JEFF-3.2 Release - Neutron File March 2014 0 0 0 7.217700+4 1.754200+2 1 0 2 37234 1451 1 0.000000+0 0.000000+0 0 0 0 67234 1451 2 1.000000+0 2.000000+7 2 0 10 327234 1451 3 0.000000+0 0.000000+0 0 0 300 987234 1451 4 72-Hf-177 WIN EVAL-NOV09 T. WARE (U. BIRM) 7234 1451 5 DIST-MAR10 20100311 7234 1451 6 ----JEFF32 MATERIAL 7234 7234 1451 7 -----INCIDENT NEUTRON DATA 7234 1451 8 ------ENDF-6 FORMAT 7234 1451 9 ***************************** JEFF-3.2 ***********************7234 1451 10 ** **7234 1451 11 ** Original data taken from: JEFF-3.1.1 Updated **7234 1451 12 ** **7234 1451 13 ** S. Ravaux (CEA/DEN/DER) JEF/DOC-1404, JEF/DOC-1390 **7234 1451 14 ** **7234 1451 15 ** This evaluation contain new gamma production spectra in the **7234 1451 16 ** MF6-MT102 files. **7234 1451 17 ** **7234 1451 18 ** Below 1keV, the continuum part of the spectrum is calculated **7234 1451 19 ** by TALYS using the Composite Gilbert-Cameron model (CGCM) **7234 1451 20 ** as the level density model and the Enhenced Generalized **7234 1451 21 ** LOrentzian model (EGLO) as the strength function model as **7234 1451 22 ** advised by Kopecky-Uhl[1]. Discrete peaks are taken from **7234 1451 23 ** EGAF[2]. **7234 1451 24 ** **7234 1451 25 ** Above 1 keV, both the discrete and the continuum part are **7234 1451 26 ** calculated with TALYS with the CGCM and the EGLO model **7234 1451 27 ** **7234 1451 28 ** [1] J. Kopecky, M. Uhl, Phys. Rev. C, Vol. 47, 1 (1993) **7234 1451 29 ** [2] "Database of prompt gamma rays from slow neutron capture **7234 1451 30 ** for elemental analysis", IAEA, Vienna (2007) **7234 1451 31 ** **7234 1451 32 ******************************************************************7234 1451 33 ***************************** JEFF-3.1.2 ************************7234 1451 34 ** **7234 1451 35 ** Original data taken from: New Evaluation by UK WIN **7234 1451 36 ** (Description below) **7234 1451 37 ** **7234 1451 38 ******************************************************************7234 1451 39 Evaluation performed at SERCO, Winfrith, UK (UK WIN) by: 7234 1451 40 -University of Birmingham: Tim Ware (PhD student), 7234 1451 41 Mick Moxon, David Weaver 7234 1451 42 -IRMM Geel : Peter Schillebeeckx, Stefan Kopecky 7234 1451 43 and the experimental team 7234 1451 44 -SERCO Winfrith : Christopher Dean, Richard Hiles 7234 1451 45 7234 1451 46 Summary of evaluation procedure: 7234 1451 47 Part 1: Resolved Resonance region generated at Winfrith by 7234 1451 48 T Ware, M Moxon, D Weaver, C Dean and R Hiles. 7234 1451 49 The REFIT code was applied. 7234 1451 50 Part 2: Unresolved Resonance and High energy data as JEFF3.1.1. 7234 1451 51 JEFF3.1.1 data are as JEFF3.1 and JENDL3.3 in this range 7234 1451 52 JENDL3.3 is described below. 7234 1451 53 7234 1451 54 =================================================================7234 1451 55 7234 1451 56 Part1 RESONANCE REGION (MF 2) 7234 1451 57 Authors: T Ware, M Moxon, D Weaver, C Dean and R Hiles 7234 1451 58 November 2009 (SERCO) 7234 1451 59 ******************************************************************7234 1451 60 The parameters in this isotopic evaluation were generated as 7234 1451 61 part of an evaluation of natural Hafnium data. This isotopic 7234 1451 62 evaluation should be used with those for the other isotopes that 7234 1451 63 form this evaluation of natural Hf data. 7234 1451 64 ******************************************************************7234 1451 65 7234 1451 66 The parameters for resonances in MF 2 (resolved resonance 7234 1451 67 region) are based on the analysis presented in Ref.1. and 7234 1451 68 summarised in Ref.2. The resolved region was analyzed in Reich- 7234 1451 69 Moore formalism by T. Ware using the REFIT analysis 7234 1451 70 code (Ref.3.). It is supplemented by two studies by M. Moxon. 7234 1451 71 The first reviewed published thermal (2200m/s) capture cross 7234 1451 72 sections, adjusted appropriate measurements to modern standards 7234 1451 73 and inverse variance weighted the results. The second (Ref.4.) 7234 1451 74 used the REFIT code to fit resonance parameters for the 7.8eV 7234 1451 75 doublet where resonances in Hf-176 and Hf-178 overlap. 7234 1451 76 Analysis for natural Hf by T Ware results in resonance 7234 1451 77 parameters for each of the naturally occurring isotopes. In all, 7234 1451 78 24 measurements are included in the final fit. Six existing 7234 1451 79 natural hafnium transmission measurements by P Siegler 7234 1451 80 (Ref.5.) were complemented by six capture measurements specially 7234 1451 81 performed for the evaluation by P Schillebeeckx and colleagues 7234 1451 82 using GELINA at IRMM GEEL (Ref.6.). A further natural 7234 1451 83 transmission measurement on a thick 16mm sample was made in 2009 7234 1451 84 at Geel and included in the fit to help define the scattering 7234 1451 85 radius. To attribute resonances to isotopes 10 further capture 7234 1451 86 measurements were made at GELINA using HfO2 samples enriched in 7234 1451 87 Hf-176, 177, 178 and 179 and loaned by IRNE Sofia. As no samples 7234 1451 88 enriched in Hf-180 were available, Moxon's 1973 Harwell capture 7234 1451 89 measurement was included (Ref.7.). Other ORNL( Harvey - Ref.8.), 7234 1451 90 Harwell (Moxon - Ref.7.) and RPI (Trbovich - Ref.9.) data were 7234 1451 91 used to validate the measurements applied in the fit. 7234 1451 92 The current fits to Hf result in parameters for the following 7234 1451 93 ranges:- 7234 1451 94 Isotope Resolved range Unresolved range 7234 1451 95 7234 1451 96 174Hf 1E-5 250 50000 7234 1451 97 176Hf 1E-5 3000 50000 7234 1451 98 177Hf 1E-5 1000 50000 7234 1451 99 178Hf 1E-5 3000 50000 7234 1451 100 179Hf 1E-5 1000 50000 7234 1451 101 180Hf 1E-5 3000 50000 7234 1451 102 7234 1451 103 The resolved parameters are currently joined to JEFF3.1.1 7234 1451 104 unresolved parameters only resetting the initial energy. 7234 1451 105 7234 1451 106 2200m/s capture cross sections and calculated resonance integrals7234 1451 107 -----------------------------------------------------------------7234 1451 108 Isotope Cross section Resonance integral 7234 1451 109 (barn) (barn) 7234 1451 110 7234 1451 111 174Hf 648.36+/-33.5 451.149 7234 1451 112 176Hf 16.83+/-2.3 633.097 7234 1451 113 177Hf 371.05+/-2.6 7164.19 7234 1451 114 178Hf 82.8+/-1.2 1797.94 7234 1451 115 179Hf 39.83+/-1.8 529.521 7234 1451 116 180Hf 13.06+/-0.09 37.2008 7234 1451 117 Resonance integrals are calculated using the INTER code 7234 1451 118 and cover the range 0.5eV to 100KeV. 7234 1451 119 7234 1451 120 References Part 1 7234 1451 121 1) T C Ware Measurement and Analysis of the Resolved Resonance 7234 1451 122 Cross-Sections of Natural Hafnium Isotopes, PhD Thesis, 7234 1451 123 University of Birmingham, UK, 2010. 7234 1451 124 2) T Ware et al., Evaluation of Neutron Cross Sections for 7234 1451 125 Hafnium in the Resolved Resonance Range, ND2010 Conference 7234 1451 126 Korea, April 2010. 7234 1451 127 3) M C Moxon et al., REFIT-2007 A Least-Square Fitting Program 7234 1451 128 for Resonance Analysis of Neutron Transmission, Capture, 7234 1451 129 Fission and Scattering Data Users' Guide for REFIT-2007-08, 7234 1451 130 UKNSF(2007)P216. 7234 1451 131 4) M C Moxon, Analysis of the 8eV Doublet in Hf, JEF/DOC-1313, 7234 1451 132 November 2009. 7234 1451 133 5) P Siegler et al., Testing of neutron data by comparison of 7234 1451 134 measured and calculated average transmissions, ND2001 7234 1451 135 Conference and J. Nuc. Sci. and Tech. Sup. 2, 936-939, 7234 1451 136 August 2002. 7234 1451 137 6) A Borella, P Schillebeeckx et al., Advances in Neutron 7234 1451 138 Induced Resonance Reaction Cross Section Studies at GELINA, 7234 1451 139 ND2007, Vol 1,page 547. 7234 1451 140 7) M C Moxon et al., Differential neutron cross-sections of 7234 1451 141 natural hafnium and its isotopes for neutron energies up to 7234 1451 142 30 eV, Harwell report, AERE R7864 (1974). 7234 1451 143 8) T Fuketa and J A Harvey, Level spacings and s-wave neutron 7234 1451 144 strength functions of the isotopes of hafnium, ORNL report, 7234 1451 145 ORNL-3778 (1965). 7234 1451 146 9) M J Trbovich et al., Hafnium resonance parameter analysis 7234 1451 147 using neutron capture and transmission experiments, ND2004. 7234 1451 148 =================================================================7234 1451 149 Part 2a UNRESOLVED RESONANCE RANGE (URR): 1 KEV < E < 50 KEV 7234 1451 150 In JENDL3.3 the range started at 250 eV. 7234 1451 151 The parameters below 1keV were removed. 7234 1451 152 The following comments are taken directly from the JEFF3.1 7234 1451 153 evaluation and hence refer to the original unresolved resonance 7234 1451 154 range. 7234 1451 155 ------------------------------------------------------------------7234 1451 156 7234 1451 157 Above 250 eV, description of the URR is taken from JENDL-3.3. 7234 1451 158 Original comment is: 7234 1451 159 7234 1451 160 S0, S1, R' and have been adjusted so that the calculated 7234 1451 161 total and capture cross sections were reproduced well. 7234 1451 162 7234 1451 163 D-obs = 3.58 eV 7234 1451 164 S0 = 2.5e-4 7234 1451 165 S1 = 1.0e-4 7234 1451 166 R' = 7.3 fm 7234 1451 167 = 65.0 meV 7234 1451 168 7234 1451 169 Part 2b HIGH ENERGY RANGE: E > 50 KEV 7234 1451 170 ------------------------------------------------------------------7234 1451 171 7234 1451 172 Above 50 keV, evaluation of the high energy range is taken from 7234 1451 173 JENDL-3.3, original comment is: 7234 1451 174 7234 1451 175 MF=3 => Neutron cross sections 7234 1451 176 7234 1451 177 * mt=1,2,4,51-66,91,102 7234 1451 178 7234 1451 179 Total,elastic,inelastic and capture calculated with ecis [2] and7234 1451 180 casthy [3]. Deformed optical potential for ecis calculation was7234 1451 181 determined so as to reproduce the experimental total cross sect-7234 1451 182 ion of natural hafnium, starting with the Haouat potential [4] 7234 1451 183 7234 1451 184 V0 = 46.82-0.3*En, Ws = 3.81+0.4*En (En<10), Vso = 6.2 (MeV) 7234 1451 185 7.81 (En>10) 7234 1451 186 a0 = 0.63, as = 0.52, aso = 0.47 (fm) 7234 1451 187 r0 = 1.24, rs = 1.24, rso = 1.12 (fm) 7234 1451 188 beta-2 = 0.273, beta-4 = 0.0. 7234 1451 189 7234 1451 190 The deformation parameter beta-2 was determined from the 7234 1451 191 measured E2 transition probability data [5]. The lowest three 7234 1451 192 levels belonging to the ground state rotational band were 7234 1451 193 coupled in the calculation. the spherical optical potential 7234 1451 194 for casthy calculation is the same as that of JENDL-2. 7234 1451 195 7234 1451 196 V0 = 38.0, Ws = 8.0+0.5*sqrt(En), Vso = 7.0 (MeV), 7234 1451 197 a0 = 0.47, as = 0.52 , aso = 0.47 (fm), 7234 1451 198 r0 = 1.32, rs = 1.32 , rso = 1.32 (fm). 7234 1451 199 7234 1451 200 Capture cross section was normalized to the measured data of 7234 1451 201 beer et al. [6] at 30 keV. Competing processes (n,2n), (n,3n), 7234 1451 202 (n,p), and (n,alpha) were calculated with gnash [7] and fed to 7234 1451 203 ecis-casthy calculation. The level fluctuation and interference7234 1451 204 effects were considered. Level scheme was taken from table of 7234 1451 205 isotopes [8]. 7234 1451 206 7234 1451 207 no. energy(MeV) spin-parity 7234 1451 208 g.s. 0.0 7/2 - 7234 1451 209 1 0.1130 9/2 - 7234 1451 210 2 0.2497 11/2 - 7234 1451 211 3 0.3213 9/2 + 7234 1451 212 4 0.4095 13/2 - 7234 1451 213 5 0.4267 11/2 + 7234 1451 214 6 0.5081 5/2 - 7234 1451 215 7 0.5552 13/2 + 7234 1451 216 8 0.5913 15/2 - 7234 1451 217 9 0.6044 7/2 - 7234 1451 218 10 0.7085 15/2 + 7234 1451 219 11 0.7459 7/2 + 7234 1451 220 12 0.7945 17/2 - 7234 1451 221 13 0.8057 3/2 - 7234 1451 222 14 0.8474 9/2 + 7234 1451 223 15 0.8730 5/2 - 7234 1451 224 16 0.8828 17/2 + 7234 1451 225 7234 1451 226 Continuum levels assumed above 0.9480 MeV. 7234 1451 227 7234 1451 228 The level density parameters for Gilbert and Cameron's formula 7234 1451 229 [9] are the same as those of JENDL-2. 7234 1451 230 7234 1451 231 a(1/MeV) c(1/MeV) t(MeV) Ex(MeV) sigma**2 7234 1451 232 hf-177 22.61 9.06 0.486 4.38 9.45 7234 1451 233 hf-178 22.36 2.22 0.451 4.08 12.94 7234 1451 234 7234 1451 235 NB: modification for JENDL-3.3, for MT=1 measured data [10,11,12] 7234 1451 236 on natural element were considered in the energy region from 7234 1451 237 110 keV to 7.5 MeV. 7234 1451 238 7234 1451 239 * MT=16,17,103,107 : (n,2n), (n,3n), (n,p) and (n,alpha) 7234 1451 240 Calculated with gnash [7]. The transmission coefficients for 7234 1451 241 the incident channel were generated with ecis [2], while those 7234 1451 242 for the exit channels with eliese-3 [13]. The preequilibrium 7234 1451 243 parameter f2 was f2=5.0. 7234 1451 244 7234 1451 245 MF=4 => Angular distributions of secondary neutrons 7234 1451 246 7234 1451 247 * MT=2,51-66,91 : Calculated with ecis [2] and casthy [3]. 7234 1451 248 7234 1451 249 * MT=16,17 : Isotropic in the laboratry system. 7234 1451 250 7234 1451 251 MF=5 => Energy distributions of secondary neutrons 7234 1451 252 7234 1451 253 * MT=16,17,91 : Calculated with gnash [7]. 7234 1451 254 7234 1451 255 MF=12 => Photon multiplicities and transition probabilities 7234 1451 256 7234 1451 257 * MT=16,17,91,102,103,107 7234 1451 258 7234 1451 259 Calculated with gnash [7] and stored under option-1 (photon 7234 1451 260 production multiplicities). The photon strength functions for 7234 1451 261 most nuclei were taken from [1], while those for some hafnium 7234 1451 262 isotopes were determined from capture cross section normaliza- 7234 1451 263 tion to the experimental data. The photon profile function is a7234 1451 264 superposition of the Berman-type giant dipole resonance [14] 7234 1451 265 and the pygmy resonance whose parameter values were cited from 7234 1451 266 the neighbouring nucleus Ta [15]. 7234 1451 267 7234 1451 268 eg1 = 15.23, eg2 = 12.3 , ep = 5.2 (MeV), 7234 1451 269 gg1 = 4.48, gg2 = 2.43, gp = 2.5 (MeV), 7234 1451 270 sig-pygmy/sig-gdr = 0.0245. 7234 1451 271 7234 1451 272 * MT=51-66 : Stored under option-2 (transition probability array)7234 1451 273 Data were taken from [8]. 7234 1451 274 7234 1451 275 MF=14 => Photon angular distributions 7234 1451 276 7234 1451 277 * MT=16,17,51-66,91,102,103,107 : Isotropic. 7234 1451 278 7234 1451 279 MF=15 => Continuous photon energy spectra 7234 1451 280 7234 1451 281 * MT=16,17,91,102,103,107 : Calculated with gnash [7]. 7234 1451 282 7234 1451 283 REFERENCES PART 2 7234 1451 284 ------------------------------------------------------------------7234 1451 285 7234 1451 286 1) Mughabghab S.F.: Neutron cross sections, Vol.1, Part B (1984).7234 1451 287 2) Raynal J.: IAEA SMR-9/8 (1970). 7234 1451 288 3) Igarasi S. and Fukahori T.: JAERI 1321 (1991). 7234 1451 289 4) Haouat G. et al.: Nucl. Sci. Eng., 81, 491 (1982). 7234 1451 290 5) Raman S. et al.: At. Data Nucl. Data Tables, 36, 1 (1987). 7234 1451 291 6) Beer H. et al.: Phys. Rev., C30, 464 (1984). 7234 1451 292 7) Young P.G. and Arthur E.D.: LA-6947 (1977). 7234 1451 293 8) Lederer C.M. and Shirley V.S.: Table of isotopes 7th edition 7234 1451 294 (1979). 7234 1451 295 9) Gilbert A. and Cameron A.G.W.: Can. J. Phys., 43, 1446 (1965).7234 1451 296 10) Sherwood G.L. et al.: Nucl. Sci. Eng., 39, 67 (1970). 7234 1451 297 11) Foster,Jr. D.G. and Glasgow D.W.: Phys. Rev., C3, 576 (1971). 7234 1451 298 12) Poenitz W.P. and Whalen J.F.: ANL/NDM-80 (1983). 7234 1451 299 13) Igarasi S.: JAERI-1224 (1972). 7234 1451 300 14) Berman B.L.: At. Data Nucl. Data Tables, 15, 319 (1975). 7234 1451 301 15) Igashira M. et al.: Int. Symp. Capture Gamma-ray Specroscopy 7234 1451 302 and Related Topics - 1984, 523 (1985). 7234 1451 303 =================================================================7234 1451 304 1 451 402 37234 1451 305 2 151 533 37234 1451 306 3 1 58 37234 1451 307 3 2 58 37234 1451 308 3 4 18 37234 1451 309 3 16 8 37234 1451 310 3 17 6 37234 1451 311 3 51 18 37234 1451 312 3 52 17 37234 1451 313 3 53 17 37234 1451 314 3 54 16 37234 1451 315 3 55 16 37234 1451 316 3 56 15 37234 1451 317 3 57 15 37234 1451 318 3 58 12 37234 1451 319 3 59 14 37234 1451 320 3 60 11 37234 1451 321 3 61 13 37234 1451 322 3 62 11 37234 1451 323 3 63 13 37234 1451 324 3 64 12 37234 1451 325 3 65 12 37234 1451 326 3 66 11 37234 1451 327 3 91 11 37234 1451 328 3 102 14 37234 1451 329 3 103 10 37234 1451 330 3 107 10 37234 1451 331 4 2 135 37234 1451 332 4 16 2 37234 1451 333 4 17 2 37234 1451 334 4 51 118 37234 1451 335 4 52 118 37234 1451 336 4 53 104 37234 1451 337 4 54 107 37234 1451 338 4 55 104 37234 1451 339 4 56 104 37234 1451 340 4 57 102 37234 1451 341 4 58 104 37234 1451 342 4 59 104 37234 1451 343 4 60 99 37234 1451 344 4 61 99 37234 1451 345 4 62 101 37234 1451 346 4 63 101 37234 1451 347 4 64 99 37234 1451 348 4 65 101 37234 1451 349 4 66 99 37234 1451 350 4 91 2 37234 1451 351 5 16 272 37234 1451 352 5 17 112 37234 1451 353 5 91 342 37234 1451 354 6 102 1556 37234 1451 355 12 16 9 37234 1451 356 12 17 6 37234 1451 357 12 51 3 37234 1451 358 12 52 3 37234 1451 359 12 53 4 37234 1451 360 12 54 3 37234 1451 361 12 55 4 37234 1451 362 12 56 3 37234 1451 363 12 57 4 37234 1451 364 12 58 3 37234 1451 365 12 59 5 37234 1451 366 12 60 4 37234 1451 367 12 61 4 37234 1451 368 12 62 3 37234 1451 369 12 63 3 37234 1451 370 12 64 5 37234 1451 371 12 65 4 37234 1451 372 12 66 4 37234 1451 373 12 91 10 37234 1451 374 12 103 10 37234 1451 375 12 107 11 37234 1451 376 14 16 1 37234 1451 377 14 17 1 37234 1451 378 14 51 1 37234 1451 379 14 52 1 37234 1451 380 14 53 1 37234 1451 381 14 54 1 37234 1451 382 14 55 1 37234 1451 383 14 56 1 37234 1451 384 14 57 1 37234 1451 385 14 58 1 37234 1451 386 14 59 1 37234 1451 387 14 60 1 37234 1451 388 14 61 1 37234 1451 389 14 62 1 37234 1451 390 14 63 1 37234 1451 391 14 64 1 37234 1451 392 14 65 1 37234 1451 393 14 66 1 37234 1451 394 14 91 1 37234 1451 395 14 103 1 37234 1451 396 14 107 1 37234 1451 397 15 16 112 37234 1451 398 15 17 37 37234 1451 399 15 91 200 37234 1451 400 15 103 181 37234 1451 401 15 107 254 37234 1451 402 0.000000+0 0.000000+0 0 0 0 07234 1 099999 0.000000+0 0.000000+0 0 0 0 07234 0 0 0 7.217700+4 1.754200+2 0 0 1 07234 2151 1 7.217700+4 1.000000+0 0 0 2 07234 2151 2 1.000000-5 1.000000+3 1 3 0 17234 2151 3 3.500000+0 8.000000-1 0 0 1 47234 2151 4 1.754200+2 8.000000-1 0 0 1986 3317234 2151 5 -3.890700+0-3.000000+0 4.901300-5 6.360000-2 0.000000+0 0.000000+07234 2151 6 -1.494330+0-4.000000+0 1.000000-5 6.360000-2 0.000000+0 0.000000+07234 2151 7 1.100661+0-3.000000+0 2.238675-3 6.485212-2 0.000000+0 0.000000+07234 2151 8 2.387896+0-4.000000+0 7.820992-3 6.160598-2 0.000000+0 0.000000+07234 2151 9 5.902839+0-3.000000+0 5.384358-3 6.277275-2 0.000000+0 0.000000+07234 2151 10 6.580239+0-4.000000+0 7.869848-3 5.842405-2 0.000000+0 0.000000+07234 2151 11 8.877480+0-4.000000+0 5.782533-3 6.025809-2 0.000000+0 0.000000+07234 2151 12 1.095802+1-3.000000+0 5.051088-4 6.360000-2 0.000000+0 0.000000+07234 2151 13 1.367701+1-4.000000+0 5.807771-4 6.360000-2 0.000000+0 0.000000+07234 2151 14 1.396675+1-3.000000+0 2.956798-3 6.360000-2 0.000000+0 0.000000+07234 2151 15 2.198497+1-4.000000+0 1.789985-3 6.360000-2 0.000000+0 0.000000+07234 2151 16 2.228846+1-3.000000+0 7.969628-4 6.360000-2 0.000000+0 0.000000+07234 2151 17 2.343566+1-4.000000+0 1.289015-3 6.360000-2 0.000000+0 0.000000+07234 2151 18 2.564301+1-3.000000+0 5.275419-4 6.360000-2 0.000000+0 0.000000+07234 2151 19 2.703345+1-3.000000+0 2.921618-3 6.360000-2 0.000000+0 0.000000+07234 2151 20 3.160354+1-4.000000+0 2.477627-4 6.360000-2 0.000000+0 0.000000+07234 2151 21 3.283507+1-4.000000+0 1.287944-3 6.360000-2 0.000000+0 0.000000+07234 2151 22 3.610028+1-3.000000+0 3.465010-3 6.360000-2 0.000000+0 0.000000+07234 2151 23 3.696469+1-4.000000+0 9.271614-3 5.849962-2 0.000000+0 0.000000+07234 2151 24 4.306555+1-4.000000+0 5.035682-3 6.937782-2 0.000000+0 0.000000+07234 2151 25 4.515699+1-4.000000+0 3.082791-3 6.360000-2 0.000000+0 0.000000+07234 2151 26 4.623735+1-4.000000+0 7.065061-3 8.068124-2 0.000000+0 0.000000+07234 2151 27 4.883503+1-3.000000+0 3.853793-2 6.360000-2 0.000000+0 0.000000+07234 2151 28 4.960727+1-4.000000+0 6.127886-3 7.316495-2 0.000000+0 0.000000+07234 2151 29 5.478547+1-4.000000+0 1.689923-2 6.360000-2 0.000000+0 0.000000+07234 2151 30 5.637632+1-3.000000+0 1.431260-2 6.360000-2 0.000000+0 0.000000+07234 2151 31 5.706038+1-4.000000+0 4.237177-3 6.360000-2 0.000000+0 0.000000+07234 2151 32 5.930522+1-3.000000+0 4.256180-3 6.360000-2 0.000000+0 0.000000+07234 2151 33 6.221558+1-3.000000+0 1.414837-3 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