JENDL-5 Yb-176 0 0 0 0 7.017600+4 1.744311+2 1 0 6 17049 1451 1 0.000000+0 0.000000+0 0 0 0 67049 1451 2 1.000000+0 2.000000+7 0 0 10 57049 1451 3 0.000000+0 0.000000+0 0 0 249 767049 1451 4 70-Yb-176 JAEA EVAL-FEB10 S.Kunieda, A.Ichihara, K.Shibata+7049 1451 5 DIST-DEC21 20100222 7049 1451 6 ----JENDL-5 MATERIAL 7049 7049 1451 7 -----INCIDENT NEUTRON DATA 7049 1451 8 ------ENDF-6 FORMAT 7049 1451 9 7049 1451 10 History 7049 1451 11 10-02 New evaluation was done (compiled by S. Kunieda). 7049 1451 12 21-11 revised by O.Iwamoto 7049 1451 13 (MF8/MT4,16,17,22,28,32,102-107) added 7049 1451 14 7049 1451 15 MF= 1 General information 7049 1451 16 7049 1451 17 MT=451 Descriptive data and directory 7049 1451 18 7049 1451 19 7049 1451 20 MF= 2 Resonance parameters 7049 1451 21 7049 1451 22 MT=151 Resolved and unresolved resonance parameters 7049 1451 23 7049 1451 24 - Resolved resonance region: below 5.0 keV 7049 1451 25 The parameters (MLBW formula) were taken from the 7049 1451 26 compilation of Mughabghab /1/. 7049 1451 27 7049 1451 28 - Unresolved resonance region: 5.0 keV - 250 keV 7049 1451 29 The parameters were obtained by fitting to the total and 7049 1451 30 capture cross sections calculated by the POD code /2/. 7049 1451 31 The ASREP code /3/ was employed in this evaluation. 7049 1451 32 The unresolved parameters should be used only for 7049 1451 33 self-shielding calculation. 7049 1451 34 7049 1451 35 Thermal cross sections & resonance integrals at 300 K 7049 1451 36 ---------------------------------------------------------- 7049 1451 37 0.0253 eV res. integ. (*) 7049 1451 38 (barns) (barns) 7049 1451 39 ---------------------------------------------------------- 7049 1451 40 Total 1.16948E+01 7049 1451 41 Elastic 8.87143E+00 7049 1451 42 n,gamma 2.82339E+00 6.97643E+00 7049 1451 43 ---------------------------------------------------------- 7049 1451 44 (*) Integrated from 0.5 eV to 10 MeV. 7049 1451 45 7049 1451 46 7049 1451 47 MF= 3 Neutron cross sections 7049 1451 48 7049 1451 49 MT= 1 Total cross section 7049 1451 50 Sum of partial cross sections. 7049 1451 51 7049 1451 52 MT= 2 Elastic scattering cross section 7049 1451 53 The OPTMAN /4/ & POD calculations /2/. 7049 1451 54 7049 1451 55 MT= 3 Non-elastic cross section 7049 1451 56 Sum of partial non-elastic cross sections. 7049 1451 57 7049 1451 58 MT= 4,51-91 (n,n') cross section 7049 1451 59 The OPTMAN /4/ & POD calculations /2/. 7049 1451 60 7049 1451 61 MT= 16 (n,2n) cross section 7049 1451 62 MT= 17 (n,3n) cross section 7049 1451 63 MT= 22 (n,na) cross section 7049 1451 64 MT= 28 (n,np) cross section 7049 1451 65 MT= 32 (n,nd) cross section 7049 1451 66 Calculated by the POD code /2/. 7049 1451 67 7049 1451 68 MT=102 Capture cross section 7049 1451 69 Calculated by the POD code /2/. Gamma-ray strength 7049 1451 70 function was normalized to fit the experimental cross 7049 1451 71 sections measured by Wisshak et al /5/. 7049 1451 72 7049 1451 73 MT=103 (n,p) cross section 7049 1451 74 MT=104 (n,d) cross section 7049 1451 75 MT=105 (n,t) cross section 7049 1451 76 MT=106 (n,He3) cross section 7049 1451 77 MT=107 (n,a) cross section 7049 1451 78 Calculated by the POD code /2/. 7049 1451 79 7049 1451 80 MT=203 (n,xp) cross section 7049 1451 81 Sum of (n,np) and (n,p) 7049 1451 82 7049 1451 83 MT=204 (n,xd) cross section 7049 1451 84 Sum of (n,nd) and (n,d) 7049 1451 85 7049 1451 86 MT=205 (n,xt) cross section 7049 1451 87 MT=206 (n,xHe3) cross section 7049 1451 88 Calculated by the POD code /2/. 7049 1451 89 7049 1451 90 MT=207 (n,xa) cross section 7049 1451 91 Sum of (n,na) and (n,a) 7049 1451 92 7049 1451 93 7049 1451 94 MF= 4 Angular distributions of emitted neutrons 7049 1451 95 7049 1451 96 MT= 2 Elastic scattering 7049 1451 97 The OPTMAN /4/ & POD calculations /2/. 7049 1451 98 7049 1451 99 7049 1451 100 MF= 6 Energy-angle distributions of emitted particles 7049 1451 101 7049 1451 102 MT= 16 (n,2n) reaction 7049 1451 103 MT= 17 (n,3n) reaction 7049 1451 104 MT= 22 (n,na) reaction 7049 1451 105 MT= 28 (n,np) reaction 7049 1451 106 MT= 32 (n,nd) reaction 7049 1451 107 Neutron spectra calculated by the POD code /2/. 7049 1451 108 7049 1451 109 MT= 51-90 (n,n') reaction 7049 1451 110 Neutron angular distributions calculated by 7049 1451 111 OPTMAN /4/ & POD /2/. 7049 1451 112 7049 1451 113 MT= 91 (n,n') reaction 7049 1451 114 Neutron spectra calculated by the POD code /2/. 7049 1451 115 7049 1451 116 MT= 203 (n,xp) reaction 7049 1451 117 MT= 204 (n,xd) reaction 7049 1451 118 MT= 205 (n,xt) reaction 7049 1451 119 MT= 206 (n,xHe3) reaction 7049 1451 120 MT= 207 (n,xa) reaction 7049 1451 121 Light-ion spectra calculated by the POD code /6/. 7049 1451 122 7049 1451 123 7049 1451 124 MF=12 Gamma-ray multiplicities 7049 1451 125 7049 1451 126 MT= 3 Non-elastic gamma emission 7049 1451 127 Calculated by the POD code /2/. 7049 1451 128 7049 1451 129 7049 1451 130 MF=14 Gamma-ray angular distributions 7049 1451 131 7049 1451 132 MT= 3 Non-elastic gamma emission 7049 1451 133 Assumed to be isotropic. 7049 1451 134 7049 1451 135 7049 1451 136 MF=15 Gamma-ray spectra 7049 1451 137 7049 1451 138 MT= 3 Non-elastic gamma emission 7049 1451 139 Calculated by the POD code /2/. 7049 1451 140 7049 1451 141 7049 1451 142 7049 1451 143 7049 1451 144 *************************************************************** 7049 1451 145 * Nuclear Model Calculations with POD Code /2/ * 7049 1451 146 *************************************************************** 7049 1451 147 1. Theoretical models 7049 1451 148 The POD code is based on the spherical optical model, the 7049 1451 149 distorted-wave Born approximaiton (DWBA), one-component exciton 7049 1451 150 preequilibrium model, and the Hauser-Feshbach-Moldauer statis- 7049 1451 151 tical model. With the preequilibrium model, semi-empirical 7049 1451 152 pickup and knockout process can be taken into account for 7049 1451 153 composite-particle emission. The gamma-ray emission from the 7049 1451 154 compound nucleus can be calculated within the framework of the 7049 1451 155 exciton model. The code is capable of reading in particle 7049 1451 156 transmission coefficients calculated by separate spherical or 7049 1451 157 coupled-channel optical model code. In this evaluation, the OPTMAN7049 1451 158 /4/ code was employed for neutrons, while the ECIS code 7049 1451 159 /6/ was adopted for charged particles. 7049 1451 160 7049 1451 161 2. Optical model & parameters 7049 1451 162 Neutrons: 7049 1451 163 Model: Coupled-channel model based on the rigid-rotor model 7049 1451 164 OMP : Coupled-channel optical potential /7/ 7049 1451 165 Deformation parameters were taken from FRDM /8/. 7049 1451 166 Protons: 7049 1451 167 Model: Spherical 7049 1451 168 OMP : Koning and Delaroche /9/ 7049 1451 169 Deuterons: 7049 1451 170 Model: Spherical 7049 1451 171 OMP : Bojowald et al. /10/ 7049 1451 172 Tritons: 7049 1451 173 Mode: Spherical 7049 1451 174 OMP : Becchetti and Greenlees /11/ 7049 1451 175 He-3: 7049 1451 176 Model: Spherical 7049 1451 177 OMP : Becchetti and Greenlees /11/ 7049 1451 178 Alphas: 7049 1451 179 Model: Spherical 7049 1451 180 OMP : A simplified folding model potential /12/ 7049 1451 181 (The nucleon OMP was taken form Ref./7/.) 7049 1451 182 7049 1451 183 3. Level scheme of Yb-176 7049 1451 184 ------------------------------------ 7049 1451 185 No. Ex(MeV) J PI CC 7049 1451 186 ------------------------------------ 7049 1451 187 0 0.00000 0 + * 7049 1451 188 1 0.08213 2 + * 7049 1451 189 2 0.27170 4 + * 7049 1451 190 3 0.56470 6 + * 7049 1451 191 4 0.95400 8 + * 7049 1451 192 5 1.05000 8 - 7049 1451 193 6 1.08820 0 + 7049 1451 194 7 1.13200 3 + 7049 1451 195 8 1.19340 3 - 7049 1451 196 9 1.26090 2 + 7049 1451 197 10 1.28340 2 + 7049 1451 198 11 1.34110 2 + 7049 1451 199 12 1.43100 10 + 7049 1451 200 13 1.43170 4 - 7049 1451 201 ------------------------- 7049 1451 202 Levels above 1.44170 MeV are assumed to be continuous. 7049 1451 203 7049 1451 204 4. Level density parameters 7049 1451 205 Energy-dependent parameters of Mengoni-Nakajima /13/ were used 7049 1451 206 ---------------------------------------------------------- 7049 1451 207 Nuclei a* Pair Esh T E0 Ematch Elv_max 7049 1451 208 1/MeV MeV MeV MeV MeV MeV MeV 7049 1451 209 ---------------------------------------------------------- 7049 1451 210 Yb-177 20.576 0.902 1.393 0.514 -0.787 5.416 0.526 7049 1451 211 Yb-176 20.767 1.809 1.620 0.504 0.128 6.258 1.432 7049 1451 212 Yb-175 19.992 0.907 1.317 0.517 -0.669 5.299 0.872 7049 1451 213 Yb-174 20.061 1.819 1.463 0.541 -0.106 6.753 1.926 7049 1451 214 Tm-176 20.617 0.000 1.514 0.541 -2.085 5.130 - 7049 1451 215 Tm-175 19.828 0.907 1.572 0.490 -0.388 4.810 0.532 7049 1451 216 Tm-174 20.417 0.000 1.186 0.574 -2.400 5.682 - 7049 1451 217 Er-174 20.564 1.819 1.826 0.508 0.071 6.367 - 7049 1451 218 Er-173 21.018 0.912 1.560 0.495 -0.711 5.236 - 7049 1451 219 Er-172 20.361 1.830 1.668 0.479 0.504 5.706 0.961 7049 1451 220 ---------------------------------------------------------- 7049 1451 221 7049 1451 222 5. Gamma-ray strength functions 7049 1451 223 M1, E2: Standard Lorentzian (SLO) 7049 1451 224 E1 : Generalized Lorentzian (GLO) /14/ 7049 1451 225 7049 1451 226 6. Preequilibrium process 7049 1451 227 Preequilibrium is on for n, p, d, t, He-3, and alpha. 7049 1451 228 Preequilibrium capture is on. 7049 1451 229 7049 1451 230 7049 1451 231 References 7049 1451 232 1) S.F.Mughabghab, "Atlas of Neutron Resonances", 7049 1451 233 Elsevier (2006). 7049 1451 234 2) A.Ichihara et al., JAEA-Data/Code 2007-012 (2007). 7049 1451 235 3) Y.Kikuchi et al., JAERI-Data/Code 99-025 (1999) 7049 1451 236 [in Japanese]. 7049 1451 237 4) E.Soukhovitski et al., JAERI-Data/Code 2005-002 (2005). 7049 1451 238 5) K.Wisshak et al., Phys. Rev. C61, 065801 (2000). 7049 1451 239 6) J.Raynal, CEA Saclay report, CEA-N-2772 (1994). 7049 1451 240 7) S.Kunieda et al., J. Nucl. Sci. Technol. 44, 838 (2007). 7049 1451 241 8) P.Moller et al., At. Data and Nucl. Data Tables 59, 185 7049 1451 242 (1995). 7049 1451 243 9) A.J.Koning, J.P.Delaroche, Nucl. Phys. A713, 231 (2003). 7049 1451 244 10) Bojowald et al., Phys. Rev. C 38, 1153 (1988). 7049 1451 245 11) F.D.Becchetti,Jr., G.W.Greenlees, "Polarization 7049 1451 246 Phenomena in Nuclear Reactions," p.682, The University 7049 1451 247 of Wisconsin Press (1971). 7049 1451 248 12) D.G.Madland, NEANDC-245 (1988), p. 103. 7049 1451 249 13) A.Mengoni, Y.Nakajima, J. Nucl. Sci. Technol. 31, 151 7049 1451 250 (1994). 7049 1451 251 14) M.Brink, Ph.D thesis, Oxford University, 1955. 7049 1451 252 7049 1451 253 1 451 329 07049 1451 254 2 151 185 17049 1451 255 3 1 38 17049 1451 256 3 2 29 17049 1451 257 3 3 38 17049 1451 258 3 4 28 17049 1451 259 3 16 9 17049 1451 260 3 17 6 17049 1451 261 3 22 8 17049 1451 262 3 28 7 17049 1451 263 3 32 5 17049 1451 264 3 51 24 17049 1451 265 3 52 21 17049 1451 266 3 53 19 17049 1451 267 3 54 17 17049 1451 268 3 55 16 17049 1451 269 3 56 16 17049 1451 270 3 57 16 17049 1451 271 3 58 16 17049 1451 272 3 59 16 17049 1451 273 3 60 16 17049 1451 274 3 61 16 17049 1451 275 3 62 16 17049 1451 276 3 63 16 17049 1451 277 3 91 16 17049 1451 278 3 102 29 17049 1451 279 3 103 9 17049 1451 280 3 104 7 17049 1451 281 3 105 7 17049 1451 282 3 106 5 17049 1451 283 3 107 11 17049 1451 284 3 203 10 17049 1451 285 3 204 8 17049 1451 286 3 205 7 17049 1451 287 3 206 5 17049 1451 288 3 207 11 17049 1451 289 4 2 728 17049 1451 290 6 16 310 17049 1451 291 6 17 108 17049 1451 292 6 22 177 17049 1451 293 6 28 120 17049 1451 294 6 32 44 17049 1451 295 6 51 345 17049 1451 296 6 52 313 17049 1451 297 6 53 289 17049 1451 298 6 54 255 17049 1451 299 6 55 95 17049 1451 300 6 56 104 17049 1451 301 6 57 102 17049 1451 302 6 58 99 17049 1451 303 6 59 100 17049 1451 304 6 60 100 17049 1451 305 6 61 99 17049 1451 306 6 62 80 17049 1451 307 6 63 84 17049 1451 308 6 91 702 17049 1451 309 6 203 283 17049 1451 310 6 204 169 17049 1451 311 6 205 149 17049 1451 312 6 206 34 17049 1451 313 6 207 396 17049 1451 314 8 4 2 07049 1451 315 8 16 2 07049 1451 316 8 17 2 07049 1451 317 8 22 2 07049 1451 318 8 28 2 07049 1451 319 8 32 2 07049 1451 320 8 102 2 07049 1451 321 8 103 2 07049 1451 322 8 104 2 07049 1451 323 8 105 2 07049 1451 324 8 106 2 07049 1451 325 8 107 2 07049 1451 326 12 3 34 17049 1451 327 14 3 1 17049 1451 328 15 3 1621 17049 1451 329 7049 1 099999 7049 0 0 0 7.017600+4 1.744311+2 0 0 1 07049 2151 1 7.017600+4 1.000000+0 0 0 2 07049 2151 2 1.000000-5 5.000000+3 1 2 0 07049 2151 3 0.000000+0 7.500000-1 0 0 2 07049 2151 4 1.744310+2 0.000000+0 0 0 366 617049 2151 5 -1.440000+2 5.000000-1 2.627900+0 2.568000+0 5.990000-2 0.000000+07049 2151 6 1.485000+2 5.000000-1 6.980000-2 9.800000-3 6.000000-2 0.000000+07049 2151 7 3.979000+2 5.000000-1 2.800000-1 2.200000-1 6.000000-2 0.000000+07049 2151 8 4.883000+2 5.000000-1 2.660000+0 2.600000+0 6.000000-2 0.000000+07049 2151 9 7.260000+2 5.000000-1 4.060000+0 4.000000+0 6.000000-2 0.000000+07049 2151 10 1.392500+3 5.000000-1 1.960000+0 1.900000+0 6.000000-2 0.000000+07049 2151 11 1.571500+3 5.000000-1 6.060000+0 6.000000+0 6.000000-2 0.000000+07049 2151 12 1.606800+3 5.000000-1 5.400000-1 4.800000-1 6.000000-2 0.000000+07049 2151 13 2.009300+3 5.000000-1 1.360000+0 1.300000+0 6.000000-2 0.000000+07049 2151 14 2.180100+3 5.000000-1 3.060000+0 3.000000+0 6.000000-2 0.000000+07049 2151 15 2.487100+3 5.000000-1 3.700000-1 3.100000-1 6.000000-2 0.000000+07049 2151 16 2.722400+3 5.000000-1 5.100000-1 4.500000-1 6.000000-2 0.000000+07049 2151 17 2.929100+3 5.000000-1 9.060000+0 9.000000+0 6.000000-2 0.000000+07049 2151 18 3.234300+3 5.000000-1 1.820000+0 1.760000+0 6.000000-2 0.000000+07049 2151 19 3.660000+3 5.000000-1 1.260000+0 1.200000+0 6.000000-2 0.000000+07049 2151 20 3.792300+3 5.000000-1 5.200000-1 4.600000-1 6.000000-2 0.000000+07049 2151 21 4.300300+3 5.000000-1 2.060000+0 2.000000+0 6.000000-2 0.000000+07049 2151 22 4.351000+3 5.000000-1 1.260000+0 1.200000+0 6.000000-2 0.000000+07049 2151 23 4.620200+3 5.000000-1 8.000000-1 7.400000-1 6.000000-2 0.000000+07049 2151 24 5.037700+3 5.000000-1 2.760000+0 2.700000+0 6.000000-2 0.000000+07049 2151 25 5.382600+3 5.000000-1 6.960000+0 6.900000+0 6.000000-2 0.000000+07049 2151 26 5.481300+3 5.000000-1 7.000000-1 6.400000-1 6.000000-2 0.000000+07049 2151 27 5.716300+3 5.000000-1 2.406000+1 2.400000+1 6.000000-2 0.000000+07049 2151 28 6.001700+3 5.000000-1 3.160000+0 3.100000+0 6.000000-2 0.000000+07049 2151 29 6.315800+3 5.000000-1 6.060000+0 6.000000+0 6.000000-2 0.000000+07049 2151 30 6.480400+3 5.000000-1 6.800000-1 6.200000-1 6.000000-2 0.000000+07049 2151 31 6.722600+3 5.000000-1 4.360000+0 4.300000+0 6.000000-2 0.000000+07049 2151 32 6.955300+3 5.000000-1 6.760000+0 6.700000+0 6.000000-2 0.000000+07049 2151 33 7.331100+3 5.000000-1 2.960000+0 2.900000+0 6.000000-2 0.000000+07049 2151 34 7.555200+3 5.000000-1 9.800000-1 9.200000-1 6.000000-2 0.000000+07049 2151 35 7.801500+3 5.000000-1 1.510000+0 1.450000+0 6.000000-2 0.000000+07049 2151 36 8.200600+3 5.000000-1 2.460000+0 2.400000+0 6.000000-2 0.000000+07049 2151 37 8.595500+3 5.000000-1 8.560000+0 8.500000+0 6.000000-2 0.000000+07049 2151 38 8.739100+3 5.000000-1 3.460000+0 3.400000+0 6.000000-2 0.000000+07049 2151 39 8.984600+3 5.000000-1 9.060000+0 9.000000+0 6.000000-2 0.000000+07049 2151 40 9.217000+3 5.000000-1 5.860000+0 5.800000+0 6.000000-2 0.000000+07049 2151 41 9.495700+3 5.000000-1 2.706000+1 2.700000+1 6.000000-2 0.000000+07049 2151 42 9.721300+3 5.000000-1 7.860000+0 7.800000+0 6.000000-2 0.000000+07049 2151 43 9.853900+3 5.000000-1 8.960000+0 8.900000+0 6.000000-2 0.000000+07049 2151 44 1.051500+4 5.000000-1 1.760000+0 1.700000+0 6.000000-2 0.000000+07049 2151 45 1.162900+4 5.000000-1 1.660000+0 1.600000+0 6.000000-2 0.000000+07049 2151 46 1.173300+4 5.000000-1 9.060000+0 9.000000+0 6.000000-2 0.000000+07049 2151 47 1.204300+4 5.000000-1 1.560000+0 1.500000+0 6.000000-2 0.000000+07049 2151 48 1.208900+4 5.000000-1 1.160000+0 1.100000+0 6.000000-2 0.000000+07049 2151 49 1.243200+4 5.000000-1 1.206000+1 1.200000+1 6.000000-2 0.000000+07049 2151 50 1.276100+4 5.000000-1 1.906000+1 1.900000+1 6.000000-2 0.000000+07049 2151 51 1.340800+4 5.000000-1 2.306000+1 2.300000+1 6.000000-2 0.000000+07049 2151 52 1.360100+4 5.000000-1 1.856000+1 1.850000+1 6.000000-2 0.000000+07049 2151 53 1.373200+4 5.000000-1 2.106000+1 2.100000+1 6.000000-2 0.000000+07049 2151 54 1.405100+4 5.000000-1 8.960000+0 8.900000+0 6.000000-2 0.000000+07049 2151 55 1.424200+4 5.000000-1 6.260000+0 6.200000+0 6.000000-2 0.000000+07049 2151 56 1.506700+4 5.000000-1 4.160000+0 4.100000+0 6.000000-2 0.000000+07049 2151 57 1.516900+4 5.000000-1 1.256000+1 1.250000+1 6.000000-2 0.000000+07049 2151 58 1.607700+4 5.000000-1 3.860000+0 3.800000+0 6.000000-2 0.000000+07049 2151 59 1.771300+4 5.000000-1 1.356000+1 1.350000+1 6.000000-2 0.000000+07049 2151 60 1.779400+4 5.000000-1 1.306000+1 1.300000+1 6.000000-2 0.000000+07049 2151 61 1.815600+4 5.000000-1 1.156000+1 1.150000+1 6.000000-2 0.000000+07049 2151 62 1.878300+4 5.000000-1 3.760000+0 3.700000+0 6.000000-2 0.000000+07049 2151 63 1.898800+4 5.000000-1 8.960000+0 8.900000+0 6.000000-2 0.000000+07049 2151 64 1.949900+4 5.000000-1 2.406000+1 2.400000+1 6.000000-2 0.000000+07049 2151 65 1.964900+4 5.000000-1 2.106000+1 2.100000+1 6.000000-2 0.000000+07049 2151 66 1.744310+2 0.000000+0 1 0 48 87049 2151 67 9.788000+1 1.500000+0 6.027200-2 2.720000-4 6.000000-2 0.000000+07049 2151 68 9.499000+2 1.500000+0 6.495000-2 4.950000-3 6.000000-2 0.000000+07049 2151 69 9.928000+2 1.500000+0 6.365000-2 3.650000-3 6.000000-2 0.000000+07049 2151 70 1.182000+3 1.500000+0 6.750000-2 7.500000-3 6.000000-2 0.000000+07049 2151 71 1.915900+3 1.500000+0 7.450000-2 1.450000-2 6.000000-2 0.000000+07049 2151 72 2.508800+3 1.500000+0 8.150000-2 2.150000-2 6.000000-2 0.000000+07049 2151 73 3.360700+3 5.000000-1 1.080000-1 4.800000-2 6.000000-2 0.000000+07049 2151 74 3.781100+3 5.000000-1 1.750000-1 1.150000-1 6.000000-2 0.000000+07049 2151 75 5.000000+3 2.500000+5 2 2 0 07049 2151 76 0.000000+0 7.452600-1 1 0 3 07049 2151 77 1.744310+2 0.000000+0 0 0 1 07049 2151 78 5.000000-1 0.000000+0 5 0 120 197049 2151 79 0.000000+0 0.000000+0 2.000000+0 1.000000+0 0.000000+0 0.000000+07049 2151 80 5.000000+3 2.973800+2 0.000000+0 4.710900-2 6.000000-2 0.000000+07049 2151 81 6.000000+3 2.968600+2 0.000000+0 4.702600-2 6.000000-2 0.000000+07049 2151 82 7.000000+3 2.963400+2 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