5-B - 11 ENDF/B-VI, Processed by Red Cullen using PREPRO2004 6000 0 0 0 5.01100E+3 1.09147E+1 0 0 0 2 528 1451 1 0.0 0.0 0 0 0 6 528 1451 2 1.00000E+0 2.00000E+7 8 0 10 6 528 1451 3 1.20000E+4 0.0 1 0 226 44 528 1451 4 5-B - 11 LANL EVAL-MAY89 P.G.YOUNG 528 1451 5 DIST-SEP 1 REV1- 20010926 528 1451 6 ----ENDF/B-VI 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-VI MOD 2 Revision, July 2000, S. Frankle, J. Campbell, 528 1451 14 R. Little (LANL) 528 1451 15 528 1451 16 The evaluation was modified so that the threshold for the 528 1451 17 (n,n'continuum) reaction, MT=91, was the same for the secondary 528 1451 18 particle production as for the cross section. The threshold for 528 1451 19 the secondary neutrons and photons was changed from 1.050000e+7 528 1451 20 to 1.002700e+7 eV. 528 1451 21 528 1451 22 ***************************************************************** 528 1451 23 528 1451 24 ENDF/B-VI MOD 1 Evaluation, P.G. Young (LANL) May 1989 528 1451 25 528 1451 26 GENERAL DESCRIPTION 528 1451 27 This evaluation is a synthesis of experimental results and 528 1451 28 theoretical calculations using the GNASH Hauser-Feshbach, 528 1451 29 statistical theory code [ar88, yo77]. It replaces a pre-1970 U.K. 528 1451 30 evaluation that was adapted for ENDF/B in 1971 [co79]. 528 1451 31 Major emphasis was placed on experimental data where possible, 528 1451 32 usually using the calculations to estimate shapes and 528 1451 33 experimental data to normalize the the calculations. Spherical 528 1451 34 optical model calculations were used to obtain particle 528 1451 35 transmission coefficients, using global potentials for protons 528 1451 36 and alphas, and the work of Dave et al. [Da83] for the neutron 528 1451 37 potential. Gilbert-Cameron level density parameters were used 528 1451 38 and preequilibrium corrections from an exciton model were 528 1451 39 included. In general, the calculations were required for the 528 1451 40 gamma and particle emission spectra from charged-particle 528 1451 41 reactions, as well as for inelastic neutron and gamma emission 528 1451 42 above the third excited state of B11, and for all states above 528 1451 43 an incident neutron energy of about 8 MeV. 528 1451 44 528 1451 45 MF=2 RESONANCE PARAMETERS *************************************** 528 1451 46 528 1451 47 MT=151 scattering radius only. 528 1451 48 528 1451 49 MF=3 SMOOTH NEUTRON CROSS SECTIONS ****************************** 528 1451 50 528 1451 51 THERMAL CROSS SECTIONS 528 1451 52 528 1451 53 The 1981 evaluation by Mughabghab [mu81] was used for the 528 1451 54 2200 m/s cross sections, as follows: 528 1451 55 MT = 1 sigma = 4.8455 b 528 1451 56 MT = 2 sigma = 4.8400 b 528 1451 57 MT =102 sigma = 0.0055 b 528 1451 58 528 1451 59 MT= 1 Total Cross Section. At low energies, evaluation by Mu81a 528 1451 60 of thermal data used. At higher energies exp. data of 528 1451 61 Mo66, La70, Ca73, Au79, Co52 & Co54 were used. The high 528 1451 62 resolution data of Au79 were emphasized. Optical model 528 1451 63 calculations with the Da83 potential used to define shape 528 1451 64 above 14 MeV. 528 1451 65 MT= 2 Elastic Cross Section. Based on exp. data of La70, 528 1451 66 Wi55, Po70, Ne73, Wh80, Ko82, Ho69, Gl82, Co70 & Al69. 528 1451 67 Optical model calculations with potential of Da83 528 1451 68 used with renormalization above 14 MeV. Thermal eval. 528 1451 69 of Mu81a used at low energies. 528 1451 70 MT= 4 (n,nprime)gamma+(n,nprime)continuum. sum of mt=51-60,91. 528 1451 71 MT= 16 (n,2n) Cross Section. Based entirely on GNASH analysis. 528 1451 72 MT= 22 (n,na) Cross Section. Based entirely on GNASH analysis. 528 1451 73 MT= 28 (n,np) Cross Section. Based entirely on GNASH analysis. 528 1451 74 MT=51-54 (n,n'gamma) Cross Sections. Based on exp. data of 528 1451 75 Au86, Gl82, Ho69, Po70, Co70, Ko82, Ba85. The Au86 data 528 1451 76 shapes were used to establish low energy behavior. 528 1451 77 MT=55-60 (n,n'gamma) Cross Sections. Shapes of excitation 528 1451 78 curves calculated with GNASH. Absolute magnitudes obtain- 528 1451 79 ed by renormalizing such that sum of all partials gave 528 1451 80 reaction, elastic, total x/s consistent with avail. data. 528 1451 81 MT= 91 (n,n'continuum) Cross Section. Based on GNASH calculation 528 1451 82 entirely. 528 1451 83 MT=102 (n,gamma) Cross Section. adopted from endf/b-v.1 except 528 1451 84 thermal cross section of Mu81a used. 528 1451 85 MT=103 (n,p) Cross Section. Based on GNASH calculation and exp. 528 1451 86 data of Sc70a,Fl67, St65, etc. 528 1451 87 MT=105 (n,t) Cross Section. Similar to endf/b-v data, with a 528 1451 88 smooth curve passing thru exp. data of Wy58 at 14.1 MeV. 528 1451 89 MT=107 (n,alpha) Cross Section. Based on GNASH calculation and 528 1451 90 exp. data (An79, Sc70b,Ar56). 528 1451 91 528 1451 92 MF=4 NEUTRON ANGULAR DISTRIBUTIONS ****************************** 528 1451 93 528 1451 94 MT= 2 legendre coefficients obtained by drawing smooth curve 528 1451 95 through fitted coefficients from measurements listed 528 1451 96 under mf3/mt2. data of La60,Gl79,Wh80,Ne73,Ho69,Hy74 528 1451 97 emphasized. optical model calculations used above 14 mev. 528 1451 98 MT=51-54 Legendre coefficients obtained by fitting exp.data, 528 1451 99 especially Al69, Hy74, Po70, Ho69, Gl79 & Co69. Smooth 528 1451 100 curves then passed through fitted coefficients. 528 1451 101 MT=55-60 Isotropy assumed. 528 1451 102 528 1451 103 MF=6 ENERGY-ANGLE CORRELATED DISTRIBUTIONS ********************** 528 1451 104 528 1451 105 MT= 16 Neutron and photon distributions are given based on 528 1451 106 GNASH calculations described above to obtain spectra 528 1451 107 and multiplicities. Kalbach-Mann (Ka81) systematics (KMS) 528 1451 108 used for neutron angular distributions. Photon distri- 528 1451 109 butions taken as isotropic. 528 1451 110 MT= 22 Neutron and alpha distributions are based on KMS. 528 1451 111 Photon distributions assumed isotropic. Multiplicities 528 1451 112 and spectra based on GNASH calculations. 528 1451 113 MT= 28 Neutron and proton distributions are based on KMS. 528 1451 114 Photon distributions assumed isotropic. Multiplicities 528 1451 115 and spectra based on GNASH calculations. 528 1451 116 MT= 91 Neutron distributions based on KMS and isotropic photon 528 1451 117 distributions given. Multiplicities and spectra obtained 528 1451 118 from GNASH analysis. 528 1451 119 MT=103 Proton distributions based on KMS and isotropic photon 528 1451 120 distributions given. Multiplicities and spectra obtained 528 1451 121 from GNASH analysis. 528 1451 122 MT=107 Alpha distributions based on KMS and isotropic photon 528 1451 123 distributions given. Multiplicities and spectra obtained 528 1451 124 from GNASH analysis. 528 1451 125 528 1451 126 MF=12 PHOTON MULTIPLICITIES ************************************* 528 1451 127 528 1451 128 MT=102 Radiative Capture Photon Yields obtained from theoretical 528 1451 129 calculations (Mu81) based on Lane-Lynn Theory of Direct 528 1451 130 Capture. 528 1451 131 528 1451 132 MF=13 PHOTON CROSS SECTIONS ************************************* 528 1451 133 528 1451 134 MT= 4 gamma ray production cross sections from inelastic scat. 528 1451 135 Obtained using discrete data (MF=3, MT=51-60) and photon 528 1451 136 branching ratios (Aj85). 528 1451 137 528 1451 138 MF=14 PHOTON ANGULAR DISTRIBUTIONS ****************************** 528 1451 139 528 1451 140 MT= 51 isotropy assumed at all energies. 528 1451 141 MT=102 isotropy assumed for all gammas at all energies. 528 1451 142 528 1451 143 MF=33 NEUTRON CROSS SECTION COVARIANCES ************************* 528 1451 144 528 1451 145 To be provided in the future. 528 1451 146 528 1451 147 REFERENCES ****************************************************** 528 1451 148 528 1451 149 [Aj85] F.Ajzenberg-Selove, Nucl.Phys. A433, 1 (1985). 528 1451 150 [Al69] J.Alder et al., Nuc.Phys. 147, 657 (1969). 528 1451 151 [An79] B.Antolkovic et al., Nuc.Phys. A235, 189 (1979). 528 1451 152 [Ar56] A.Armstrong et al., Phys.Rev. 103, 335 (1956). 528 1451 153 [Ar88] E.Arthur, ICTP Workshop, Trieste (1988) [LA-UR 88-1753]. 528 1451 154 [Au79] G.Auchampaugh et al., Nucl.Sci.Eng. 69, 30 (1979). 528 1451 155 [Au86] G.Auchampaugh & S.Wender, personal communcation (1986). 528 1451 156 [Ba85] M.Baba et al., Santa Fe Nuc.Data Conf. (1985) p.223. 528 1451 157 [Ca73] J.Cabe et al., report CEA-R-4524 (1973). 528 1451 158 [Co52] J.Coon, Phys.Rev. 88, 562 (1952). 528 1451 159 [Co54] C.Cook & T.Bonner, Phys.Rev. 94, 651 (1954). 528 1451 160 [Co70] J.Cookson et al., Nucl.Phys. A146, 417 (1970). 528 1451 161 [Co79] C.Cowan, Summary Documentation ENDF/B-V, ENDF-201 (1979). 528 1451 162 [Da83] J.Dave & C.Gould, Phys.Rev. C28, 2212 (1983). 528 1451 163 [Fl67] F.Flesch et al., Oest.Acad.Wiss. 176, 45 (1967). 528 1451 164 [Gl82] S.Glendinning et al., Nucl.Sci.Eng. 80, 256 (1982). 528 1451 165 [Ho69] J.Hopkins et al., Nucl.Sci.Eng. 36, 275 (1969). 528 1451 166 [Hy74] M.Hyakutake et al., J.Nuc.Sci.Tech. 11, 407 (1974). 528 1451 167 [Ka81] C.Kalbach & F.Mann, Phys.Rev. C23, 112 (1981). 528 1451 168 [Ko83] P.Koehler et al., Nucl.Phys. A294, 221 (1983). 528 1451 169 [La70] R.Lane et al., Phys.Rev.C 2, 2097 (1970). 528 1451 170 [Mo66] F.Mooring et al., Nucl.Phys. 82, 16 (1966). 528 1451 171 [Mu81a] S.F.Mughabghab et al., Neutron Res.Parameters and 528 1451 172 Thermal Cross Sect., Vol.1, Academic Press (1981). 528 1451 173 [Mu81b] S.F.Mughabghab, Proc.Conf.on Nuc.Data Eval.Meth. & Proc. 528 1451 174 BNL-NCS-51363 (1981),V1,p.339. 528 1451 175 [Ne73] C.Nelson et al., report COO-1717-8 (1973). 528 1451 176 [Po70] D.Porter et al., report AWRE-O-45-70 (1970). 528 1451 177 [Sc70a] Schantl, personal communication to NNDC (1970). 528 1451 178 [Sc70b] W.Scobel et al., Z.Nat. A25, 1406 (1970). 528 1451 179 [St65] J.Strain et al., Oak Ridge report ORNL-3672 (1965). 528 1451 180 [Wh80] R.M.White et al., Nucl.Phys. A340, 13 (1980). 528 1451 181 [Wi55] H.Willard et al., Phys.Rev. 98, 669 (1955). 528 1451 182 [Wy58] M.Wyman, Phys.Rev. 112, 1264 (1958). 528 1451 183 [Yo77] P.Young, E.Arthur, Los Alamos report LA-6947 (1977). 528 1451 184 528 1451 185 ***************************************************************** 528 1451 186 ***************** PROGRAM LINEAR (VERSION 89-1) ***************** 528 1451 187 DATA LINEARIZED TO WITHIN AN ACCURACY OF 0.300 PER-CENT 528 1451 188 ***************** PROGRAM FIXUP (VERSION 89-2) ****************** 528 1451 189 *RECONSTRUCTED MT NUMBERS 528 1451 190 4 =+( 50, 91) 528 1451 191 103 =+(600,649) 528 1451 192 104 =+(650,699) 528 1451 193 105 =+(700,749) 528 1451 194 106 =+(750,799) 528 1451 195 107 =+(800,849) 528 1451 196 101 =+( 18, 18)+(102,116) 528 1451 197 27 =+(101,101) 528 1451 198 3 =+( 4, 5)+( 16, 17)+( 22, 37)+( 41, 42) 528 1451 199 19 =+( 18, 18)-( 20, 21)-( 38, 38) 528 1451 200 1 =+( 2, 3) 528 1451 201 528 1451 202 ************************ C O N T E N T S *********************** 528 1451 203 ***************** Program LINEAR (VERSION 2004-1) *************** 528 1451 204 For All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 205 Data Linearized to Within an Accuracy of .100000000 per-cent 528 1451 206 ***************** Program SIGMA1 (VERSION 2004-1) *************** 528 1451 207 Data Doppler Broadened to 1500.00000 Kelvin 528 1451 208 for All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 209 Data Linearized to Within an Accuracy pf .100000000 per-cent 528 1451 210 ***************** Program SIGMA1 (VERSION 2004-1) *************** 528 1451 211 Data Doppler Broadened to 12000.0000 Kelvin 528 1451 212 for All Data Greater than 1.0000E-10 barns in Absolute Value 528 1451 213 Data Linearized to Within an Accuracy pf .100000000 per-cent 528 1451 214 ***************** Program FIXUP (Version 2004-1) **************** 528 1451 215 Corrected ZA/AWR in All Sections-----------------------------Yes 528 1451 216 Corrected Thresholds-----------------------------------------No 528 1451 217 Extended Cross Sections to 20 MeV----------------------------No 528 1451 218 Allow Cross Section Deletion---------------------------------No 528 1451 219 Allow Cross Section Reconstruction---------------------------Yes 528 1451 220 Make All Cross Sections Non-Negative-------------------------Yes 528 1451 221 Delete Energies Not in Ascending Order-----------------------Yes 528 1451 222 Deleted Duplicate Points-------------------------------------Yes 528 1451 223 Check for Ascending MAT/MF/MT Order--------------------------Yes 528 1451 224 Check for Legal MF/MT Numbers--------------------------------Yes 528 1451 225 Allow Creation of Missing Sections---------------------------No 528 1451 226 Allow Insertion of Energy Points-----------------------------No 528 1451 227 Create Uniform Energy Grid-----------------------------------No 528 1451 228 Delete Section if Cross Section =0 at All Energies-----------Yes 528 1451 229 **************** Program DICTIN (VERSION 2004-1) **************** 528 1451 230 1 451 274 2 528 1451 231 2 151 4 1 528 1451 232 3 1 1109 1 528 1451 233 3 2 231 1 528 1451 234 3 4 405 1 528 1451 235 3 16 62 1 528 1451 236 3 22 41 1 528 1451 237 3 28 68 1 528 1451 238 3 51 78 1 528 1451 239 3 52 46 1 528 1451 240 3 53 95 1 528 1451 241 3 54 78 1 528 1451 242 3 55 42 1 528 1451 243 3 56 27 1 528 1451 244 3 57 63 1 528 1451 245 3 58 79 1 528 1451 246 3 59 52 1 528 1451 247 3 60 70 1 528 1451 248 3 91 9 1 528 1451 249 3 102 309 1 528 1451 250 3 103 51 1 528 1451 251 3 105 67 1 528 1451 252 3 107 74 1 528 1451 253 4 2 446 1 528 1451 254 4 51 158 1 528 1451 255 4 52 116 1 528 1451 256 4 53 110 1 528 1451 257 4 54 78 1 528 1451 258 4 55 76 1 528 1451 259 4 56 2 1 528 1451 260 4 57 2 1 528 1451 261 4 58 2 1 528 1451 262 4 59 2 1 528 1451 263 4 60 2 1 528 1451 264 6 16 325 1 528 1451 265 6 22 815 1 528 1451 266 6 28 559 1 528 1451 267 6 91 1042 2 528 1451 268 6 103 298 1 528 1451 269 6 107 462 1 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215.092843 6.64831E-5 206.381473 528 3 1 293 7.21623E-5 198.097845 7.83857E-5 190.075478 8.50817E-5 182.446919 528 3 1 294 9.24194E-5 175.058967 .000100314 168.033877 .000108965 161.230677 528 3 1 295 .000118274 154.760926 .000128474 148.495516 .000139449 142.538013 528 3 1 296 .000151475 136.768343 .000164414 131.282204 .000178594 125.969096 528 3 1 297 .000193850 120.917130 .000210568 116.024589 .000228555 111.372466 528 3 1 298 .000248267 106.867150 .000269474 102.583450 .000292714 98.4350483 528 3 1 299 .000317719 94.4904517 .000345120 90.6705681 .000374601 87.0385590 528 3 1 300 .000406908 83.5213401 .000441667 80.1772113 .000479757 76.9388855 528 3 1 301 .000520740 73.8598544 .000565650 70.8783261 .000613970 68.0436249 528 3 1 302 .000666920 65.2987110 .000723890 62.6890592 .000786320 60.1621615 528 3 1 303 .000853490 57.7598255 .000927097 55.4337777 .001006293 53.2224778 528 3 1 304 .001093078 51.0814892 .001186453 49.0462282 .001288775 47.0757737 528 3 1 305 .001398867 45.2027382 .001519507 43.3894644 .001649310 41.6659265 528 3 1 306 .001791549 39.9975085 .001944590 38.4117910 .002112295 36.8769110 528 3 1 307 .002292735 35.4182466 .002490465 34.0064871 .002703210 32.6649743 528 3 1 308 .002936340 31.3667508 .003187173 30.1332830 .003462041 28.9397819 528 3 1 309 .003757782 27.8059826 .004081860 26.7090976 .004430548 25.6672658 528 3 1 310 .004812647 24.6595443 .005223761 23.7026001 .005674268 22.7771941 528 3 1 311 .006158986 21.8986285 .006690148 21.0492416 .007261646 20.2430768 528 3 1 312 .007887904 19.4639249 .008561718 18.7246682 .009300097 18.0104394 528 3 1 313 .010094547 17.3330449 .010965119 16.6788597 .011901801 16.0586945 528 3 1 314 .012928235 15.4600717 .014032614 14.8928815 .015242812 14.3457070 528 3 1 315 .016544912 13.8275836 .017971775 13.3280776 .019506993 12.8554307 528 3 1 316 .021189312 12.4001218 .022999384 11.9696523 .024798654 11.5916110 528 3 1 317 .025300000 11.4939015 .027481919 11.1019665 .029829529 10.7401675 528 3 1 318 .030671214 10.6104611 .032402083 10.3866519 .034230629 10.1502296 528 3 1 319 .035169992 10.0484350 .038203117 9.71977348 .041466574 9.42378457 528 3 1 320 .042636615 9.31767172 .045042727 9.13525345 .047584624 8.94255509 528 3 1 321 .048890449 8.85992098 .053106852 8.59312322 .057643442 8.35389928 528 3 1 322 .059269938 8.26813707 .062614718 8.12139840 .066148255 7.96639098 528 3 1 323 .067963507 7.90025631 .073824805 7.68673081 .080131202 7.49631120 528 3 1 324 .082392224 7.42804576 .087041865 7.31191697 .091953898 7.18924505 528 3 1 325 .094477313 7.13722497 .102625211 6.96927162 .111391849 6.82044970 528 3 1 326 .114534937 6.76709740 .120998487 6.67694014 .127826794 6.58170383 528 3 1 327 .131334640 6.54257666 .142661181 6.41625117 .146576115 6.37259164 528 3 1 328 .154847845 6.30089493 .168202208 6.18515543 .182570683 6.08872733 528 3 1 329 .192873695 6.01959005 .198315915 5.99140727 .215256819 5.90368842 528 3 1 330 .221330613 5.87224201 .233820963 5.82249824 .253794844 5.74296027 528 3 1 331 .275682578 5.67785917 .299232438 5.60782317 .325038795 5.55220238 528 3 1 332 .352804851 5.49236593 .383231391 5.44626334 .415968481 5.39666724 528 3 1 333 .427705656 5.37888800 .451842369 5.35391396 .490440471 5.31398372 528 3 1 334 .518117498 5.28535582 .532736961 5.27531764 .578245388 5.24407648 528 3 1 335 .628114335 5.20984797 .645351161 5.19801901 .681770263 5.18234220 528 3 1 336 .740567386 5.15703828 .803829483 5.12981817 .826510737 5.12006069 528 3 1 337 .873153218 5.10815070 .947741303 5.08910984 1.02947626 5.06824932 528 3 1 338 1.08757269 5.05342486 1.11741806 5.04924471 1.21378625 5.03575175 528 3 1 339 1.31747251 5.02123836 1.43109376 5.00533839 1.51185468 4.99403940 528 3 1 340 1.55334326 4.99116765 1.68730644 4.98189875 1.83144261 4.97192955 528 3 1 341 1.98938959 4.96100859 2.15933086 4.94926159 2.22025962 4.94505100 528 3 1 342 2.34555553 4.94147223 2.54592185 4.93575228 2.76548683 4.92948717 528 3 1 343 3.00172529 4.92274906 3.26059961 4.91536799 3.53913249 4.90742897 528 3 1 344 3.84435379 4.90468993 4.17275319 4.90174525 4.53261911 4.89852071 528 3 1 345 4.91981276 4.89505348 5.34410647 4.89125614 5.80062047 4.88717238 528 3 1 346 6.30087666 4.88269926 6.83912163 4.87788830 7.42894008 4.87665227 528 3 1 347 8.06354853 4.87532407 8.75896381 4.87387024 9.50718798 4.87230754 528 3 1 348 10.3271054 4.87059662 11.2092862 4.86875722 12.1759957 4.86674299 528 3 1 349 13.2161158 4.86457714 14.3558979 4.86220506 15.5822336 4.85965409 528 3 1 350 16.9260741 4.85685991 18.3719641 4.85385470 18.8903566 4.85277760 528 3 1 351 19.9563961 4.85269366 21.6611477 4.85256042 23.5292450 4.85241539 528 3 1 352 25.5392030 4.85226026 27.7417510 4.85209121 30.1115574 4.85191022 528 3 1 353 32.7084335 4.85171275 35.5025129 4.85150108 38.5643150 4.85126991 528 3 1 354 41.8586262 4.85102193 45.4685912 4.85075093 49.3526921 4.85046004 528 3 1 355 53.6089592 4.85014194 58.1884413 4.84980031 63.2067197 4.84942655 528 3 1 356 68.6060793 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9458556.00 .516084578 9459848.00 .516438284 528 3 4 1882 9461100.00 .516781040 9462314.00 .517113394 9463489.00 .517435072 528 3 4 1883 9464628.00 .517746897 9465731.00 .518048866 9466800.00 .518341530 528 3 4 1884 9467836.00 .518625160 9468839.00 .518899757 9469812.00 .519166142 528 3 4 1885 9470754.00 .519424042 9471666.00 .519673731 9472550.00 .519915755 528 3 4 1886 9473407.00 .520150389 9475067.00 .520604877 9476623.00 .521030900 528 3 4 1887 9478083.00 .521430645 9479451.00 .521805209 9480734.00 .522156507 528 3 4 1888 9481937.00 .522485908 9483065.00 .522794780 9484122.00 .523084218 528 3 4 1889 9485114.00 .523355864 9486044.00 .523610539 9486915.00 .523849064 528 3 4 1890 9488550.00 .524296829 9489980.00 .524688476 9491232.00 .525031392 528 3 4 1891 9492328.00 .525331597 9493287.00 .525594292 9494125.00 .525823853 528 3 4 1892 9495594.00 .526226300 9496695.00 .526527958 9498347.00 .526980634 528 3 4 1893 9500000.00 .527433653 9501554.00 .527859941 9503085.00 .528279961 528 3 4 1894 9504592.00 .528693439 9506075.00 .529100379 9507536.00 .529501331 528 3 4 1895 9508973.00 .529895750 9510389.00 .530284461 9511783.00 .530667192 528 3 4 1896 9513155.00 .531043947 9514506.00 .531415003 9515836.00 .531780363 528 3 4 1897 9517145.00 .532140031 9518434.00 .532494282 9519703.00 .532843122 528 3 4 1898 9520953.00 .533186827 9522183.00 .533525128 9523394.00 .533858301 528 3 4 1899 9524586.00 .534186350 9525760.00 .534509554 9528071.00 .535146125 528 3 4 1900 9530311.00 .535763640 9532481.00 .536362403 9534584.00 .536943270 528 3 4 1901 9536621.00 .537506545 9538595.00 .538053084 9540508.00 .538583464 528 3 4 1902 9542362.00 .539098264 9544158.00 .539597787 9545898.00 .540082609 528 3 4 1903 9547584.00 .540553303 9549218.00 .541010443 9550801.00 .541454323 528 3 4 1904 9552334.00 .541885238 9553820.00 .542304027 9555260.00 .542710980 528 3 4 1905 9556655.00 .543106382 9558007.00 .543490791 9559316.00 .543864213 528 3 4 1906 9560585.00 .544227473 9561814.00 .544580574 9563005.00 .544924059 528 3 4 1907 9565313.00 .545593751 9567477.00 .546227177 9569507.00 .546826957 528 3 4 1908 9571410.00 .547394838 9573194.00 .547932813 9574867.00 .548442840 528 3 4 1909 9576436.00 .548926580 9577907.00 .549385400 9579287.00 .549820930 528 3 4 1910 9580580.00 .550233969 9581792.00 .550625866 9584066.00 .551374777 528 3 4 1911 9586057.00 .552046944 9587799.00 .552649488 9589323.00 .553189033 528 3 4 1912 9590657.00 .553671765 9592992.00 .554543103 9594743.00 .555221383 528 3 4 1913 9596057.00 .555746034 9598028.00 .556561220 9600000.00 .557414700 528 3 4 1914 9603109.00 .558237732 9609137.00 .559883669 9614791.00 .561495790 528 3 4 1915 9620094.00 .563077102 9625069.00 .564630074 9629735.00 .566155964 528 3 4 1916 9634112.00 .567655810 9638217.00 .569129758 9642066.00 .570577546 528 3 4 1917 9645677.00 .571999108 9649063.00 .573393353 9652239.00 .574759543 528 3 4 1918 9658196.00 .577491914 9663412.00 .580089092 9667978.00 .582541730 528 3 4 1919 9671975.00 .584842469 9675474.00 .586986586 9681599.00 .591068385 528 3 4 1920 9686196.00 .594440224 9689645.00 .597165299 9694821.00 .601605504 528 3 4 1921 9700000.00 .606520600 9737500.00 .589147800 9753088.00 .568467386 528 3 4 1922 9768700.00 .548226174 9776516.00 .538969236 9800000.00 .511918622 528 3 4 1923 9800777.00 .511246531 9801549.00 .510578768 9802314.00 .509917063 528 3 4 1924 9803073.00 .509260552 9803827.00 .508608369 9804575.00 .507961380 528 3 4 1925 9805317.00 .507319585 9806053.00 .506682985 9806783.00 .506051579 528 3 4 1926 9808233.00 .504797432 9809660.00 .503563202 9811066.00 .502347162 528 3 4 1927 9812449.00 .501151045 9813811.00 .499973124 9815152.00 .498813402 528 3 4 1928 9816472.00 .497671883 9817772.00 .496547707 9819051.00 .495441743 528 3 4 1929 9820311.00 .494352267 9821551.00 .493280148 9822772.00 .492224528 528 3 4 1930 9823974.00 .491185413 9824905.00 .490380642 9825158.00 .490182053 528 3 4 1931 9826323.00 .489267698 9827470.00 .488367574 9828599.00 .487481690 528 3 4 1932 9829710.00 .486610055 9830805.00 .485751107 9831882.00 .484906427 528 3 4 1933 9832943.00 .484074456 9833987.00 .483255990 9835015.00 .482450256 528 3 4 1934 9836028.00 .481656480 9837024.00 .480876248 9838005.00 .480108001 528 3 4 1935 9838970.00 .479352541 9839921.00 .478608312 9840857.00 .477876114 528 3 4 1936 9841778.00 .477155966 9842686.00 .476446312 9843579.00 .475748743 528 3 4 1937 9844458.00 .475062491 9845323.00 .474387576 9846175.00 .473723231 528 3 4 1938 9847014.00 .473069478 9847840.00 .472426338 9848652.00 .471794617 528 3 4 1939 9849453.00 .471171981 9850241.00 .470560024 9851016.00 .469958769 528 3 4 1940 9851780.00 .469366668 9852531.00 .468785318 9853271.00 .468213170 528 3 4 1941 9854728.00 .467088897 9856140.00 .466002564 9857507.00 .464954378 528 3 4 1942 9858833.00 .463941409 9860116.00 .462965437 9861360.00 .462023529 528 3 4 1943 9862381.00 .461254457 9862566.00 .461130650 9863733.00 .460354758 528 3 4 1944 9864865.00 .459607446 9865961.00 .458889598 9867023.00 .458199988 528 3 4 1945 9868051.00 .457538775 9869048.00 .456904008 9870014.00 .456295819 528 3 4 1946 9870950.00 .455713628 9871856.00 .455157536 9872735.00 .454625524 528 3 4 1947 9873585.00 .454119066 9874410.00 .453635393 9875209.00 .453175250 528 3 4 1948 9875982.00 .452738636 9876732.00 .452323437 9878185.00 .451545810 528 3 4 1949 9879547.00 .450853242 9880824.00 .450240732 9882021.00 .449703734 528 3 4 1950 9883144.00 .449236719 9884197.00 .448835380 9885184.00 .448495221 528 3 4 1951 9886109.00 .448211626 9886977.00 .447979198 9887790.00 .447794583 528 3 4 1952 9888553.00 .447652324 9889983.00 .447477043 9891234.00 .447433883 528 3 4 1953 9892330.00 .447491328 9893288.00 .447624993 9894127.00 .447811509 528 3 4 1954 9894861.00 .448033444 9896145.00 .448567855 9897109.00 .449103191 528 3 4 1955 9898554.00 .450154296 9900000.00 .451545000 10000000.0 .449197336 528 3 4 1956 10027000.0 .449876272 10113130.0 .452046625 10200000.0 .454388480 528 3 4 1957 10203100.0 .454554127 10206140.0 .454716568 10209140.0 .454876871 528 3 4 1958 10212100.0 .455035037 10215010.0 .455190531 10217870.0 .455343354 528 3 4 1959 10220700.0 .455494573 10223470.0 .455642587 10226210.0 .455788997 528 3 4 1960 10228900.0 .455932736 10231550.0 .456074337 10234160.0 .456213801 528 3 4 1961 10236730.0 .456351128 10239270.0 .456486852 10241760.0 .456619904 528 3 4 1962 10244210.0 .456750818 10246630.0 .456880130 10249010.0 .457007304 528 3 4 1963 10251350.0 .457132341 10253660.0 .457255775 10255930.0 .457377071 528 3 4 1964 10258160.0 .457496230 10262570.0 .457731877 10266830.0 .457959509 528 3 4 1965 10270970.0 .458180728 10274980.0 .458395002 10278860.0 .458602329 528 3 4 1966 10282620.0 .458803244 10286270.0 .458998281 10289810.0 .459187441 528 3 4 1967 10293230.0 .459370189 10296550.0 .459547594 10299520.0 .459706296 528 3 4 1968 10299770.0 .459720297 10302890.0 .459895021 10305910.0 .460064146 528 3 4 1969 10308840.0 .460228231 10311670.0 .460386717 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