Eu-151 509 0 0 0 6.31510+ 4 1.49623+ 2 1 0 0 11357 1451 1 0.00000+ 0 0.00000+ 0 0 0 0 01357 1451 2 0.00000+ 0 0.00000+ 0 0 0 231 721357 1451 3 63-eu-151 bnl eval-dec77 s.f. mughabghab 1357 1451 4 dist-apr79 781102 1357 1451 5 this material contains neutron and gamma-ray production cross 1357 1451 6 sections for europium isotopes eu-151. in the endf/b-ii files,(1) 1357 1451 7 the emphasis was laid on the evaluation of the low energy neutron 1357 1451 8 cross sections, and not on the evaluation of the intermediate and 1357 1451 9 high energy neutron cross section data. since the cross sections 1357 1451 10 of the intermediate and high energy ranges are important for the 1357 1451 11 fast reactor program, extensive studies were carried out for the 1357 1451 12 cross sections, especially the radiative capture cross sections, 1357 1451 13 in high energy range. 1357 1451 14 file 2 resonance parameters 1357 1451 15 -------------------------------- 1357 1451 16 resolved resonance region 1357 1451 17 the resolved resonance parameters recommended in bnl-325,vol1(2)1357 1451 18 third edition are adopted. where spin values are not determined,1357 1451 19 assignments are made randomly in order to satisfy the (2j+1) 1357 1451 20 level spacing law and the j-independence of strength function. 1357 1451 21 the resolved positive energy resonances contribute 1430.5b to 1357 1451 22 the thermal capture cross section. parameters of a bound level 1357 1451 23 are derived to fit a measured capture cross-section of 9200-+1001357 1451 24 b (ref 2) 1357 1451 25 unresolved resonance parameters 1357 1451 26 the unresolved resonance region,98.81ev-10kev is described by 1357 1451 27 average resonance parameters obtained from ref.2. the average 1357 1451 28 radiative width for s-wave resonances was increased from 91.17 1357 1451 29 mv to 98mv in order to fit measurements in the energy region of 1357 1451 30 100 ev to 10 kev. 1357 1451 31 4. file 3 (neutron cross sections) 1357 1451 32 4.1 total cross section (mt = 1) 1357 1451 33 several measurements of the total cross section in the low energy1357 1451 34 range were evaluated and represented as resolved resonance 1357 1451 35 parameters. in the intermediate energy range between 0.8 kev - 24 1357 1451 36 kev, the total cross section of natural europium was measured by 1357 1451 37 egelstaff.(3) compared to the recent measurements by rahn (4) for 1357 1451 38 eu-151 energy range of 0.2 kev to 3 kev). egelstaff s data is 1357 1451 39 about 30[ too small. the smooth total cross section calculated 1357 1451 40 using the unresolved resonance parameter agrees with rahn s data 1357 1451 41 within 10[. although rahn s total cross section data show the 1357 1451 42 resonance shape and the average values over several resonances 1357 1451 43 fluctuate, the data were represented as unresolved resonance 1357 1451 44 parameters, so that self shielding and the doppler effect could be1357 1451 45 calculated. because of no data between 30 kev to 2.3 mev, the 1357 1451 46 total cross section was calculated by the optical model using 1357 1451 47 mostly beschetti and greenlees optical parameters. (5) 1357 1451 48 between 2.3 mev to 15 mev, the data obtained by foster et al. (6)1357 1451 49 for natural europium were taken. above this energy range, the 1357 1451 50 total cross section was evaluated from a comparison between the 1357 1451 51 optical model calculation and foster s data. 1357 1451 52 4.2 elastic scattering cross section (mt = 2) 1357 1451 53 the elastic scattering cross sections in the energy higher than 1357 1451 54 the unresolved resonance energy were obtained by substructing the 1357 1451 55 non-elastic cross section from the evaluated total cross section. 1357 1451 56 4.3 nonelastic scattering cross section (mt = 3) 1357 1451 57 the nonelastic scattering cross section was calculated by summing1357 1451 58 up all cross sections except the elastic scattering cross section.1357 1451 59 4.4 inelastic scattering cross section (mt = 4, 51, 52 .... 91) 1357 1451 60 the inelastic scattering cross sections were given as total (mt =1357 1451 61 4), discrete level excitation cross section (mt = 51 ...) of the 1357 1451 62 first 9 levels and continuum level excitation cross section (mt = 1357 1451 63 91). the level scheme for these discrete levels is taken from (7),1357 1451 64 (8),(9),(10),(11),(12),(13). 1357 1451 65 the individual level excitation cross sections, were calculated 1357 1451 66 using the code comnuc-3 (14,15) for the neutron energies up to 3 1357 1451 67 mev. the inelastic scattering cross section for discrete level 1357 1451 68 excitation above 3 mev was neglected and the inelastic scattering 1357 1451 69 cross section for continuum level excitation was calculated 1357 1451 70 by the cascade calculation of grogi-3. (16,17) the level density 1357 1451 71 parameters for the continuum of levels were taken from the cook 1357 1451 72 data (18) for deformed nuclei using the gilbert-cameron formula. 1357 1451 73 (19) 1357 1451 74 4.5 (n,p) and (n,n ,p) cross sections (mt =103, 28) 1357 1451 75 the statistical model calculation based on the compound nuclear 1357 1451 76 process for the (n,p) cross section produces a very small cross 1357 1451 77 section compared to the experimental values obtained by kenna (20)1357 1451 78 at 14.0 mev. and there are no other experimental data for other 1357 1451 79 neutron energies. the cross section curve of (n,p) reactions 1357 1451 80 calculated by the semi-empirical statistical model code thresh 1357 1451 81 (21,22) was adapted after it was normalized to the experimental 1357 1451 82 values mentioned above. 1357 1451 83 no cross section measurement for (n,n p) reaction is available, 1357 1451 84 so that this cross section was calculated by using the grogi-3 1357 1451 85 code. 1357 1451 86 4.6 (n,alpha) and (n,n alpha) cross sections (mt = 107, 22) 1357 1451 87 these cross sections were calculated in the same way as the (n,p)1357 1451 88 and (n,n p) cross sections. the cross sections for the (n,alpha) 1357 1451 89 reaction calculated using grogi-3 code are very small compared 1357 1451 90 with the experimental values by rama prasad et al. (23) so that 1357 1451 91 the cross section curves were calculated by the thresh code, and 1357 1451 92 the values normalized to the above experimental values. 1357 1451 93 furthermore, the (n,alpha) cross section at thermal neutron energy1357 1451 94 (24) which is not negligibly small (9.0+/- 2.0 mb), was added over1357 1451 95 the whole energy range .00001 ev to 20 mev as a background. 1357 1451 96 no experimental data are available for (n,n alpha) reaction cross1357 1451 97 section, and the cross section was calculated using grogi-3 code. 1357 1451 98 4.7 (n,2n), (n,3n) cross sections (mt=16)(mt=17) 1357 1451 99 the several (n,2n) cross sections in which the residual nucleus 1357 1451 100 goes to the meta stable state with 12.6 h for half life have been 1357 1451 101 measured at 14.8 mev. (25,26,27) these data agree within 20[ with 1357 1451 102 each other. however, these values (about 0.5 barn) are small 1357 1451 103 compared to the value (about 2 barn) calculated using the 1357 1451 104 statistical model. neighbouring nuclei show that the (n,2n) cross 1357 1451 105 section, in which the residual nucleus goes to the other 1357 1451 106 metastable state and the ground state are of similar magnitude so 1357 1451 107 that the values calculated by grogi-3 code were adopted as the 1357 1451 108 evaluated data. 1357 1451 109 for (n,3n) reaction, no experimental results are available, so 1357 1451 110 that the values calculated by grogi-3 were adopted. 1357 1451 111 4.8 (n,d),(n,t)and(n,he-3) reaction cross section(mt=104,105,107)1357 1451 112 no experimental data are available, so that the values 1357 1451 113 calculated by thresh were adopted as the evaluated data. 1357 1451 114 the radiative capture cross section (mt=102) 1357 1451 115 -------------------------------------------- 1357 1451 116 the capture cross section in the low energy region,10-5 to 98 ev1357 1451 117 is represented by the resonance parameters.a bound level is 1357 1451 118 postulated to account for a capture cross section of 9200-+100 1357 1451 119 b. from 98.8 ev to 10 kev, it is represented by average 1357 1451 120 resonance parameters. 1357 1451 121 in the energy region from 10kev to 360 kev, the evaluation is 1357 1451 122 based on the experimental data of konks et.al.(ref.28) moxon 1357 1451 123 et.al.(ref.29), hockenbury et.al.(ref.30) yurlov et.al. 1357 1451 124 (ref.31) and czirr(ref.32) 1357 1451 125 johnsrud et.al.(ref.33) measured the activation cross section of1357 1451 126 eu-152 9.3 hr metastable state between 160 kev and 2.5 mev. this1357 1451 127 cross section was normalized by a factor of about 2.3 in order 1357 1451 128 to overlap with yurlov et.al. measurement and to represent the 1357 1451 129 total capture cross section of eu151.this procedure seems to be 1357 1451 130 justified in view of the integral results of anderl et.al. 1357 1451 131 (ref.34) 1357 1451 132 above 2.5 mev,where experimental measurements are not available,1357 1451 133 the capture cross section is based on comnuc calculations 1357 1451 134 (ref.35) normalized to a value of 1 mb at 14.7 mev. 1357 1451 135 after the completion of the evaluation, the capture cross 1357 1451 136 section was averaged over a 620-point cfrmf spectrum. the value 1357 1451 137 obtained is 2.38 b. this compares favorably with a measured 1357 1451 138 value of 2.61-+0.16b.(ref.36) 1357 1451 139 5. file 4 (angular distribution of secondary neutrons) 1357 1451 140 5.1 elastic scattering (mt = 2) 1357 1451 141 no experimental data were available, so the values calculated by 1357 1451 142 abacus-2(37) using the optical model was adopted as the 1357 1451 143 evaluated data. the legendre coefficients, calculated by chad 1357 1451 144 (38) were given in file 4 1357 1451 145 5.2 inelastically scattered neutrons (n,2n),(n,3n),(n,n p), 1357 1451 146 and(n,n alpha) reaction (mt=51...,91,mt=16,17,22,23) 1357 1451 147 neutrons from these reactions were assumed to be isotopic in the 1357 1451 148 center of mass system. 1357 1451 149 6. file 5 (energy distribution of secondary neutrons) 1357 1451 150 6.1 (n,2n),(n,3n) and (n,n ) reactions (mt=16,17, and 91) 1357 1451 151 the effective temperature of these maxwellians were obtained by 1357 1451 152 the weiskopf formula.(39) 1357 1451 153 7. file 12 multiplicities and transition probability array 1357 1451 154 7.1 radiative capture gamma-ray multiplicity 1357 1451 155 groshev s and shera s data(40,41)were used as evaluated data 1357 1451 156 for the radiative capture reaction(mt=102) between 0.00001 ev to 1357 1451 157 1 mev neutron energy 1357 1451 158 there is no experimental data for neutron energies larger than 1357 1451 159 1 mev. so the gamma ray production cross sections for all 1357 1451 160 reactions were calculated by the grogi-3 code. 1357 1451 161 7.2 transition probability array for gamma ray due to inelastic 1357 1451 162 neutron scattering 1357 1451 163 the evaluated transition probabilities were calculated from ref 1357 1451 164 (7,9,11,42).most data were taken from (11) 1357 1451 165 8. file 14 (angular distribution of gamma rays) 1357 1451 166 all gamma ray produced by neutron capture, inelastic and non 1357 1451 167 elastic scattering are assumed to be isotopic. 1357 1451 168 9. file 15 (energy distribution of secondary gamma rays) 1357 1451 169 for thermal neutron capture they are expressed by hystogram type 1357 1451 170 spectrum with 0.25 mev bin energy width. for above 1 mev neutron 1357 1451 171 energy, they are tabulated with 0.5 mev bin. 1357 1451 172 references 1357 1451 173 ---------- 1357 1451 174 1) b.leonard,jr. and l.stewart. summary documentation 1357 1451 175 brookhaven national laboratory report bnl-17541(endf-201),19731357 1451 176 2) s.f.mughabghab and d.i.garber, brookhaven national laboratory1357 1451 177 report-bnl-325,vol1, 3rd. ed. 1973 1357 1451 178 (3) p.a.egelstaff, scsrs data no. 60952 (1955). 1357 1451 179 (4) f.j.rahn. private communication (1973). 1357 1451 180 (5) f.d.becchetti and g.w.greenlees. phys. rev. 182, 1190 (1969). 1357 1451 181 (6) d.g.foster jr. and d.w.glasgow. pnwl unpublished data (1966). 1357 1451 182 (7) t.lewise and r.gratzer. nucl. phys. a162, 145 (1971). 1357 1451 183 (8) faesller. nucl. phys. 59, 1977 (1964). 1357 1451 184 (9) bernstein and r.gratzer. phys. rev. 119, 1321 (1960). 1357 1451 185 (10)l.v.groshev et al., nucl. data table a5, 1 (1968). 1357 1451 186 (11)d.j.horen et al. nuclear level scheme a = 45 through a = 1357 1451 187 257, to be published in nucl. data tables. 1357 1451 188 (12)v.benzi and g.feffo. enea neutron data compilation center 1357 1451 189 report ccdn-nw/10 (1969). 1357 1451 190 (13)c.lederer, j.hollander and i.perlman. table of isotopes, sixth1357 1451 191 edition (1967). 1357 1451 192 (14)c.dunford. private communication (comnuc-3 code) (1971). 1357 1451 193 (15)c.dunford. atomics international report ai-aec-12931 (1970). 1357 1451 194 (16)h.takahashi. grogi-iii, modified from grogi-2. (18) 1357 1451 195 (17)j.gilat. brookhaven national laboratory report bnl-50246 1357 1451 196 (t-580) (1969). 1357 1451 197 (18)j.cook, h.ferguson and a.musgrove. australian atomic energy 1357 1451 198 commission report aaec/tm-392 (1967). 1357 1451 199 (19)a.gilbert and a.cameron. can j. phys. 43, 1446 (1965). 1357 1451 200 (20)b.kenna. sc-rr-66-229 (1966). 1357 1451 201 (21)s.pearlstein. n.s.e. 23,238,(1965) 1357 1451 202 (22)s.pearlstein. j.nucl.ener.. 27,81 (1973). 1357 1451 203 (23)p.rama prasad, j.rama rad. and e. kondaiah. nucl. phys. a125, 1357 1451 204 57 (1967). 1357 1451 205 (24)c.s.khurana and i.m.govil. nucl. phys. 69,153 (1965). 1357 1451 206 (25)v.n.andreev, s.m.sirotkin. j.nucl.phys. (yad fiziki) 1, 252 1357 1451 207 (1965), soviet j. nucl. phys. 1, 177 (1965). 1357 1451 208 (26)h.spenke. nucl. phys. 51, 329 (1964). 1357 1451 209 (27)c.s.khurana and h.s.hans. nucl. phys. 28, 560 (1961). 1357 1451 210 28)v.a.konks,yu.p.popov,and yu.i.fenin, sov.j.nucl.phys.,7,310, 1357 1451 211 1968. an 80279/4 1357 1451 212 29)m.c.moxon,d.a.j.endacott,and j.e.jolly, annals of nucl. enener1357 1451 213 gy,3,399(1976) an 20489/3 1357 1451 214 30)r.w.hockenbury,h.r.knox,and n.n.kaushal,nuclear cross sections1357 1451 215 and technology,vol.2,905(1975) an 10435/2 1357 1451 216 31)b.d.yurlov,v.n.konokov,and e.d.popetaev, conference on neutron1357 1451 217 physics,vol.3,190(1975) kiev. 1357 1451 218 32)j.b.czirr, ucrl-5804,lawrence radiation laboratory(1970) 1357 1451 219 an 10169/6 1357 1451 220 33)a.e.johnsrud,m.g.silbert,and h.h.barchall, phys.rev.,116,927, 1357 1451 221 (1959) an 11675/22 1357 1451 222 34)r.a.anderl,y.d.harker,e.h.turk,r.g.nisle,and j.r.berreth, 1357 1451 223 nuclear cross sections and technology,vol.2,908(1975) 1357 1451 224 35)c.l.dunford, comnuc-1,ai-aec-12931(1970) 1357 1451 225 36)y.d.harker private communication jan.1978. 1357 1451 226 37)e.h.auerbach,bnl-6562(1962) 1357 1451 227 38)r.f.berland,naa-sr-11231(1965) 1357 1451 228 39)a.weinberg and e.wigner ,the physical theory of reactors(1959)1357 1451 229 40)l.v.groshev,a.m.demidov and v.i.delekhov,nucl.phys.,16,645 1357 1451 230 (1960) 1357 1451 231 41)e.b.shera and d.w.hafemeister,private communication to 1357 1451 232 groshev. 1357 1451 233 42)von otto,w.b.schult,z. naturforschung 16a,927(1961) 1357 1451 234 1 451 306 11357 1451 235 2 151 107 11357 1451 236 3 1 68 11357 1451 237 3 2 68 11357 1451 238 3 4 31 01357 1451 239 3 16 8 01357 1451 240 3 17 6 01357 1451 241 3 22 8 01357 1451 242 3 28 8 01357 1451 243 3 51 22 01357 1451 244 3 52 18 01357 1451 245 3 53 18 01357 1451 246 3 54 17 01357 1451 247 3 55 15 01357 1451 248 3 56 14 01357 1451 249 3 57 12 01357 1451 250 3 58 12 01357 1451 251 3 59 11 01357 1451 252 3 91 15 01357 1451 253 3 102 24 11357 1451 254 3 103 15 01357 1451 255 3 104 12 01357 1451 256 3 105 11 01357 1451 257 3 106 6 01357 1451 258 3 107 15 01357 1451 259 3 251 23 01357 1451 260 3 252 23 01357 1451 261 3 253 23 01357 1451 262 4 2 357 01357 1451 263 4 16 10 01357 1451 264 4 17 10 01357 1451 265 4 22 10 01357 1451 266 4 28 10 01357 1451 267 4 51 10 01357 1451 268 4 52 10 01357 1451 269 4 53 10 01357 1451 270 4 54 10 01357 1451 271 4 55 10 01357 1451 272 4 56 10 01357 1451 273 4 57 10 01357 1451 274 4 58 10 01357 1451 275 4 59 10 01357 1451 276 4 91 10 01357 1451 277 5 16 7 01357 1451 278 5 17 7 01357 1451 279 5 22 7 01357 1451 280 5 28 7 01357 1451 281 5 91 7 01357 1451 282 12 51 3 01357 1451 283 12 52 3 01357 1451 284 12 53 3 01357 1451 285 12 54 3 01357 1451 286 12 55 3 01357 1451 287 12 56 3 01357 1451 288 12 57 3 01357 1451 289 12 58 3 01357 1451 290 12 59 3 01357 1451 291 12 102 5 01357 1451 292 13 3 11 01357 1451 293 14 3 1 01357 1451 294 14 51 1 01357 1451 295 14 52 1 01357 1451 296 14 53 1 01357 1451 297 14 54 1 01357 1451 298 14 55 1 01357 1451 299 14 56 1 01357 1451 300 14 57 1 01357 1451 301 14 58 1 01357 1451 302 14 59 1 01357 1451 303 14 102 1 01357 1451 304 15 3 235 01357 1451 305 15 102 34 01357 1451 306 0.00000+ 0 0.00000+ 0 0 0 0 01357 1 0 307 0.00000+ 0 0.00000+ 0 0 0 0 01357 0 0 308 6.31510+ 4 1.49623+ 2 0 0 1 01357 2151 309 6.31510+ 4 1.00000+ 0 0 0 2 01357 2151 310 1.00000- 5 9.88100+ 1 1 2 0 01357 2151 311 2.50000+ 0 8.80000- 1 0 0 1 01357 2151 312 1.49623+ 2 0.00000+ 0 0 0 552 921357 2151 313 -3.61000- 3 3.00000+ 0 9.58063- 2 6.30308- 6 9.58000- 2 0.00000+ 01357 2151 314 3.21000- 1 3.00000+ 0 7.95713- 2 7.13000- 5 7.95000- 2 0.00000+ 01357 2151 315 4.61000- 1 3.00000+ 0 8.76660- 2 6.66000- 4 8.70000- 2 0.00000+ 01357 2151 316 1.05500+ 0 3.00000+ 0 8.51880- 2 1.88000- 4 8.50000- 2 0.00000+ 01357 2151 317 1.83200+ 0 2.00000+ 0 9.00410- 2 4.10000- 5 9.00000- 2 0.00000+ 01357 2151 318 2.71700+ 0 3.00000+ 0 9.32100- 2 2.10000- 4 9.30000- 2 0.00000+ 01357 2151 319 3.36600+ 0 2.00000+ 0 9.52000- 2 2.20000- 3 9.30000- 2 0.00000+ 01357 2151 320 3.71000+ 0 2.00000+ 0 9.39500- 2 9.50000- 4 9.30000- 2 0.00000+ 01357 2151 321 4.78000+ 0 3.00000+ 0 9.01300- 2 1.30000- 4 9.00000- 2 0.00000+ 01357 2151 322 5.38000+ 0 3.00000+ 0 1.08150- 1 1.50000- 4 1.08000- 1 0.00000+ 01357 2151 323 5.98000+ 0 2.00000+ 0 1.00410- 1 4.10000- 4 1.00000- 1 0.00000+ 01357 2151 324 7.05000+ 0 3.00000+ 0 9.04500- 2 4.50000- 4 9.00000- 2 0.00000+ 01357 2151 325 7.29000+ 0 2.00000+ 0 9.06300- 2 2.63000- 3 8.80000- 2 0.00000+ 01357 2151 326 7.44000+ 0 2.00000+ 0 8.72600- 2 2.26000- 3 8.50000- 2 0.00000+ 01357 2151 327 9.07000+ 0 3.00000+ 0 1.04874- 1 8.74000- 4 1.04000- 1 0.00000+ 01357 2151 328 1.04700+ 1 2.00000+ 0 9.33600- 2 2.36000- 3 9.10000- 2 0.00000+ 01357 2151 329 1.09400+ 1 3.00000+ 0 9.85700- 2 5.70000- 4 9.80000- 2 0.00000+ 01357 2151 330 1.22300+ 1 3.00000+ 0 8.87700- 2 7.70000- 4 8.80000- 2 0.00000+ 01357 2151 331 1.26500+ 1 2.00000+ 0 9.08700- 2 2.87000- 3 8.80000- 2 0.00000+ 01357 2151 332 1.36600+ 1 3.00000+ 0 1.15380- 1 3.80000- 4 1.15000- 1 0.00000+ 01357 2151 333 1.47600+ 1 3.00000+ 0 7.76500- 2 1.65000- 3 7.60000- 2 0.00000+ 01357 2151 334 1.51800+ 1 2.00000+ 0 8.15200- 2 2.52000- 3 7.90000- 2 0.00000+ 01357 2151 335 1.77500+ 1 3.00000+ 0 1.05160- 1 1.16000- 3 1.04000- 1 0.00000+ 01357 2151 336 1.91000+ 1 3.00000+ 0 1.37270- 1 4.27000- 3 1.33000- 1 0.00000+ 01357 2151 337 2.16900+ 1 2.00000+ 0 8.43300- 2 2.33000- 3 8.20000- 2 0.00000+ 01357 2151 338 2.22100+ 1 3.00000+ 0 6.84300- 2 2.43000- 3 6.60000- 2 0.00000+ 01357 2151 339 2.27500+ 1 2.00000+ 0 9.08400- 2 1.84000- 3 8.90000- 2 0.00000+ 01357 2151 340 2.45800+ 1 3.00000+ 0 1.05800- 1 6.80000- 3 9.90000- 2 0.00000+ 01357 2151 341 2.51700+ 1 2.00000+ 0 9.07200- 2 7.20000- 4 9.00000- 2 0.00000+ 01357 2151 342 2.56000+ 1 3.00000+ 0 8.94400- 2 4.40000- 4 8.90000- 2 0.00000+ 01357 2151 343 2.67200+ 1 3.00000+ 0 8.40300- 2 6.03000- 3 7.80000- 2 0.00000+ 01357 2151 344 2.74300+ 1 2.00000+ 0 9.77600- 2 7.60000- 4 9.70000- 2 0.00000+ 01357 2151 345 2.80900+ 1 3.00000+ 0 9.02700- 2 2.70000- 4 9.00000- 2 0.00000+ 01357 2151 346 2.92300+ 1 3.00000+ 0 8.28900- 2 3.89000- 3 7.90000- 2 0.00000+ 01357 2151 347 3.02200+ 1 2.00000+ 0 9.03400- 2 4.34000- 3 8.60000- 2 0.00000+ 01357 2151 348 3.08100+ 1 3.00000+ 0 9.95700- 2 5.70000- 4 9.90000- 2 0.00000+ 01357 2151 349 3.15900+ 1 3.00000+ 0 9.84500- 2 1.45000- 3 9.70000- 2 0.00000+ 01357 2151 350 3.35100+ 1 2.00000+ 0 9.05500- 2 5.50000- 4 9.00000- 2 0.00000+ 01357 2151 351 3.45700+ 1 3.00000+ 0 9.03000- 2 3.00000- 4 9.00000- 2 0.00000+ 01357 2151 352 3.50500+ 1 2.00000+ 0 9.38400- 2 3.84000- 3 9.00000- 2 0.00000+ 01357 2151 353 3.60900+ 1 3.00000+ 0 8.23300- 2 4.33000- 3 7.80000- 2 0.00000+ 01357 2151 354 3.70100+ 1 2.00000+ 0 9.87200- 2 6.72000- 3 9.20000- 2 0.00000+ 01357 2151 355 3.77800+ 1 3.00000+ 0 9.49500- 2 2.95000- 3 9.20000- 2 0.00000+ 01357 2151 356 3.92000+ 1 3.00000+ 0 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