JENDL-3.3 Cr- 52 0 0 0 0 2.405200+4 5.149430+1 1 0 0 32431 1451 1 0.000000+0 0.000000+0 0 0 0 62431 1451 2 1.000000+0 2.000000+7 3 0 10 32431 1451 3 0.000000+0 0.000000+0 0 0 266 1202431 1451 4 24-CR- 52 NEDAC EVAL-MAR87 T.ASAMI(NEDAC) 2431 1451 5 DIST-MAR02 REV3-FEB02 20020214 2431 1451 6 ----JENDL-3.3 MATERIAL 2431 2431 1451 7 -----INCIDENT NEUTRON DATA 2431 1451 8 ------ENDF-6 FORMAT 2431 1451 9 2431 1451 10 HISTORY 2431 1451 11 87-03 New evaluation was made by T.Asami. 2431 1451 12 88-12 mf/mt=3/107 modified. 2431 1451 13 93-09 JENDL-3.2. 2431 1451 14 Compiled by T.Nakagawa (ndc/jaeri) 2431 1451 15 00-03 Reevaluation was made by T.Asami. 2431 1451 16 02-01 Compiled and modified by K.Shibata (ndc/jaeri) 2431 1451 17 2431 1451 18 ***** modified parts for JENDL-3.3 ******************** 2431 1451 19 (2,151) revised 2431 1451 20 (3,1) background cross section adpted below 2431 1451 21 855 keV 2431 1451 22 (3,2) re-calculated 2431 1451 23 (3,16,22,28,102,107) revised 2431 1451 24 (3,104,105,106,111,203,207) evaluated newly 2431 1451 25 (3,251) deleted 2431 1451 26 (4,2) transformation matrix deleted 2431 1451 27 (4,16,22,28,91) deleted 2431 1451 28 (5,16,22,28,91) deleted 2431 1451 29 (6,16,22,28,91) taken from JENDL fusion file 2431 1451 30 (6,203, 207) taken from JENDL fusion file 2431 1451 31 (12,16-107) evaluated newly 2431 1451 32 (14,16-107) isotropic distribution 2431 1451 33 (15,16-107) evaluated newly 2431 1451 34 (33,1-107) taken from JENDL-3.2 covariance file 2431 1451 35 (34,2) taken from JENDL-3.2 covariance file 2431 1451 36 *********************************************************** 2431 1451 37 02-02 Covariances for mf/mt=3/16 were estimated by T. Asami. 2431 1451 38 2431 1451 39 2431 1451 40 2431 1451 41 mf=1 General information 2431 1451 42 mt=451 Descriptive data and dictionary 2431 1451 43 2431 1451 44 mf=2 Resonance parameters 2431 1451 45 mt=151 Resolved resonance parameters 2431 1451 46 Resolved parameters for Reich-Moore formula were given in the 2431 1451 47 energy region from 1.0e-5 eV to 855 keV. Evaluated mainly based2431 1451 48 Allen+77/6/, Kenny+77/7/, Agrawal+84/8/, Brusegan+86/9/ and 2431 1451 49 Rohr+89/10/ 2431 1451 50 Effective scattering radius = 5.2 fm /10/ 2431 1451 51 2431 1451 52 calculated 2200 m/s cross sections and resonance integral 2431 1451 53 2200 m/s cross section(b) res. integral(b) 2431 1451 54 elastic 3.03 2431 1451 55 capture 0.78 0.47 2431 1451 56 total 3.80 2431 1451 57 2431 1451 58 mf=3 Neutron cross sections 2431 1451 59 Below 855 keV, background cross section was given. 2431 1451 60 Above 855 keV, the total and partial cross sections were given2431 1451 61 pointwise. 2431 1451 62 2431 1451 63 mt=1 Total 2431 1451 64 Below 855 keV, given by the resonance parameters and the back-2431 1451 65 ground cross section determined so as to reproduce the experi-2431 1451 66 mental data of elemental Cr. 2431 1451 67 Above 855 keV, optical and statistical model calculation was 2431 1451 68 made with the casthy code/11/. 2431 1451 69 The optical potential parameters used are 2431 1451 70 V = 46.78 - 0.262*En, Vso = 7.0 (MeV) 2431 1451 71 Ws = 4.87 + 0.352*En, Wv = 0 (MeV) 2431 1451 72 r = 1.30, rs = 1.40, rso = 1.30 (fm) 2431 1451 73 a = 0.55, b = 0.40, aso = 0.48 (fm) 2431 1451 74 Surface imaginary part is in derivative Woods-Saxon form. 2431 1451 75 2431 1451 76 mt=2 Elastic scattering 2431 1451 77 Obtained by subtracting the sum of the partial cross sections 2431 1451 78 from the total cross section. 2431 1451 79 2431 1451 80 mt=4, 51-62, 91 Inelastic scattering 2431 1451 81 Calculated with the casthy code/11/, taking account of the 2431 1451 82 contribution from the competing processes and using the 2431 1451 83 discrete level data/3/ shown below. The contributions from 2431 1451 84 the direct process for the levels marked with '*' were 2431 1451 85 calculated with the dwuck code/12/. The deformation parameters2431 1451 86 used in the calculation were assumed based on a weak coupling 2431 1451 87 model. 2431 1451 88 2431 1451 89 level energy(MeV) spin-parity 2431 1451 90 g.s. 0.0 0+ 2431 1451 91 1 1.4341 2+ * 2431 1451 92 2 2.3696 4+ * 2431 1451 93 3 2.6470 0+ 2431 1451 94 4 2.7677 4+ 2431 1451 95 5 2.9648 2+ * 2431 1451 96 6 3.1138 6+ * 2431 1451 97 7 3.1617 2+ * 2431 1451 98 8 3.4152 4+ 2431 1451 99 9 3.4722 3+ 2431 1451 100 10 3.6158 5+ 2431 1451 101 11 3.7000 2+ 2431 1451 102 12 3.7717 2+ 2431 1451 103 Levels above 3.8 MeV were assumed to be overlapping. 2431 1451 104 2431 1451 105 2431 1451 106 The data of mt=51 and 52 were modified by considering experi- 2431 1451 107 mental data. The total inelastic scattering cross section 2431 1451 108 (mt=4) is the sum of mt's from 51 to 91. 2431 1451 109 (n,n') continuum cross section (mt=91) in the whole energy 2431 1451 110 region and its spectra were taken from the sincros-ii/2/ cal- 2431 1451 111 culation. Several discrete level scattering cross sections 2431 1451 112 (mt=63, 64, 65, 66) and their angular distribution were delet-2431 1451 113 ed because they were included in the new continuum inelastic 2431 1451 114 scattering cross section(mt=91) taken from the sincros-ii 2431 1451 115 calculation. The threshold of mt=91 was changed from 4.65 MeV2431 1451 116 to 3.8 MeV. 2431 1451 117 Optical-model, level density and other parameters used in the2431 1451 118 sincros-ii calculation are described in ref./2/. 2431 1451 119 Level schemes were determined on the basis of ENSDF/3/. 2431 1451 120 2431 1451 121 mt=16 (n,2n) 2431 1451 122 Calculated with the egnash code/2/ to reproduce the experi- 2431 1451 123 mental data of Wenusch+62/13/, Molla+83/14/,Ribansky+85 /15/, 2431 1451 124 Qaim72/16/, Sailer+77/17/, Ikeda+88/18/, Liskien+89/19/ and 2431 1451 125 Wagner+89/20/ 2431 1451 126 2431 1451 127 mt=22 (n,na) 2431 1451 128 Obtained from from the sincros-ii calculation made with the 2431 1451 129 with the egnash code/2/. 2431 1451 130 2431 1451 131 mt=28 (n,np) 2431 1451 132 Obtained from from the sincros-ii calculation made with the 2431 1451 133 with the egnash code/2/. 2431 1451 134 2431 1451 135 mt=102 capture 2431 1451 136 Below 855 keV, created from the resonance parameters. 2431 1451 137 Above 855 keV,calculated with the casthy code/11/ and normali-2431 1451 138 zed to 28.5 mb at 50 keV so as to reproduce the element data 2431 1451 139 of 10 mb, and added the semidirect component calculated with 2431 1451 140 the quick gnash code/28,29/. 2431 1451 141 2431 1451 142 mt=103 (n,p) 2431 1451 143 Calculated with the gnash code/2/ and normalized at 14.8 MeV 2431 1451 144 to the recommended value of Forrest/22/. 2431 1451 145 2431 1451 146 mt=104 (n,d) 2431 1451 147 Obtained from from the sincros-ii calculation made with the 2431 1451 148 the egnash code/2/. 2431 1451 149 2431 1451 150 mt=105 (n,t) 2431 1451 151 Obtained from from the sincros-ii calculation made with the 2431 1451 152 the egnash code/2/. 2431 1451 153 2431 1451 154 mt=107 (n,a) 2431 1451 155 Calculated with the egnash code/2/ to reproduce the experi- 2431 1451 156 mental data at 14.8 MeV/23,24/. 2431 1451 157 2431 1451 158 mt=106, 111 (n,He-3), (n,2p) 2431 1451 159 obtained from from the sincros-ii calculation made with the 2431 1451 160 the egnash code/2/. 2431 1451 161 2431 1451 162 mf=4 Angular distributions of secondary neutrons 2431 1451 163 mt=2 Elastic scattering 2431 1451 164 Calculated with the casthy code/11/. 2431 1451 165 mt=51-62 Inelastic scattering 2431 1451 166 Calculated with the casthy code/11/ and the dwuck code/12/. 2431 1451 167 2431 1451 168 mf=6 Energy-angle distributions of secondary neutrons 2431 1451 169 mt=16, 22, 28, 91 2431 1451 170 The data were created by f15tob program/1/.Modified Kumabe's 2431 1451 171 systematics/26/ was used. The precompound/compound ratio was 2431 1451 172 taken from the sincros-ii calculation/2/, based on modified 2431 1451 173 Kumabe's systematics/1/. 2431 1451 174 mt=203, 207 2431 1451 175 Based on Kalbach's systematics/26/. 2431 1451 176 2431 1451 177 mf=12 Photon production multiplicities and transition probability2431 1451 178 arrays 2431 1451 179 mt=16, 22, 28, 51-62, 91,103, 104, 107 2431 1451 180 mt=51-16 were given as the transition probability arrays. 2431 1451 181 mt=16, 22, 28, 91, 102, 103, 104, 107 were calculated with 2431 1451 182 the egnash code/2/ and processed by the gamfil2 code/25/. 2431 1451 183 mt=102 was calculated with the casthy code/11/. 2431 1451 184 2431 1451 185 mf=14 Photon angular distributions 2431 1451 186 mt=16, 22, 28, 51-62, 91, 102, 103, 104, 107 2431 1451 187 Assumed to be isotropic distributions 2431 1451 188 2431 1451 189 mf=15 Continuous photon energy spectra 2431 1451 190 mt=16, 22, 28, 91, 103, 104, 107 2431 1451 191 Calculated with the egnash code/2/. 2431 1451 192 mt=102 2431 1451 193 Calculated with the casthy code/11/. the spectra at 31 to 2431 1451 194 545 keV were modified based on the experimental data of 2431 1451 195 Igashira/27/. 2431 1451 196 2431 1451 197 mf=33 Covariances of cross sections (ref.30) 2431 1451 198 mt=1 2431 1451 199 Based on experimental data. A chi-value was 6.2. 2431 1451 200 mt=2 2431 1451 201 Constructed from mt=1, 16, 22, 28, 51-91, 102, 103, and 107. 2431 1451 202 mt=4 2431 1451 203 Constructed from mt=51-62,91. 2431 1451 204 mt=16 2431 1451 205 Based on experimental data. A chi-value was 2.122. 2431 1451 206 The analysis was done by T. Asami /31/. 2431 1451 207 mt=22 2431 1451 208 The covariances were obtained by using kalman. A chi-value 2431 1451 209 was 1.84. 2431 1451 210 mt=28 2431 1451 211 The covariances were obtained by using kalman. A chi-value 2431 1451 212 was 1.84. 2431 1451 213 mt=51-62,91 2431 1451 214 The covariances were obtained by using kalman. A chi-value 2431 1451 215 was 12.1. 2431 1451 216 mt=102 2431 1451 217 The covariances were obtained by using kalman. A chi-value 2431 1451 218 was 0.8. 2431 1451 219 mt=103 2431 1451 220 The covariances were obtained by using kalman. A chi-value 2431 1451 221 was 1.84. 2431 1451 222 mt=107 2431 1451 223 The covariances were obtained by using kalman. A chi-value 2431 1451 224 was 1.84. 2431 1451 225 2431 1451 226 mf=34 Covariances of angular distributions (ref.30) 2431 1451 227 mt=2 2431 1451 228 The covariances of p1 coefficients were obtained by using 2431 1451 229 kalman. a chi-value was 1.4 2431 1451 230 2431 1451 231 2431 1451 232 References 2431 1451 233 1) Chiba S. et al.: JAERI-M 92-027, p.35 (1992). 2431 1451 234 2) Yamamuro N.: JAERI-M 90-006 (1990). 2431 1451 235 3) ENSDF: Evaluated Nuclear Structure Data File, BNL/NNDC. 2431 1451 236 4) Stiegliz R.G. et al.: Nucl. Phys. A163, 592 (1971). 2431 1451 237 5) Beer H. and Spencer R.P.: KfK-2063 (1974), also Nucl. Phys. 2431 1451 238 A240, 29 (1975). 2431 1451 239 6) Allen B.J. and Musgrove A.R.de L.: Neutron Data of Structural 2431 1451 240 Materials for FBR, 1977 Geel meeting, p.447, Pergamon Press 2431 1451 241 (1979). 2431 1451 242 7) Kenny M.J. et al.: AAEC/E-400 (1977). 2431 1451 243 8) Agrawal H.M. et al.: Phys. Rev. C30, 1880 (1984). 2431 1451 244 9) Brusegan A. et al.: 85 Santa Fe Vol.1 p.633 (1986). 2431 1451 245 10) Mughabghab S.F. et al.: "Neutron Cross Sections", Vol.1, 2431 1451 246 Part A (1981). 2431 1451 247 11) Igarasi S. and Fukafori T.: JAERI 1321 (1991). 2431 1451 248 12) Kunz P.D.: unpublished. 2431 1451 249 13) Wenusch R. et al.: OSA 99, 1 (1962). 2431 1451 250 14) Molla N.T. et al.: INDC(BAN)-002,1 (1983). 2431 1451 251 15) Ribansky I. et al.: ANE 12, 577 (1985). 2431 1451 252 16) Qaim S.M.: Nucl. Phys. A185, 614 (1972). 2431 1451 253 17) Sailer K. et al.: 1977 Kiev Conf. Vol.1, 246 (1977). 2431 1451 254 18) Ikeda Y. et al.: JAERI-1312 (1988). 2431 1451 255 19) Liskien H. et al.: EXFOR data (1989). 2431 1451 256 20) Wagner M. et al. : ANE 16,623 (1989). 2431 1451 257 21) Young P.G. and Arthur E.D.: LA-6947 (1977). 2431 1451 258 22) Forrest R.A.: AERE-R-12419 (1986). 2431 1451 259 23) Grimes S.M. et al.: Phys. Rev. C19, 2127 (1979). 2431 1451 260 24) Dolja G.D. et al.: 1973 Kiev Conf. Vol.3, 131 (1973). 2431 1451 261 25) Hida K.: JAERI-M 86-150 (1986) (in Japanese). 2431 1451 262 26) Kalbach C. : Phys. Rev. C37, 2350(1988). 2431 1451 263 27) Igashira M. et al.: Private communication (1999) . 2431 1451 264 28) Young P.G. et al. : LA-12343-MS (1992). 2431 1451 265 29) Koning A.J. and Delaroche J.P. : ECN-RX-98-015 (1998). 2431 1451 266 30) Shibata K. and Oh S.Y.: JAERI-Research 2000-007 (2000). 2431 1451 267 31) Asami T.: Private communication (2002). 2431 1451 268 2431 1451 269 2431 1451 270 1 451 390 32431 1451 271 2 151 210 32431 1451 272 3 1 553 32431 1451 273 3 2 553 32431 1451 274 3 4 28 22431 1451 275 3 16 6 32431 1451 276 3 22 7 32431 1451 277 3 28 7 32431 1451 278 3 51 18 12431 1451 279 3 52 15 12431 1451 280 3 53 14 12431 1451 281 3 54 15 12431 1451 282 3 55 15 12431 1451 283 3 56 14 12431 1451 284 3 57 15 12431 1451 285 3 58 13 12431 1451 286 3 59 13 12431 1451 287 3 60 12 12431 1451 288 3 61 12 12431 1451 289 3 62 12 12431 1451 290 3 91 9 22431 1451 291 3 102 20 32431 1451 292 3 103 11 12431 1451 293 3 104 8 32431 1451 294 3 105 6 32431 1451 295 3 106 7 32431 1451 296 3 107 10 32431 1451 297 3 111 6 32431 1451 298 3 203 12 32431 1451 299 3 207 10 32431 1451 300 4 2 170 32431 1451 301 4 51 196 12431 1451 302 4 52 186 12431 1451 303 4 53 114 12431 1451 304 4 54 110 12431 1451 305 4 55 166 12431 1451 306 4 56 161 12431 1451 307 4 57 156 12431 1451 308 4 58 91 12431 1451 309 4 59 89 12431 1451 310 4 60 87 12431 1451 311 4 61 85 12431 1451 312 4 62 83 12431 1451 313 6 16 370 32431 1451 314 6 22 420 32431 1451 315 6 28 422 32431 1451 316 6 91 594 32431 1451 317 6 203 178 32431 1451 318 6 207 195 32431 1451 319 12 16 6 32431 1451 320 12 22 7 32431 1451 321 12 28 7 32431 1451 322 12 51 3 32431 1451 323 12 52 3 32431 1451 324 12 53 3 32431 1451 325 12 54 3 32431 1451 326 12 55 3 32431 1451 327 12 56 3 32431 1451 328 12 57 3 32431 1451 329 12 58 3 32431 1451 330 12 59 3 32431 1451 331 12 60 3 32431 1451 332 12 61 3 32431 1451 333 12 62 3 32431 1451 334 12 91 9 32431 1451 335 12 102 7 32431 1451 336 12 103 10 32431 1451 337 12 104 8 32431 1451 338 12 107 9 32431 1451 339 14 16 1 32431 1451 340 14 22 1 32431 1451 341 14 28 1 32431 1451 342 14 51 1 32431 1451 343 14 52 1 32431 1451 344 14 53 1 32431 1451 345 14 54 1 32431 1451 346 14 55 1 32431 1451 347 14 56 1 32431 1451 348 14 57 1 32431 1451 349 14 58 1 32431 1451 350 14 59 1 32431 1451 351 14 60 1 32431 1451 352 14 61 1 32431 1451 353 14 62 1 32431 1451 354 14 91 1 32431 1451 355 14 102 1 32431 1451 356 14 103 1 32431 1451 357 14 104 1 32431 1451 358 14 107 1 32431 1451 359 15 16 72 32431 1451 360 15 22 83 32431 1451 361 15 28 120 32431 1451 362 15 91 354 32431 1451 363 15 102 223 32431 1451 364 15 103 251 32431 1451 365 15 104 127 32431 1451 366 15 107 273 32431 1451 367 33 1 161 32431 1451 368 33 2 13 32431 1451 369 33 4 11 32431 1451 370 33 16 14 32431 1451 371 33 22 16 32431 1451 372 33 28 16 32431 1451 373 33 51 46 32431 1451 374 33 52 42 32431 1451 375 33 53 42 32431 1451 376 33 54 42 32431 1451 377 33 55 38 32431 1451 378 33 56 38 32431 1451 379 33 57 38 32431 1451 380 33 58 38 32431 1451 381 33 59 38 32431 1451 382 33 60 38 32431 1451 383 33 61 38 32431 1451 384 33 62 38 32431 1451 385 33 91 38 32431 1451 386 33 102 53 32431 1451 387 33 103 38 32431 1451 388 33 107 42 32431 1451 389 34 2 77 32431 1451 390 2431 1 099999 2431 0 0 0 2.405200+4 5.149430+1 0 0 1 02431 2151 1 2.405200+4 1.000000+0 0 0 1 02431 2151 2 1.000000-5 8.550000+5 1 3 0 02431 2151 3 0.000000+0 5.200000-1 0 0 3 32431 2151 4 5.105190+1 0.000000+0 0 0 174 292431 2151 5 -8.000000+5 5.000000-1 7.800000+5 2.000000+0 0.000000+0 0.000000+02431 2151 6 -6.870000+3 5.000000-1 4.100000+1 1.590000+1 0.000000+0 0.000000+02431 2151 7 3.168000+4 5.000000-1 1.850000+1 2.400000-1 0.000000+0 0.000000+02431 2151 8 5.030000+4 5.000000-1 1.620000+3 4.900000-1 0.000000+0 0.000000+02431 2151 9 9.682990+4 5.000000-1 5.610000+3 5.200000+0 0.000000+0 0.000000+02431 2151 10 1.219200+5 5.000000-1 5.500000+2 1.000000+0 0.000000+0 0.000000+02431 2151 11 1.402000+5 5.000000-1 5.000000+3 8.000000-1 0.000000+0 0.000000+02431 2151 12 2.651300+5 5.000000-1 1.980000+2 2.100000-1 0.000000+0 0.000000+02431 2151 13 3.256000+5 5.000000-1 1.000000+4 3.700000-1 0.000000+0 0.000000+02431 2151 14 3.665000+5 5.000000-1 5.420000+3 1.190000+0 0.000000+0 0.000000+02431 2151 15 4.000300+5 5.000000-1 2.100000+4 6.000000-1 0.000000+0 0.000000+02431 2151 16 4.223500+5 5.000000-1 3.000000+3 6.000000-1 0.000000+0 0.000000+02431 2151 17 4.610000+5 5.000000-1 1.500000+4 6.000000-1 0.000000+0 0.000000+02431 2151 18 4.936400+5 5.000000-1 1.960000+2 6.000000-1 0.000000+0 0.000000+02431 2151 19 5.330600+5 5.000000-1 5.200000+3 6.000000-1 0.000000+0 0.000000+02431 2151 20 6.120000+5 5.000000-1 1.561000+4 6.000000-1 0.000000+0 0.000000+02431 2151 21 7.400000+5 5.000000-1 2.858000+4 6.000000-1 0.000000+0 0.000000+02431 2151 22 7.718900+5 5.000000-1 4.526000+3 6.000000-1 0.000000+0 0.000000+02431 2151 23 7.933000+5 5.000000-1 1.895000+4 6.000000-1 0.000000+0 0.000000+02431 2151 24 8.412000+5 5.000000-1 1.520000+3 6.000000-1 0.000000+0 0.000000+02431 2151 25 8.688500+5 5.000000-1 2.000000+3 6.000000-1 0.000000+0 0.000000+02431 2151 26 8.880000+5 5.000000-1 7.000000+2 6.000000-1 0.000000+0 0.000000+02431 2151 27 9.177500+5 5.000000-1 5.000000+3 6.000000-1 0.000000+0 0.000000+02431 2151 28 9.526000+5 5.000000-1 2.340000+4 6.000000-1 0.000000+0 0.000000+02431 2151 29 9.864300+5 5.000000-1 2.000000+3 6.000000-1 0.000000+0 0.000000+02431 2151 30 1.045200+6 5.000000-1 2.500000+5 6.000000-1 0.000000+0 0.000000+02431 2151 31 1.067000+6 5.000000-1 6.000000+3 6.000000-1 0.000000+0 0.000000+02431 2151 32 1.200000+6 5.000000-1 2.000000+5 6.000000-1 0.000000+0 0.000000+02431 2151 33 1.500000+6 5.000000-1 1.300000+5 6.000000-1 0.000000+0 0.000000+02431 2151 34 5.105190+1 0.000000+0 1 0 606 1012431 2151 35 1.627000+3 1.500000+0 3.100000-2 6.700000-1 0.000000+0 0.000000+02431 2151 36 5.270000+3 1.500000+0 6.500000-3 3.000000-1 0.000000+0 0.000000+02431 2151 37 1.940000+4 1.500000+0 1.000000-2 6.000000-2 0.000000+0 0.000000+02431 2151 38 2.298000+4 1.500000+0 3.500000+0 2.850000-1 0.000000+0 0.000000+02431 2151 39 2.763000+4 5.000000-1 1.600000+0 9.100000-1 0.000000+0 0.000000+02431 2151 40 3.396000+4 1.500000+0 3.000000+0 1.500000-1 0.000000+0 0.000000+02431 2151 41 3.436000+4 5.000000-1 6.000000+0 1.900000-1 0.000000+0 0.000000+02431 2151 42 4.800000+4 5.000000-1 5.000000+0 3.300000-1 0.000000+0 0.000000+02431 2151 43 4.831000+4 1.500000+0 5.500000+0 2.050000-1 0.000000+0 0.000000+02431 2151 44 5.778000+4 5.000000-1 8.700000+1 6.700000-1 0.000000+0 0.000000+02431 2151 45 6.822990+4 5.000000-1 4.100000-1 1.700000-1 0.000000+0 0.000000+02431 2151 46 7.888990+4 1.500000+0 4.610000-1 1.900000-1 0.000000+0 0.000000+02431 2151 47 9.496990+4 1.500000+0 5.000000+1 1.950000-1 0.000000+0 0.000000+02431 2151 48 1.064500+5 1.500000+0 2.050000+1 6.450000-1 0.000000+0 0.000000+02431 2151 49 1.229100+5 5.000000-1 8.000000+0 1.770000+0 0.000000+0 0.000000+02431 2151 50 1.306500+5 1.500000+0 1.250000+2 9.100000-1 0.000000+0 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