5-B - 10 ENDF/B-VI, Processed by Red Cullen using PREPRO2004 6000 0 0 0 5.01000E+3 9.92692E+0 0 0 0 2 525 1451 1 0.0 0.0 0 0 0 6 525 1451 2 1.00000E+0 2.00000E+7 1 0 10 6 525 1451 3 0.0 0.0 1 0 379 97 525 1451 4 5-B - 10 LANL EVAL-NOV89 G.M.HALE, P.G.YOUNG 525 1451 5 DIST-SEP91 REV1-JUL91 19910806 525 1451 6 ----ENDF/B-VI MATERIAL 525 REVISION 1 525 1451 7 -----INCIDENT NEUTRON DATA 525 1451 8 ------ENDF-6 FORMAT 525 1451 9 525 1451 10 ***************************************************************** 525 1451 11 ***************************************************************** 525 1451 12 525 1451 13 MOD1 OF ENDF/B-VI 525 1451 14 525 1451 15 The following revisions were made for MOD1 of ENDF/B-VI: 525 1451 16 525 1451 17 1. MF=1,MT=451 - Comments were added regarding estimated 525 1451 18 (expanded) covariance for the Standards Cross Sections. 525 1451 19 2. MF=3,MT=55,57,62,64,65,68,70,71,73,74,76-81,83,84 - LR flags 525 1451 20 and Q-values corrected. 525 1451 21 525 1451 22 ***************************************************************** 525 1451 23 ****************************************************************** 525 1451 24 525 1451 25 ENDF/VI EVALUATION 525 1451 26 G. M. Hale and P. G. Young 525 1451 27 525 1451 28 MAJOR CHANGES FROM VERSION V OF ENDF/B ARE: 525 1451 29 525 1451 30 1. Inclusion of the ENDF/B-VI standard (n,alpha) and (n,alpha1) 525 1451 31 results from the simultaneous standards analysis (Ca85) over 525 1451 32 the standard energy range thermal to 100 keV. 525 1451 33 2. Replacement of all major cross sections and elastic angular 525 1451 34 distributions from 10-5 eV to 1 MeV with results from the 525 1451 35 R-matrix analysis performed in conjunction with the 525 1451 36 simultaneous standards analysis. 525 1451 37 3. Replaced the total cross section 1-20 MeV with results 525 1451 38 from a covariance analysis of available data. 525 1451 39 4. Revised elastic and inelastic cross sections for low-lying 525 1451 40 levels incorporating new elastic, inelastic, and (n,xgamma) 525 1451 41 experimental data. We attempted to better reconcile the 525 1451 42 inelastic and gamma ray data. 525 1451 43 5. Refit all elastic angular distributions from 1-20 MeV with 525 1451 44 Legendre expansions and incorporated results from new 525 1451 45 measurements. 525 1451 46 6. Fit inelastic neutron angular distributions for first 5 525 1451 47 excited states of B10 with Legendre expansions. 525 1451 48 7. Incorporated new (n,t2alpha) cross section data into MT113 525 1451 49 and adjusted (n,alpha) cross sections above standard region 525 1451 50 for better consistency with data as well as other cross 525 1451 51 sections (esp. total and elastic) determined by data. 525 1451 52 525 1451 53 *****Note that covariance data will be added at a later date. 525 1451 54 525 1451 55 ****************************************************************** 525 1451 56 525 1451 57 STANDARDS COVARIANCES 525 1451 58 525 1451 59 Phase 1 reviewers of the ENDF/B-VI standards cross sections have 525 1451 60 expressed the concern that the uncertainties resulting from the 525 1451 61 combination of R-matrix and simultaneous evaluations might have 525 1451 62 led to uncertainties that are too small. As a result, the 525 1451 63 Standards Subcommittee produced (at the May, 1990 CSEWG meeting) 525 1451 64 a set of expanded covariance estimates for the standard cross 525 1451 65 section reactions. These uncertainties are estimates such that 525 1451 66 if a modern day experiment were performed on a given standard 525 1451 67 cross section using the best techniques, approximately 2/3 of 525 1451 68 the results should fall within these expanded uncertainties. The 525 1451 69 expanded uncertainties for the B-10(n,alpha0) and B-10(n,alpha1) 525 1451 70 cross sections are given in the following tables and are 525 1451 71 compared to values from the combined output of the standards 525 1451 72 covariance analysis: 525 1451 73 525 1451 74 525 1451 75 B-10(n,alpha0) Cross Section 525 1451 76 525 1451 77 Energy Range Estimated Uncertainty Combined Analysis 525 1451 78 (keV) (percent) (percent) 525 1451 79 525 1451 80 1.0E-08 - 0.1 0.5 0.21 525 1451 81 0.1 - 5.0 1.5 525 1451 82 5.0 - 30. 3.0 0.38 525 1451 83 30. - 90. 5.0 525 1451 84 90. - 150 10.0 0.86 525 1451 85 150 - 200 12.0 525 1451 86 200 - 250 15.0 0.79 525 1451 87 525 1451 88 525 1451 89 525 1451 90 B-10(n,alpha1) Cross Section 525 1451 91 525 1451 92 Energy Range Estimated Uncertainty Combined Analysis 525 1451 93 (keV) (percent) (percent) 525 1451 94 525 1451 95 1.0E-08 - 0.1 0.2 0.16 525 1451 96 0.1 - 5.0 0.4 525 1451 97 5.0 - 30. 0.6 0.20 525 1451 98 30. - 90. 1.0 525 1451 99 90. - 150 1.5 0.48 525 1451 100 150 - 200 2.0 525 1451 101 200 - 250 2.5 0.62 525 1451 102 525 1451 103 **************************************************************** 525 1451 104 525 1451 105 525 1451 106 mf=2 --------- resonance parameters ---------------------------- 525 1451 107 525 1451 108 mt=151 effective scattering radius = 4.129038-13 cm 525 1451 109 525 1451 110 525 1451 111 mf=3 --------- smooth cross sections --------------------------- 525 1451 112 525 1451 113 the 2200 m/s cross sections are as follows, 525 1451 114 mt=1 sigma = 3842.146 barns 525 1451 115 mt=2 sigma = 2.142435 barns 525 1451 116 mt=102 sigma = 0.5 barns 525 1451 117 mt=103 sigma = 0.000566 barns 525 1451 118 mt=107 sigma = 3839.496 barns 525 1451 119 mt=113 sigma = 0.0069993 barns 525 1451 120 mt=600 sigma = 0.000566 barns 525 1451 121 mt=800 sigma = 241.2677 barns 525 1451 122 mt=801 sigma = 3598.228 barns 525 1451 123 525 1451 124 mt=1 total cross section 525 1451 125 0 to 1 mev, calculated from r-matrix parameters obtained 525 1451 126 from simultaneous standards analysis (ca85) used to 525 1451 127 obtain the endf/b-vi standard cross sections. 525 1451 128 1 to 20 mev, covariance analysis of measurements of di67, 525 1451 129 ts62,fo61,co52,au79, and co54, constrained to match 525 1451 130 r-matrix fit at 1 mev. glucs covariance analysis code 525 1451 131 (he80) was used in the calculations. 525 1451 132 525 1451 133 mt=2 elastic scattering cross section 525 1451 134 0 to 1 mev, calculated from the r-matrix parameters 525 1451 135 described for mt=1. experimental elastic scattering data 525 1451 136 included in the fit are those of as70 and la71. 525 1451 137 1 to 6 mev, smooth curve through measurements of la71, po70, 525 1451 138 sa88, and ho69, constrained to be consistent with total 525 1451 139 and reaction cross section measurements. 525 1451 140 6 to 14 mev, smooth curve through measurements of ho69,co69, 525 1451 141 te62,va70, va65, sa88, and gl82. Note that the data of 525 1451 142 sa88 above 9 MeV were discounted. 525 1451 143 14 to 20 mev, optical model extrapolation from 14 mev data 525 1451 144 525 1451 145 mt=4 inelastic cross section 525 1451 146 thres.to 20 mev, sum of mt=51-85 525 1451 147 525 1451 148 mt=51-61 inelastic cross sections to discrete states 525 1451 149 mt=51 q=-0.717 mev mt=55 q=-4.774 mev mt=59 q=-5.923 mev 525 1451 150 52 -1.740 56 -5.114 60 -6.029 525 1451 151 53 -2.154 57 -5.166 61 -6.133 525 1451 152 54 -3.585 58 -5.183 525 1451 153 thres.to 20 mev, based on (n,nprime) measurements of po70, 525 1451 154 co69,ho69,va70,sa88, and gl82, and the (n,xgam) measure- 525 1451 155 ments of da56,da60,ne70, and di88, using a gamma-ray 525 1451 156 decay scheme from analysis of aj88. hauser-feshbach 525 1451 157 calculations were used to estimate shapes and relative 525 1451 158 magnitudes where experimental data were lacking. 525 1451 159 525 1451 160 mt=62-85 inelastic cross sections to groups of levels in 525 1451 161 0.5-mev wide bands centered about the q-values given 525 1451 162 below (used in lieu of mt=91 and file 5) 525 1451 163 mt=62 q=-6.5 mev mt=70 q=-10.5 mev mt=78 q=-14.5 mev 525 1451 164 63 -7.0 71 -11.0 79 15.0 525 1451 165 64 -7.5 72 -11.5 80 15.5 525 1451 166 65 -8.0 73 -12.0 81 16.0 525 1451 167 66 -8.5 74 -12.5 82 16.5 525 1451 168 67 -9.0 75 -13.0 83 17.0 525 1451 169 68 -9.5 76 -13.5 84 17.5 525 1451 170 69 -10.0 77 -14.0 85 18.0 525 1451 171 thres. to 20 mev, integrated cross section obtained by sub- 525 1451 172 tracting the sum of mt=2,51-61,103,104,107,and 113 from 525 1451 173 mt=1. cross section distributed among the bands with 525 1451 174 an evaporation model using a nuclear temperature given 525 1451 175 by t=0.9728*sqrt(en) in mev,taken from ir67. 525 1451 176 525 1451 177 mt=102 (n,gamma) cross section 525 1451 178 0 to 1 mev, assumed 1/v dependence with thermal value of 525 1451 179 0.5 barn. 525 1451 180 1 to 20 mev, assumed negligable, set equal to zero. 525 1451 181 525 1451 182 mt=103 (n,p) cross section 525 1451 183 thres.to 20 mev, sum of mt=600-605 525 1451 184 525 1451 185 mt=104 (n,d) cross section 525 1451 186 thres. to 20 mev, based on be9(d,n)b11 measurements of si65 525 1451 187 and ba60, and the (n,d) measurement of va65. 525 1451 188 525 1451 189 mt=107 (n,alpha) cross section 525 1451 190 0 to 20 mev, sum of mt=800,801. 525 1451 191 525 1451 192 mt=113 (n,t2alpha) cross section 525 1451 193 0 to 2.3 mev, based on a single-level fit to the resonance 525 1451 194 measured at 2 mev by da61, assuming l=0 incoming neu- 525 1451 195 trons and l=2 outgoing tritons. the thermal measure- 525 1451 196 ment (7+-2 mb) of ka87 was included in the analysis. 525 1451 197 2.3 to 20 mev, smooth curve through measurements of fr56, 525 1451 198 wy58, qa88, following general shape of da61 measurement 525 1451 199 from 4 to 9 mev. we assumed that the experimental data 525 1451 200 of qa88 supercedes reference qa85. 525 1451 201 525 1451 202 mt=600-605 (n,p) cross section to discrete levels 525 1451 203 0 to 20 mev, crudely estimated from the calculations 525 1451 204 of po70 and the (n,xgamma) measurements of ne70. cross 525 1451 205 section for mt=600 assumed similar to mt=113 below 525 1451 206 1 mev. gamma-ray decay scheme for be-10 from aj88. 525 1451 207 525 1451 208 mt=800 (n,alpha0) cross section 525 1451 209 0 to 1 mev, calculated from the r-matrix parameters 525 1451 210 described for mt=1. experimental (n,alpha0) data input 525 1451 211 to the fit were those of ma68 and da61. in addition, the 525 1451 212 angular distributions of va72 for the inverse reaction 525 1451 213 were included in the analysis. 525 1451 214 1 to 20 mev, based on da61 measurements, with smooth extra- 525 1451 215 polation from 8 to 20 mev using 14-MeV data of an69. The 525 1451 216 da61 data above approximately 2 mev were renormalized 525 1451 217 by a factor of approximately 1.4. Note that some of the 525 1451 218 structure seen in da61 was expanded to give consistent 525 1451 219 nonelastic, elastic, and total cross sections when 525 1451 220 compared with experimental data. 525 1451 221 525 1451 222 mt=801 (n,alpha1) cross section 525 1451 223 0 to 1 mev, calculated from the r-matrix parameters 525 1451 224 described for mt=1. experimental (n,alpha1) data in- 525 1451 225 cluded in the fit are those of sc76. in addition, the 525 1451 226 absolute differential cross-section measurements of 525 1451 227 se76 were included in the analysis. 525 1451 228 1 to 20 mev, smooth curve through measurements of da61 and 525 1451 229 ne70, with smooth extrapolation from 15 to 20 mev. the 525 1451 230 da61 data above approximately 2 mev were renormalized 525 1451 231 by a factor of approximately 1.4. Note that some of the 525 1451 232 structure seen in da61 was expanded to give consistent 525 1451 233 nonelastic, elastic, and total cross sections when 525 1451 234 compared with experimental data. 525 1451 235 525 1451 236 525 1451 237 mf=4---------- neutron angular distributions ------------------- 525 1451 238 525 1451 239 mt=2 elastic angular distributions 525 1451 240 0 to 1 mev, calculated from the r-matrix parameters 525 1451 241 described for mf=1,mt=1. experimental angular distri- 525 1451 242 butions input to the fit for both the elastic scatter- 525 1451 243 ing cross section and polarization were obtained from 525 1451 244 available measurements. 525 1451 245 1 to 14 mev, smoothed representation of legendre coeffi- 525 1451 246 cients derived from the measurements of la71, ha73, 525 1451 247 po70, ho69, co69, va69, va65, sa88, gl82, constrained 525 1451 248 to match the r-matrix calculations at en=1 mev. 525 1451 249 14 to 20 mev, optical model extrapolation of 14-mev data 525 1451 250 525 1451 251 mt=51 inelastic angular distribution to first level 525 1451 252 thres. to 12 mev, fit Legendre expansions to exp. data of 525 1451 253 Po70, Gl82, and Sa88. 525 1451 254 12 - 20 MeV, assumed similar distribution as 12 MeV. 525 1451 255 525 1451 256 mt=52-55 inelastic angular distribution to first level 525 1451 257 thres. to 12 mev, fit Legendre expansions to exp. data of 525 1451 258 Sa88. 525 1451 259 12 - 20 MeV, assumed similar distribution as 12 MeV. 525 1451 260 525 1451 261 mt=56-85 inelastic angular distributions 525 1451 262 thres. to 20 mev, assumed isotropic in center of mass 525 1451 263 525 1451 264 525 1451 265 mf=12 -------- gamma ray multiplicities ------------------------ 525 1451 266 525 1451 267 mt=102 capture gamma rays 525 1451 268 0 to 20 mev, capture spectra and transition probabilities 525 1451 269 derived from the thermal data of th67, after slight 525 1451 270 changes in the probabilities and renormalization to the 525 1451 271 energy levels of aj75. the lp flag is used to conserve 525 1451 272 energy and to reduce significantly the amount of data 525 1451 273 required in the file. except for the modification due 525 1451 274 to the lp flag, the thermal spectrum is used over the 525 1451 275 entire energy range. 525 1451 276 525 1451 277 mt=801 0.4776-mev photon from the (n,alpha1) reaction 525 1451 278 0 to 20 mev, multiplicity of 1.0 at all energies 525 1451 279 525 1451 280 525 1451 281 mf=13 -------- gamma-ray production cross sections ------------- 525 1451 282 525 1451 283 mt=4 (n,ngamma) cross section 525 1451 284 thres. to 20 mev, obtained from mt=51-60 using b-10 decay 525 1451 285 scheme obtained from aj88. 525 1451 286 525 1451 287 mt=103 (n,pgamma) cross sections 525 1451 288 thres. to 20 mev, obtained from mt=601-605 using be-10 525 1451 289 decay scheme deduced from aj88. 525 1451 290 525 1451 291 525 1451 292 mf=14 -------- gamma ray angular distributions ----------------- 525 1451 293 525 1451 294 mt=4 (n,ngamma) angular distributions 525 1451 295 thres. to 20 mev, assumed isotropic 525 1451 296 525 1451 297 mt=102 (n,gamma) angular distributions 525 1451 298 0 to 20 mev, assumed isotropic. 525 1451 299 525 1451 300 mt=103 (n,pgamma) angular distributions 525 1451 301 thres. to 20 mev, assumed isotropic 525 1451 302 525 1451 303 mt=801 (n,alpha1/gamma) angular distribution 525 1451 304 0 to 20 mev, assumed isotropic 525 1451 305 525 1451 306 525 1451 307 ----------------------- references ----------------------------- 525 1451 308 525 1451 309 aj75 f. ajzenberg-selove, nucl. phys. a248,6 (1975) 525 1451 310 aj88 f. ajzenberg-selove, nucl. phys. a490,1 (1988) 525 1451 311 an69 B. Antolkovic, Nuc.Phys.A139, 10 (1969). 525 1451 312 as70 a. asami and m.c. moxon, j.nucl.energy 24,85 (1970) 525 1451 313 au79 g.auchampaugh et al., nucl.sci.eng.69,30(1979) 525 1451 314 ba60 r.bardes and g.e. owen, phys.rev.120,1369 (1960) 525 1451 315 be56 r.l. becker and h.h. barschall, phys.rev.102,1384 (1956) 525 1451 316 bo51 c.k.bockelman et al., phys.rev. 84,69 (1951) 525 1451 317 bo69 d.bogart and l.l.nichols, nucl.phys.a125,463 (1969) 525 1451 318 ca85 a.carlson et al., nuc.data for basic & applied science, 525 1451 319 santa fe, nm (1985) p.1429. 525 1451 320 co52 j.h.coon et al., phys.rev. 88,562 (1952) 525 1451 321 co54 c.f.cook and t.w. bonner,phys.rev. 94,651 (1954) 525 1451 322 co67 s.a. cox and f.r. pontet, j.nucl.energy 21,271 (1967) 525 1451 323 co69 j.a. cookson and j.g.locke,nucl.phys.a146,417(1970) 525 1451 324 co73 m.s. coates et al., priv. comm. to l.stewart (1973) 525 1451 325 da56 r.b.day,phys.rev.102,767 (1956) 525 1451 326 da60 r.b. day and m.walt,phys.rev.117,1330 (1960) 525 1451 327 da61 e.a. davis et al., nucl.phys.27,448 (1961) 525 1451 328 di67 k.m. diment, aere-r-5224 (1967) 525 1451 329 di88 j.k.dickens, proc.conf. on nuc.data for sci.& tech.,mito, 525 1451 330 japan (1988) p.213. 525 1451 331 fo61 d.m. fossan et al., phys.rev. 123,209 (1961) 525 1451 332 fr56 g.m. frye and j.h. gammel,phys.rev. 103,328 (1956) 525 1451 333 gl82 s.glendinning, nuc.sci.eng.80,256(1982) 525 1451 334 ha73 s.l.hausladen, thesis, ohio univ. coo-1717-5 (1973) 525 1451 335 he80 d.hetrick & c.y.fu, ornl/tm-7341 (1980). 525 1451 336 hy69 m.hyakutake, eandc(j)-13 (1969) p.29 525 1451 337 ho69 j.c. hopkins, priv. comm. lasl (1969) 525 1451 338 ir67 d.c.irving, ornl-tm-1872 (1967) 525 1451 339 ka87 R.Kavanagh & R.Marcley, Phys.Rev.C36, 1194 (1987). 525 1451 340 la71 r.o. lane et al., phys.rev.c4,380 (1971) 525 1451 341 ma68 r.l.macklin and j.h.gibbons,phys.rev.165,1147 (1968) 525 1451 342 mo66 f.p.mooring et al.,nucl.phys.82,16 (1966) 525 1451 343 ne54 n.g.nereson,la-1655 (1954) 525 1451 344 ne70 d.o.nellis et al., phys.rev. c1,847 (1970) 525 1451 345 po70 d.porter et al., awre o 45/70 (1970) 525 1451 346 qa85 S.Qaim et al., Santa Fe Conf. (1985)p.97. 525 1451 347 qa88 S.Qaim et al., Mito Conf. (1988) p.225. 525 1451 348 sa88 E.T. Sadowski, Ph.D thesis, Ohio U., (Nov.,1988). 525 1451 349 sc76 r.a. schrack et al., proc.icinn(erda-conf-760715-p2),1345 525 1451 350 (1976) 525 1451 351 se76 r.m. sealock and j.c. overley, phys.rev.c13,2149 (1976) 525 1451 352 si65 r.h.siemssen et al., nucl.phys.69,209 (1965) 525 1451 353 sp73 r.r. spencer et al., eandc(e)147,al (1973) 525 1451 354 te62 k.tesch, nucl.phys.37,412 (1962) 525 1451 355 th67 g.e. thomas et al., nucl.instr.meth.56,325 (1967) 525 1451 356 ts63 k.tsukada and o.tanaka,j.phys.soc.japan 18,610 (1963) 525 1451 357 va65 v.valkovic et al., phys.rev. 139,331 (1965) 525 1451 358 va70 b.vaucher et al.,helv.phys.acta 43,237 (1970) 525 1451 359 va72 l.van der zwan and k.w.geiger, nucl.phys. a180,615 (1972) 525 1451 360 wi55 h.b. willard et al., phys.rev. 98,669(1955) 525 1451 361 wy58 m.e. wyman et al., phys.rev.112,1264 (1958) 525 1451 362 525 1451 363 525 1451 364 ***************** Program LINEAR (VERSION 2004-1) *************** 525 1451 365 For All Data Greater than 1.0000E-10 barns in Absolute Value 525 1451 366 Data Linearized to Within an Accuracy of .100000000 per-cent 525 1451 367 ***************** Program FIXUP (Version 2004-1) **************** 525 1451 368 Corrected ZA/AWR in All Sections-----------------------------Yes 525 1451 369 Corrected Thresholds-----------------------------------------No 525 1451 370 Extended Cross Sections to 20 MeV----------------------------No 525 1451 371 Allow Cross Section Deletion---------------------------------No 525 1451 372 Allow Cross Section Reconstruction---------------------------Yes 525 1451 373 Make All Cross Sections Non-Negative-------------------------Yes 525 1451 374 Delete Energies Not in Ascending Order-----------------------Yes 525 1451 375 Deleted Duplicate Points-------------------------------------Yes 525 1451 376 Check for Ascending MAT/MF/MT Order--------------------------Yes 525 1451 377 Check for Legal MF/MT Numbers--------------------------------Yes 525 1451 378 Allow Creation of Missing Sections---------------------------No 525 1451 379 Allow Insertion of Energy Points-----------------------------No 525 1451 380 Create Uniform Energy Grid-----------------------------------No 525 1451 381 Delete Section if Cross Section =0 at All Energies-----------Yes 525 1451 382 **************** Program DICTIN (VERSION 2004-1) **************** 525 1451 383 1 451 480 2 525 1451 384 2 151 4 1 525 1451 385 3 1 361 1 525 1451 386 3 2 52 1 525 1451 387 3 4 64 1 525 1451 388 3 51 34 1 525 1451 389 3 52 30 1 525 1451 390 3 53 29 1 525 1451 391 3 54 23 1 525 1451 392 3 55 24 2 525 1451 393 3 56 24 1 525 1451 394 3 57 20 2 525 1451 395 3 58 21 1 525 1451 396 3 59 18 1 525 1451 397 3 60 19 1 525 1451 398 3 61 19 1 525 1451 399 3 62 30 2 525 1451 400 3 63 29 1 525 1451 401 3 64 27 2 525 1451 402 3 65 25 2 525 1451 403 3 66 24 1 525 1451 404 3 67 22 1 525 1451 405 3 68 22 2 525 1451 406 3 69 20 1 525 1451 407 3 70 19 2 525 1451 408 3 71 17 2 525 1451 409 3 72 17 1 525 1451 410 3 73 15 2 525 1451 411 3 74 14 2 525 1451 412 3 75 13 1 525 1451 413 3 76 12 2 525 1451 414 3 77 12 2 525 1451 415 3 78 11 2 525 1451 416 3 79 10 2 525 1451 417 3 80 10 2 525 1451 418 3 81 9 2 525 1451 419 3 82 9 1 525 1451 420 3 83 7 2 525 1451 421 3 84 6 2 525 1451 422 3 85 4 1 525 1451 423 3 102 99 0 525 1451 424 3 103 107 1 525 1451 425 3 104 13 1 525 1451 426 3 107 155 1 525 1451 427 3 113 151 1 525 1451 428 3 600 96 1 525 1451 429 3 601 13 1 525 1451 430 3 602 15 1 525 1451 431 3 603 15 1 525 1451 432 3 604 13 1 525 1451 433 3 605 12 1 525 1451 434 3 800 130 1 525 1451 435 3 801 138 1 525 1451 436 4 2 369 1 525 1451 437 4 51 152 1 525 1451 438 4 52 132 1 525 1451 439 4 53 140 1 525 1451 440 4 54 116 1 525 1451 441 4 55 92 1 525 1451 442 4 56 2 1 525 1451 443 4 57 2 1 525 1451 444 4 58 2 1 525 1451 445 4 59 2 1 525 1451 446 4 60 2 1 525 1451 447 4 61 2 1 525 1451 448 4 62 2 1 525 1451 449 4 63 2 1 525 1451 450 4 64 2 1 525 1451 451 4 65 2 1 525 1451 452 4 66 2 1 525 1451 453 4 67 2 1 525 1451 454 4 68 2 1 525 1451 455 4 69 2 1 525 1451 456 4 70 2 1 525 1451 457 4 71 2 1 525 1451 458 4 72 2 1 525 1451 459 4 73 2 1 525 1451 460 4 74 2 1 525 1451 461 4 75 2 1 525 1451 462 4 76 2 1 525 1451 463 4 77 2 1 525 1451 464 4 78 2 1 525 1451 465 4 79 2 1 525 1451 466 4 80 2 1 525 1451 467 4 81 2 1 525 1451 468 4 82 2 1 525 1451 469 4 83 2 1 525 1451 470 4 84 2 1 525 1451 471 4 85 2 1 525 1451 472 12 102 40 0 525 1451 473 12 801 4 1 525 1451 474 13 4 863 1 525 1451 475 13 103 194 1 525 1451 476 14 4 1 1 525 1451 477 14 102 1 0 525 1451 478 14 103 1 1 525 1451 479 14 801 1 1 525 1451 480 525 1 0 481 525 0 0 482 5.01000E+3 9.92692E+0 0 0 1 0 525 2151 483 5.010000+3 1.000000+0 0 0 1 0 525 2151 484 1.000000-5 1.000000+4 0 0 0 0 525 2151 485 3.000000+0 4.129038-1 0 0 0 0 525 2151 486 525 2 0 487 525 0 0 488 5.01000E+3 9.92692E+0 0 0 0 0 525 3 1 489 0.0 0.0 0 0 1 1074 525 3 1 490 1074 2 525 3 1 491 1.00000E-5 193207.700 1.09051E-5 185015.625 1.21607E-5 175203.371 525 3 1 492 1.33221E-5 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2.51417E-5 121828.757 2.66442E-5 118343.619 525 3107 1877 2.94929E-5 112482.716 3.27499E-5 106742.614 3.51745E-5 102997.740 525 3107 1878 3.83221E-5 98676.9269 4.17709E-5 94515.2624 4.53055E-5 90753.2263 525 3107 1879 5.02833E-5 86143.7854 5.32883E-5 83679.4773 5.89856E-5 79535.3572 525 3107 1880 6.54997E-5 75476.5210 7.03489E-5 72828.5578 7.66442E-5 69773.3091 525 3107 1881 8.35419E-5 66830.6045 9.06110E-5 64170.5524 .000100566 60911.4520 525 3107 1882 .000106576 59168.9533 .000117971 56238.5752 .000131000 53368.4493 525 3107 1883 .000140698 51496.1909 .000153288 49335.9610 .000167084 47255.1161 525 3107 1884 .000181222 45374.2524 .000201133 43069.6733 .000213153 41837.5816 525 3107 1885 .000235942 39765.6433 .000261998 37736.3548 .000281395 36412.4233 525 3107 1886 .000306576 34884.8851 .000334167 33413.5939 .000362444 32083.6070 525 3107 1887 .000402266 30454.0659 .000426306 29582.8681 .000471885 28117.7948 525 3107 1888 .000523998 26682.8873 .000562792 25746.7558 .000613153 24666.6770 525 3107 1889 .000668335 23626.3465 .000724889 22685.9303 .000804532 21533.7163 525 3107 1890 .000852612 20917.7025 .000943770 19881.7662 .001047995 18867.1687 525 3107 1891 .001125583 18205.2401 .001226307 17441.5138 .001336670 16705.9153 525 3107 1892 .001449778 16040.9579 .001609065 15226.2360 .001705226 14790.6558 525 3107 1893 .001887541 14058.1623 .002095992 13340.7496 .002251166 12872.7140 525 3107 1894 .002452614 12332.6919 .002673341 11812.5565 .002899555 11342.3769 525 3107 1895 .003218129 10766.2964 .003410451 10458.3025 .003775082 9940.36331 525 3107 1896 .004191983 9433.09024 .004502332 9102.14653 .004905227 8720.30407 525 3107 1897 .005346681 8352.52228 .005799109 8020.06374 .006436256 7612.72430 525 3107 1898 .006820899 7394.94590 .007550161 7028.71686 .008383964 6670.02936 525 3107 1899 .009004663 6436.02247 .009810454 6166.02575 .010693363 5905.97123 525 3107 1900 .011598218 5670.89394 .012872514 5382.86853 .013641800 5228.87999 525 3107 1901 .015100323 4969.92390 .016767928 4716.30030 .018009326 4550.83675 525 3107 1902 .019620909 4359.92509 .021591241 4156.21713 .023372171 3994.71877 525 3107 1903 .024316988 3916.33832 .025300000 3839.49570 .027589846 3676.64438 525 3107 1904 .030766577 3481.58001 .033704840 3326.29851 .037308418 3161.50845 525 3107 1905 .041428573 3000.11486 .044495698 2894.82365 .048477441 2773.34045 525 3107 1906 .052840253 2656.33257 .057311509 2550.56443 .063608321 2420.97558 525 3107 1907 .067409678 2351.69376 .074616834 2235.18714 .082857144 2121.08184 525 3107 1908 .088991395 2046.64093 .096954882 1960.75226 .105680507 1878.02766 525 3107 1909 .114623019 1803.24957 .127216643 1711.63023 .134819357 1662.64796 525 3107 1910 .149233669 1580.27776 .165714290 1499.60529 .177982791 1446.97555 525 3107 1911 .193909764 1386.25225 .211361014 1327.76594 .229246036 1274.89782 525 3107 1912 .254433284 1210.12292 .269638713 1175.49245 .298467337 1117.25670 525 3107 1913 .331428580 1060.22124 .355965582 1023.01201 .387819527 980.080626 525 3107 1914 .422722027 938.730789 .458492073 901.353013 .508866569 855.557151 525 3107 1915 .539277427 831.073400 .596934674 789.900714 .662857159 749.576636 525 3107 1916 .711931164 723.269697 .775639053 692.917203 .845444054 663.682859 525 3107 1917 .916984147 637.256763 1.01773314 604.879079 1.07855486 587.569062 525 3107 1918 1.19386935 558.459966 1.32571432 529.950834 1.42386233 511.351822 525 3107 1919 1.55127811 489.892603 1.69088811 469.223917 1.83396829 450.540662 525 3107 1920 2.03546628 427.649632 2.15710971 415.411447 2.38773870 394.831309 525 3107 1921 2.65142863 374.675349 2.84772465 361.525843 3.10255621 346.354171 525 3107 1922 3.38177622 331.741404 3.66793658 318.532340 4.07093256 302.348377 525 3107 1923 4.31421943 293.695977 4.77547741 279.145816 5.30285728 264.895547 525 3107 1924 5.69544932 255.598844 6.20511243 244.872469 6.78549301 234.161580 525 3107 1925 7.36152886 224.809489 8.03308284 215.203475 8.68970533 206.909512 525 3107 1926 9.40000000 198.935200 10.2507727 190.479080 11.0581317 183.375360 525 3107 1927 12.1645327 174.815180 13.1751896 167.958653 14.3998217 160.639002 525 3107 1928 15.8385172 153.150129 17.2558432 146.709116 18.8000000 140.538991 525 3107 1929 20.5015454 134.565113 22.1162635 129.546647 24.3290655 123.499255 525 3107 1930 26.3503793 118.655420 28.7996436 113.484407 31.6770345 108.193847 525 3107 1931 34.5116864 103.643554 37.6000000 99.2846322 41.0030907 95.0643496 525 3107 1932 44.2325269 91.5190228 48.6581309 87.2468058 52.7007585 83.8248490 525 3107 1933 57.5992873 80.1717553 63.3540690 76.4342067 69.0233728 73.2196243 525 3107 1934 75.2000000 70.1402371 81.9788869 67.1700014 91.3797749 63.6119496 525 3107 1935 100.071628 60.7793228 110.727639 57.7730047 122.906371 54.8284020 525 3107 1936 131.969409 52.9072409 143.731491 50.6904958 159.890387 48.0493976 525 3107 1937 169.077984 46.7182622 186.444810 44.4768952 206.224619 42.2780541 525 3107 1938 220.900894 40.8415026 239.897560 39.1819258 260.739010 37.5739816 525 3107 1939 289.648327 35.6377872 318.397416 33.9806664 350.000000 32.4006000 525 3107 1940 372.695511 31.3902677 409.527752 29.9335323 450.000000 28.5444000 525 3107 1941 497.493719 27.1351630 550.000000 25.7955000 597.913037 24.7347398 525 3107 1942 650.000000 23.7176000 723.642941 22.4678684 798.436071 21.3788477 525 3107 1943 873.967223 20.4220780 950.000100 19.5736000 1005.81846 19.0163047 525 3107 1944 1111.50780 18.0789460 1232.14397 17.1606628 1321.81933 16.5614494 525 3107 1945 1438.08605 15.8699473 1598.90387 15.0396961 1690.77984 14.6191946 525 3107 1946 1864.44810 13.9114089 2062.24619 13.2173769 2209.00894 12.7641323 525 3107 1947 2398.97560 12.2407074 2607.39010 11.7338870 2806.54184 11.3035668 525 3107 1948 3036.82859 10.8600063 3338.24948 10.3506487 3611.69529 9.94481370 525 3107 1949 3906.77815 9.55536952 4292.87186 9.10811465 4731.51322 8.66799771 525 3107 1950 5230.88468 8.23603881 5734.56337 7.85940051 6234.12764 7.53237435 525 3107 1951 6736.74848 7.24070408 7236.42869 6.98782157 7500.00000 6.85547200 525 3107 1952 7984.35971 6.64495949 8238.14649 6.53564049 8739.67123 6.34562137 525 3107 1953 8986.10038 6.25303040 9500.00000 6.08210680 9775.10845 5.99120596 525 3107 1954 10058.1837 5.90793243 10573.4332 5.75748021 11115.0773 5.61681894 525 3107 1955 11539.4427 5.50765484 12321.4392 5.33068470 12672.5992 5.25185228 525 3107 1956 13218.1930 5.14384943 13787.2763 5.03201194 14380.8604 4.92845951 525 3107 1957 15000.0000 4.82131896 15549.2198 4.73827220 16559.1847 4.58685127 525 3107 1958 17011.8661 4.52648004 17714.1968 4.43356593 18445.5231 4.34643086 525 3107 1959 19207.0420 4.25637986 20000.0000 4.17335319 20932.7028 4.07659430 525 3107 1960 21908.9023 3.98752815 22930.6270 3.89508293 24000.0000 3.80930342 525 3107 1961 24678.8543 3.75538017 26461.1901 3.62835444 28770.7132 3.48176059 525 3107 1962 30000.0000 3.41070000 33200.4576 3.24889090 36858.9193 3.09006455 525 3107 1963 39581.8546 2.98643681 41311.2431 2.92743435 43116.1912 2.86637625 525 3107 1964 45000.0000 2.80810000 49749.3719 2.68143862 55000.0000 2.56050000 525 3107 1965 59791.3037 2.46742327 62341.2764 2.42327394 65000.0000 2.37750000 525 3107 1966 72364.2869 2.27020871 75000.0000 2.23725722 79843.5971 2.17762319 525 3107 1967 85000.0000 2.12120000 95000.0000 2.02750000 100000.000 1.98662877 525 3107 1968 104663.514 1.94890446 114653.135 1.87851878 120000.000 1.84459105 525 3107 1969 132305.951 1.76787966 143853.566 1.70514308 150000.000 1.67320645 525 3107 1970 154767.823 1.64855381 174928.557 1.54853699 200000.000 1.43150433 525 3107 1971 204939.015 1.40825820 224944.438 1.31943747 230000.000 1.29868780 525 3107 1972 247487.373 1.22657586 270000.000 1.14086000 280000.000 1.10578479 525 3107 1973 294869.904 1.05386621 300000.000 1.03770853 309838.668 1.00716353 525 3107 1974 320000.000 .978050000 340000.000 .927990000 360000.000 .889260000 525 3107 1975 380000.000 .863020000 400000.000 .849040000 420000.000 .845280000 525 3107 1976 440000.000 .846420000 460000.000 .843810000 480000.000 .828700000 525 3107 1977 500000.000 .797180000 520000.000 .752050000 534929.016 .712582268 525 3107 1978 540000.000 .699410838 554931.605 .659664233 574934.013 .608713051 525 3107 1979 580000.000 .596607111 589915.248 .573369232 600000.000 .551356999 525 3107 1980 606033.336 .538658604 621383.436 .508786846 624499.800 .503107899 525 3107 1981 635530.671 .483464481 650000.000 .459260000 662154.794 .441726569 525 3107 1982 674536.878 .424964073 680814.480 .416614313 700000.000 .392970000 525 3107 1983 721451.183 .370823807 737174.761 .355772957 740360.362 .352765771 525 3107 1984 750000.000 .344130000 774596.669 .325141556 800000.000 .307150000 525 3107 1985 824621.125 .292449433 850000.000 .278470000 874642.784 .266875718 525 3107 1986 900000.000 .255820000 924662.100 .246549072 950000.000 .237690000 525 3107 1987 987258.545 .226594384 1000000.00 .223056000 1037270.38 .216169618 525 3107 1988 1050000.00 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2350000.00 .293852000 525 3107 2001 2400000.00 .284960600 2450000.00 .281164300 2500000.00 .287857800 525 3107 2002 2550000.00 .303399500 2600000.00 .320000000 2700000.00 .351834300 525 3107 2003 2737413.86 .373849094 2750000.00 .381589200 2800000.00 .400000000 525 3107 2004 2850000.00 .384750900 2900000.00 .365211777 2924893.16 .355876333 525 3107 2005 2950000.00 .346845173 3000000.00 .329915315 3050000.00 .315559308 525 3107 2006 3100000.00 .303267770 3150000.00 .291201750 3200000.00 .282000000 525 3107 2007 3300000.00 .282181390 3400000.00 .295905200 3548923.23 .321152170 525 3107 2008 3700000.00 .347357000 3800000.00 .365000000 4000000.00 .350000000 525 3107 2009 4200000.00 .274547900 4300000.00 .260816400 4400000.00 .245000000 525 3107 2010 4600000.00 .200000000 4800000.00 .171293000 5000000.00 .147800000 525 3107 2011 5200000.00 .131845150 5400000.00 .116127760 5500000.00 .112463880 525 3107 2012 5600000.00 .112100000 5800000.00 .114733333 6200000.00 .118169620 525 3107 2013 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