178E-4 1728.68325 9.74558E-4 1703.32705 528 3 2 1931 .001003771 1678.35767 .001033879 1653.73958 .001064871 1629.49720 528 3 2 1932 .001096811 1605.59562 .001129689 1582.05918 .001163573 1558.85370 528 3 2 1933 .001198452 1536.00220 .001234399 1513.47240 .001271402 1491.28606 528 3 2 1934 .001309537 1469.41177 .001348791 1447.87171 .001389247 1426.63472 528 3 2 1935 .001430892 1405.72127 .001473810 1385.10246 .001517989 1364.79794 528 3 2 1936 .001563521 1344.77903 .001610389 1325.06599 .001658691 1305.63021 528 3 2 1937 .001708412 1286.49074 .001759655 1267.62070 .001812403 1249.03851 528 3 2 1938 .001866765 1230.71764 .001922723 1212.67662 .001980394 1194.88917 528 3 2 1939 .002039758 1177.37333 .002100939 1160.10390 .002163917 1143.09780 528 3 2 1940 .002228823 1126.33094 .002295634 1109.82013 .002364490 1093.54151 528 3 2 1941 .002435368 1077.51127 .002508415 1061.70665 .002583608 1046.14300 528 3 2 1942 .002661102 1030.79833 .002740871 1015.68795 .002823082 1000.79002 528 3 2 1943 .002907706 986.119539 .002994921 971.655448 .003084697 957.411946 528 3 2 1944 .003177221 943.368872 .003272461 929.540114 .003370617 915.905878 528 3 2 1945 .003471655 902.479714 .003575785 889.242404 .003682973 876.207122 528 3 2 1946 .003793441 863.355239 .003907154 850.699405 .004024346 838.221685 528 3 2 1947 .004144980 825.934295 .004269306 813.819854 .004397283 801.890176 528 3 2 1948 .004529177 790.128402 .004664944 778.546057 .004804866 767.126704 528 3 2 1949 .004948897 755.881560 .005097336 744.794665 .005250134 733.876901 528 3 2 1950 .005407609 723.112753 .005569708 712.512871 .005736768 702.062088 528 3 2 1951 .005908733 691.770821 .006085962 681.624325 .006268395 671.632645 528 3 2 1952 .006456412 661.781537 .006649949 652.080761 .006849411 642.516451 528 3 2 1953 .007054729 633.098104 .007266331 623.812271 .007484147 614.668103 528 3 2 1954 .007708630 605.652588 .007939704 596.774669 .008177850 588.021661 528 3 2 1955 .008422990 579.402182 .008675632 570.904011 .008935694 562.535477 528 3 2 1956 .009203714 554.284718 .009479605 546.159831 .009763940 538.149284 528 3 2 1957 .010056625 530.260949 .010358267 522.483615 .010668767 514.824952 528 3 2 1958 .010988770 507.274051 .011318170 499.838365 .011657652 492.507295 528 3 2 1959 .012007102 485.288106 .012367248 478.170479 .012737969 471.161474 528 3 2 1960 .013120036 464.251090 .013513323 457.446136 .013918647 450.736943 528 3 2 1961 .014335873 444.130121 .014765869 437.616264 .015208491 431.201803 528 3 2 1962 .015664661 424.877597 .016134225 418.649898 .016618162 412.509824 528 3 2 1963 .017116308 406.463449 .017629702 400.502148 .018158171 394.631817 528 3 2 1964 .018702814 388.844085 .019263450 383.144674 .019841246 377.525458 528 3 2 1965 .020436008 371.991993 .021048973 366.536394 .021679938 361.164038 528 3 2 1966 .022330215 355.867284 .022999587 350.651357 .023689445 345.508829 528 3 2 1967 .024399561 340.444772 .025268741 334.539346 .025300000 334.332651 528 3 2 1968 .026058858 329.429527 .026840000 324.601224 .027645049 319.840867 528 3 2 1969 .028473738 315.153153 .029327791 310.531406 .030206922 305.980191 528 3 2 1970 .031112960 301.493024 .032045604 297.074331 .033006792 292.717824 528 3 2 1971 .033996206 288.427798 .035015901 284.198147 .036065539 280.033045 528 3 2 1972 .037147303 275.926560 .038260833 271.882744 .039408443 267.895838 528 3 2 1973 .040589752 263.969779 .041807217 260.098975 .043060432 256.287244 528 3 2 1974 .044352004 252.529159 .045681502 248.828431 .047051690 245.179789 528 3 2 1975 .048462114 241.586831 .049915706 238.044442 .051411981 234.556121 528 3 2 1976 .052954052 231.116896 .054541406 227.730163 .056177342 224.391099 528 3 2 1977 .057861316 221.103000 .059596832 217.861182 .061383309 214.668846 528 3 2 1978 .063224464 211.521445 .065119683 208.422085 .067072909 205.366352 528 3 2 1979 .069083489 202.357264 .071155607 199.390532 .073288570 196.469087 528 3 2 1980 .075486817 193.588767 .077749613 190.752417 .080081665 187.955994 528 3 2 1981 .082482197 185.202261 .084956200 182.487295 .087502851 179.813775 528 3 2 1982 .090127446 177.177895 .092829111 174.582255 .095613464 172.023160 528 3 2 1983 .098479577 169.503135 .101433412 167.018591 .104473985 164.571981 528 3 2 1984 .107607619 162.159819 .110833270 159.784488 .114157646 157.442603 528 3 2 1985 .117579641 155.136476 .121106371 152.862824 .124736661 150.623890 528 3 2 1986 .128478062 148.416484 .132329326 146.242788 .136298464 144.099703 528 3 2 1987 .140384153 141.989347 .144594890 139.908713 .148929273 137.859854 528 3 2 1988 .153396316 135.839854 .157994531 133.850705 .162733481 131.889574 528 3 2 1989 .167611588 129.958398 .172638996 128.054426 .177814030 126.179537 528 3 2 1990 .183147454 124.331061 .188637490 122.510823 .194295557 120.716230 528 3 2 1991 .200119770 118.949053 .206122241 117.206776 .212300971 115.491118 528 3 2 1992 .218668809 113.799636 .225223636 112.134000 .231979082 110.491836 528 3 2 1993 .238932897 108.874767 .246099545 107.280489 .253476636 105.710576 528 3 2 1994 .261079514 104.162791 .268905645 102.638662 .276971307 101.136020 528 3 2 1995 .285273811 99.6563464 .293830426 98.1975343 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