Intermediate energy proton evaluation for 58NI up to 150 MeV 99 0 0 0 2.805800+4 5.793534+1 -1 0 2 12858 1451 1 0.000000+0 0.000000+0 0 0 0 62858 1451 2 9.986200-1 0.000000+0 0 0 10010 02858 1451 3 0.000000+0 0.000000+0 0 0 214 52858 1451 4 28-NI- 58 BRC/ECN EVAL-MAY97 A. Koning 2858 1451 5 JEFF-DOC DIST- REV1- 2858 1451 6 ----JEFF-3-HEL Material 2858 REVISION 1 2858 1451 7 -----Incident proton data 2858 1451 8 ------ENDF-6 Format 2858 1451 9 2858 1451 10 ************************************************** 2858 1451 11 * * 2858 1451 12 * JEFF-3.0 HIGH ENERGY FILE * 2858 1451 13 * * 2858 1451 14 ************************************************** 2858 1451 15 2858 1451 16 2858 1451 17 PROTON EVALUATION UP TO 150 MEV 2858 1451 18 2858 1451 19 A.J. Koning* and O. Bersillon 2858 1451 20 2858 1451 21 Service de Physique Nucleaire, CEA Bruyeres-le-Chatel 2858 1451 22 BP 12, F-91680, Bruyeres-le-Chatel, France 2858 1451 23 2858 1451 24 *Permanent address: 2858 1451 25 2858 1451 26 Netherlands Energy Research Foundation ECN 2858 1451 27 BU - Nuclear Energy, P.O. Box 1, 2858 1451 28 1755 ZG Petten, The Netherlands 2858 1451 29 2858 1451 30 Contributors: 2858 1451 31 2858 1451 32 J.-P. Delaroche, CEA Bruyeres-le-Chatel: Optical model 2858 1451 33 J. Raynal, consultant CEA Bruyeres-le-Chatel: ECIS-96 2858 1451 34 M. Chadwick and P. Young, LANL Los Alamos: GNASH 2858 1451 35 A. Hogenbirk and H. Oudshoorn, ECN Petten: Processing 2858 1451 36 2858 1451 37 This evaluation is created with a code system [1] built around 2858 1451 38 ECIS-96 [2] and GNASH [3]. This is a transport file for light 2858 1451 39 particles. Residual product yields are not included. 2858 1451 40 2858 1451 41 DESCRIPTION OF THE 0 - 150 MEV DATA 2858 1451 42 2858 1451 43 *** PHYSICS *** 2858 1451 44 2858 1451 45 Optical model: - n: Koning and Delaroche (0-160 MeV) [4] 2858 1451 46 ------------- - p: Koning and Delaroche (0-160 MeV) [4] 2858 1451 47 - d: Lohr and Haeberli [5] 2858 1451 48 - t: Becchetti and Greenlees [6] 2858 1451 49 - a: Macfadden and Satchler [7] 2858 1451 50 2858 1451 51 The proton optical model is used for the calculation of the 2858 1451 52 elastic (nuclear + interference terms) and total reaction cross 2858 1451 53 section, as well as for the elastic angular distributions and 2858 1451 54 the angle-integrated direct cross sections (needed as input for 2858 1451 55 GNASH). The proton and all other optical models are used for the 2858 1451 56 calculation of transmission coefficients for the Hauser-Feshbach 2858 1451 57 calculations. All these calculations are done with ECIS-96. The 2858 1451 58 neutron and proton optical models incorporate relativistic 2858 1451 59 kinematics. 2858 1451 60 2858 1451 61 Direct reactions: 2858 1451 62 ---------------- 2858 1451 63 2858 1451 64 Direct reactions to discrete states have been calculated with 2858 1451 65 ECIS-96 using the Distorted Wave Born Approximation (DWBA), 2858 1451 66 using the aforementioned proton optical model. 2858 1451 67 Deformation lengths for the first several MeV have been retrieved 2858 1451 68 from the literature. The corresponding DWBA cross sections are 2858 1451 69 broadened and are included in the continuum spectrum as calculated2858 1451 70 by GNASH. Inelastic angular distributions are not included. 2858 1451 71 Included discrete states for direct reactions are: 2858 1451 72 2+ 1.454 0.900 (spin, parity, energy and deformation length) 2858 1451 73 4+ 2.459 0.350 2858 1451 74 2+ 3.038 0.242 2858 1451 75 2+ 3.263 0.306 2858 1451 76 4+ 3.620 0.246 2858 1451 77 2+ 3.898 0.111 2858 1451 78 2+ 4.108 0.063 2858 1451 79 4+ 4.299 0.127 2858 1451 80 4+ 4.405 0.329 2858 1451 81 3- 4.475 0.708 2858 1451 82 4+ 4.757 0.403 2858 1451 83 4+ 5.438 0.151 2858 1451 84 4+ 5.472 0.080 2858 1451 85 2+ 5.749 0.048 2858 1451 86 4+ 5.766 0.086 2858 1451 87 2+ 5.906 0.115 2858 1451 88 3- 6.312 0.128 2858 1451 89 2+ 6.417 0.068 2858 1451 90 4+ 6.460 0.098 2858 1451 91 2+ 6.475 0.065 2858 1451 92 2+ 6.569 0.056 2858 1451 93 2+ 6.752 0.141 2858 1451 94 3- 6.854 0.296 2858 1451 95 2+ 6.983 0.116 2858 1451 96 4+ 7.051 0.090 2858 1451 97 4+ 7.068 0.086 2858 1451 98 3- 7.111 0.079 2858 1451 99 4+ 7.141 0.112 2858 1451 100 3- 7.210 0.323 2858 1451 101 2+ 7.272 0.088 2858 1451 102 3- 7.300 0.063 2858 1451 103 3- 7.420 0.048 2858 1451 104 3- 7.514 0.171 2858 1451 105 2+ 7.580 0.051 2858 1451 106 4+ 7.618 0.083 2858 1451 107 3- 7.858 0.106 2858 1451 108 4+ 7.860 0.097 2858 1451 109 3- 8.134 0.142 2858 1451 110 3- 8.797 0.097 2858 1451 111 3- 8.841 0.112 2858 1451 112 4+ 8.902 0.072 2858 1451 113 3- 9.012 0.056 2858 1451 114 3- 9.304 0.065 2858 1451 115 3- 9.379 0.106 2858 1451 116 4+ 9.436 0.071 2858 1451 117 3- 9.458 0.082 2858 1451 118 4+ 9.588 0.052 2858 1451 119 4+ 9.632 0.080 2858 1451 120 3- 9.672 0.121 2858 1451 121 3- 9.835 0.083 2858 1451 122 3- 9.870 0.076 2858 1451 123 3- 9.929 0.061 2858 1451 124 3- 9.956 0.071 2858 1451 125 2858 1451 126 Pre-equilibrium reactions: 2858 1451 127 ------------------------- 2858 1451 128 2858 1451 129 In GNASH, angle-integrated pre-equilibrium cross sections are 2858 1451 130 calculated with the exciton model of Kalbach [8]. For continuum 2858 1451 131 angular distributions, Kalbach's systematics [9] is used for all 2858 1451 132 outgoing particles. Multiple pre-equilibrium emission is taken 2858 1451 133 into account. 2858 1451 134 2858 1451 135 Level densities: 2858 1451 136 --------------- 2858 1451 137 2858 1451 138 We used the standard level density options of GNASH [3]. 2858 1451 139 For the pre-equilibrium part, the particle-hole level density of 2858 1451 140 Williams is used. For compound nucleus reactions, we use the 2858 1451 141 Ignatyuk formula [10], and we account for an appropriate matching 2858 1451 142 of discrete levels and the continuum. 2858 1451 143 2858 1451 144 Compound reactions: 2858 1451 145 ------------------ 2858 1451 146 2858 1451 147 We include a large number of possible reaction paths and take into2858 1451 148 account multiple particle evaporation until all final outgoing 2858 1451 149 channels are closed. For the present evaluation, we included 2858 1451 150 residual nuclei that were up to 7 protons and 11 neutron lighter 2858 1451 151 than the target nucleus. Gamma-ray transmission coefficients were 2858 1451 152 calculated using the Kopecky-Uhl model [11]. 2858 1451 153 2858 1451 154 *** DATA FORMAT *** 2858 1451 155 2858 1451 156 MF1: 2858 1451 157 --- 2858 1451 158 2858 1451 159 New documentation is made. 2858 1451 160 2858 1451 161 MF3: 2858 1451 162 --- 2858 1451 163 2858 1451 164 MT2 (elastic) and MT5 ((n,anything)). 2858 1451 165 2858 1451 166 2858 1451 167 MF6: 2858 1451 168 --- 2858 1451 169 2858 1451 170 MT2 (elastic angular distribution): Due to the current ENDF6-limit2858 1451 171 of 20 Legendre coefficients for the angular distribution, the 2858 1451 172 entire section is represented in tabular format. We use LAW=5 and 2858 1451 173 LTP=12 (tabulated data for the nuclear + interference term). 2858 1451 174 We use angles from 180 down to 10 degrees in steps of 2 degrees. 2858 1451 175 The representation is in the CM system. 2858 1451 176 2858 1451 177 MT5: Energy-angle distributions in the CM system for outgoing 2858 1451 178 neutrons, protons, deuterons, tritons and alpha's are given 2858 1451 179 according to Kalbach's systematics (LAW=1, LANG=2). Isotropic 2858 1451 180 energy distributions for photons are given. 2858 1451 181 2858 1451 182 *** CHECKING AND PROCESSING *** 2858 1451 183 2858 1451 184 This file has been checked with CHECKR, FIZCON, PSYCHE 2858 1451 185 Version 6.10 [12] and has been processed by NJOY [13]. 2858 1451 186 2858 1451 187 2858 1451 188 *** REFERENCES *** 2858 1451 189 2858 1451 190 [1] A.J. Koning, "Nuclear data evaluation for Accelerator-Driven 2858 1451 191 Systems", Second International Conference on 2858 1451 192 Accelerator-Driven Transmutation Technologies and 2858 1451 193 Applications, June 3-7 (1996), Kalmar, Sweden. 2858 1451 194 [2] J. Raynal, Notes on ECIS94, Saclay report CEA-N-2772 (1994). 2858 1451 195 [3] P.G. Young, E.D. Arthur and M.B. Chadwick, "Comprehensive 2858 1451 196 nuclear model calculations: Introduction to the theory and use2858 1451 197 of the GNASH code," LA-12343-MS (1992). 2858 1451 198 [4] A.J. Koning and J.-P. Delaroche, unpublished. 2858 1451 199 [5] J.M. Lohr and W. Haeberli (1974), Nuc. Phys. A232, 381 (1974).2858 1451 200 [6] F.D. Becchetti and G.W. Greenlees, Nuc. Data Tables 17 (1976).2858 1451 201 [7] L. Macfadden and G.R. Satchler, Nuc. Phys. 84, 177 (1966). 2858 1451 202 [8] C. Kalbach, "PRECO-D2: Program for calculating preequilibrium 2858 1451 203 and direct reaction double differential cross sections", 2858 1451 204 Los Alamos National Laboratory report LA-10248-MS (1985). 2858 1451 205 [9] C. Kalbach, "Systematics of continuum angular distributions: 2858 1451 206 Extensions to higher energies", Phys. Rev. C37, 2350 (1988). 2858 1451 207 [10]A.V. Ignatyuk, G.N. Smirenkin and A.S. Tishin, 2858 1451 208 "Phenomenological description of the energy dependence of the 2858 1451 209 level density parameter", Sov. J. Nucl. Phys. 21, 255 (1975). 2858 1451 210 [11]J. Kopecky and M. Uhl, "Test of gamma-ray strength functions 2858 1451 211 in nuclear reaction model calculations", Phys. Rev. C42, 2858 1451 212 1941 (1990). 2858 1451 213 [12]C. Dunford, ENDF Utility Codes Release 6.10, IAEA report, 2858 1451 214 IAEA-NDS-29, November 1995. 2858 1451 215 [13]R.E. MacFarlane, The NJOY Nuclear Data Processing System, 2858 1451 216 Version 91, Report LA-12740-M, Los Alamos National 2858 1451 217 Laboratory, 1994. 2858 1451 218 1 451 223 02858 1451 219 3 2 23 02858 1451 220 3 5 53 02858 1451 221 6 2 1778 02858 1451 222 6 5 11871 02858 1451 223 2858 1 0 224 2858 0 0 225 2.805800+4 5.793534+1 0 0 0 02858 3 2 226 0.000000+0 0.000000+0 0 0 1 602858 3 2 227 60 2 2858 3 2 228 1.000000+6 0.000000+0 2.000000+6-3.427117-4 3.000000+6-2.746825-32858 3 2 229 4.000000+6-1.943069-3 5.000000+6-1.588123-2 6.000000+6-3.413771-22858 3 2 230 7.000000+6-8.574564-2 8.000000+6-1.556149-1 9.000000+6-2.189121-12858 3 2 231 1.000000+7-2.707650-1 1.100000+7-3.090134-1 1.200000+7-3.321755-12858 3 2 232 1.300000+7-3.415803-1 1.400000+7-3.406713-1 1.500000+7-3.327515-12858 3 2 233 1.600000+7-3.200563-1 1.700000+7-3.040085-1 1.800000+7-2.857411-12858 3 2 234 1.900000+7-2.662559-1 2.000000+7-2.463860-1 2.100000+7-2.267356-12858 3 2 235 2.200000+7-2.076427-1 2.300000+7-1.892715-1 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-1.045285-1-2.739996-2-6.975647-2-2.916131-2-3.489950-2-3.111523-22858 6 2 1858 4.48965-11-3.328639-2 3.489950-2-3.570152-2 6.975647-2-3.838475-22858 6 2 1859 1.045285-1-4.135169-2 1.391731-1-4.460687-2 1.736482-1-4.816044-22858 6 2 1860 2.079117-1-5.206880-2 2.419219-1-5.643377-2 2.756374-1-6.138580-22858 6 2 1861 3.090170-1-6.703320-2 3.420201-1-7.342425-2 3.746066-1-8.054589-22858 6 2 1862 4.067366-1-8.833330-2 4.383711-1-9.677093-2 4.694716-1-1.061017-12858 6 2 1863 5.000000-1-1.170508-1 5.299193-1-1.306302-1 5.591929-1-1.474850-12858 6 2 1864 5.877853-1-1.669066-1 6.156615-1-1.862453-1 6.427876-1-2.012478-12858 6 2 1865 6.691306-1-2.085716-1 6.946584-1-2.108019-1 7.193398-1-2.215538-12858 6 2 1866 7.431448-1-2.651989-1 7.660444-1-3.649092-1 7.880108-1-5.172469-12858 6 2 1867 8.090170-1-6.607555-1 8.290376-1-6.628704-1 8.480481-1-3.640043-12858 6 2 1868 8.660254-1 2.902837-1 8.829476-1 1.053646+0 8.987940-1 1.240056+02858 6 2 1869 9.135455-1-1.273568-1 9.271839-1-3.619720+0 9.396926-1-8.063976+02858 6 2 1870 9.510565-1-8.998645+0 9.612617-1 1.802057+0 9.702957-1 3.342166+12858 6 2 1871 9.781476-1 8.604580+1 9.848078-1 1.278114+2 2858 6 2 1872 0.000000+0 1.200000+8 12 0 172 862858 6 2 1873 -1.000000+0-9.351237-3-9.993908-1-9.368578-3-9.975641-1-9.382834-32858 6 2 1874 -9.945219-1-9.429409-3-9.902681-1-9.467014-3-9.848078-1-9.558686-32858 6 2 1875 -9.781476-1-9.614999-3-9.702957-1-9.665598-3-9.612617-1-9.758877-32858 6 2 1876 -9.510565-1-9.872642-3-9.396926-1-9.979219-3-9.271839-1-1.011681-22858 6 2 1877 -9.135455-1-1.025634-2-8.987940-1-1.041437-2-8.829476-1-1.059213-22858 6 2 1878 -8.660254-1-1.078684-2-8.480481-1-1.099937-2-8.290376-1-1.122754-22858 6 2 1879 -8.090170-1-1.147974-2-7.880108-1-1.175289-2-7.660444-1-1.204113-22858 6 2 1880 -7.431448-1-1.236018-2-7.193398-1-1.270402-2-6.946584-1-1.307559-22858 6 2 1881 -6.691306-1-1.348000-2-6.427876-1-1.391333-2-6.156615-1-1.438572-22858 6 2 1882 -5.877853-1-1.489598-2-5.591929-1-1.544855-2-5.299193-1-1.604205-22858 6 2 1883 -5.000000-1-1.669523-2-4.694716-1-1.738950-2-4.383711-1-1.815450-22858 6 2 1884 -4.067366-1-1.897312-2-3.746066-1-1.986566-2-3.420201-1-2.083656-22858 6 2 1885 -3.090170-1-2.189756-2-2.756374-1-2.305358-2-2.419219-1-2.431843-22858 6 2 1886 -2.079117-1-2.570368-2-1.736482-1-2.721998-2-1.391731-1-2.887569-22858 6 2 1887 -1.045285-1-3.068187-2-6.975647-2-3.265860-2-3.489950-2-3.484004-22858 6 2 1888 4.48965-11-3.725957-2 3.489950-2-3.995246-2 6.975647-2-4.295259-22858 6 2 1889 1.045285-1-4.629869-2 1.391731-1-5.001770-2 1.736482-1-5.413417-22858 6 2 1890 2.079117-1-5.866433-2 2.419219-1-6.367109-2 2.756374-1-6.928037-22858 6 2 1891 3.090170-1-7.562595-2 3.420201-1-8.282141-2 3.746066-1-9.093067-22858 6 2 1892 4.067366-1-9.998035-2 4.383711-1-1.100015-1 4.694716-1-1.211501-12858 6 2 1893 5.000000-1-1.339366-1 5.299193-1-1.493436-1 5.591929-1-1.683352-12858 6 2 1894 5.877853-1-1.908612-1 6.156615-1-2.149328-1 6.427876-1-2.364616-12858 6 2 1895 6.691306-1-2.510178-1 6.946584-1-2.583402-1 7.193398-1-2.691050-12858 6 2 1896 7.431448-1-3.080003-1 7.660444-1-4.053808-1 7.880108-1-5.720247-12858 6 2 1897 8.090170-1-7.615333-1 8.290376-1-8.416065-1 8.480481-1-6.201348-12858 6 2 1898 8.660254-1 2.574296-2 8.829476-1 9.179572-1 8.987940-1 1.360363+02858 6 2 1899 9.135455-1 1.975294-1 9.271839-1-3.496357+0 9.396926-1-8.883321+02858 6 2 1900 9.510565-1-1.135381+1 9.612617-1-1.485778+0 9.702957-1 3.219228+12858 6 2 1901 9.781476-1 9.222973+1 9.848078-1 1.451743+2 2858 6 2 1902 0.000000+0 1.250000+8 12 0 172 862858 6 2 1903 -1.000000+0-1.065964-2-9.993908-1-1.067124-2-9.975641-1-1.068618-22858 6 2 1904 -9.945219-1-1.072243-2-9.902681-1-1.076854-2-9.848078-1-1.082712-22858 6 2 1905 -9.781476-1-1.090100-2-9.702957-1-1.098350-2-9.612617-1-1.108639-22858 6 2 1906 -9.510565-1-1.120459-2-9.396926-1-1.133235-2-9.271839-1-1.148163-22858 6 2 1907 -9.135455-1-1.165447-2-8.987940-1-1.181773-2-8.829476-1-1.203361-22858 6 2 1908 -8.660254-1-1.224679-2-8.480481-1-1.249022-2-8.290376-1-1.275221-22858 6 2 1909 -8.090170-1-1.303476-2-7.880108-1-1.333545-2-7.660444-1-1.368370-22858 6 2 1910 -7.431448-1-1.403974-2-7.193398-1-1.443065-2-6.946584-1-1.485281-22858 6 2 1911 -6.691306-1-1.530751-2-6.427876-1-1.580271-2-6.156615-1-1.633765-22858 6 2 1912 -5.877853-1-1.691520-2-5.591929-1-1.754143-2-5.299193-1-1.822037-22858 6 2 1913 -5.000000-1-1.895965-2-4.694716-1-1.975473-2-4.383711-1-2.061045-22858 6 2 1914 -4.067366-1-2.155450-2-3.746066-1-2.256874-2-3.420201-1-2.366919-22858 6 2 1915 -3.090170-1-2.487408-2-2.756374-1-2.618648-2-2.419219-1-2.762280-22858 6 2 1916 -2.079117-1-2.919575-2-1.736482-1-3.092269-2-1.391731-1-3.281783-22858 6 2 1917 -1.045285-1-3.489523-2-6.975647-2-3.716669-2-3.489950-2-3.965784-22858 6 2 1918 4.48965-11-4.240782-2 3.489950-2-4.546065-2 6.975647-2-4.886400-22858 6 2 1919 1.045285-1-5.266427-2 1.391731-1-5.692134-2 1.736482-1-6.167902-22858 6 2 1920 2.079117-1-6.697536-2 2.419219-1-7.284377-2 2.756374-1-7.936430-22858 6 2 1921 3.090170-1-8.668050-2 3.420201-1-9.494146-2 3.746066-1-1.042581-12858 6 2 1922 4.067366-1-1.147435-1 4.383711-1-1.265246-1 4.694716-1-1.397965-12858 6 2 1923 5.000000-1-1.549910-1 5.299193-1-1.729715-1 5.591929-1-1.948649-12858 6 2 1924 5.877853-1-2.211834-1 6.156615-1-2.505433-1 6.427876-1-2.792307-12858 6 2 1925 6.691306-1-3.020573-1 6.946584-1-3.165336-1 7.193398-1-3.300911-12858 6 2 1926 7.431448-1-3.666219-1 7.660444-1-4.622604-1 7.880108-1-6.420094-12858 6 2 1927 8.090170-1-8.765493-1 8.290376-1-1.038696+0 8.480481-1-9.075708-12858 6 2 1928 8.660254-1-2.884254-1 8.829476-1 7.242288-1 8.987940-1 1.441516+02858 6 2 1929 9.135455-1 5.262043-1 9.271839-1-3.353359+0 9.396926-1-9.783874+02858 6 2 1930 9.510565-1-1.405138+1 9.612617-1-5.368248+0 9.702957-1 3.064345+12858 6 2 1931 9.781476-1 9.958289+1 9.848078-1 1.662731+2 2858 6 2 1932 0.000000+0 1.300000+8 12 0 172 862858 6 2 1933 -1.000000+0-1.234897-2-9.993908-1-1.235532-2-9.975641-1-1.237814-22858 6 2 1934 -9.945219-1-1.241660-2-9.902681-1-1.247219-2-9.848078-1-1.254071-22858 6 2 1935 -9.781476-1-1.262555-2-9.702957-1-1.272419-2-9.612617-1-1.284222-22858 6 2 1936 -9.510565-1-1.297912-2-9.396926-1-1.313137-2-9.271839-1-1.329893-22858 6 2 1937 -9.135455-1-1.349473-2-8.987940-1-1.370105-2-8.829476-1-1.393606-22858 6 2 1938 -8.660254-1-1.418999-2-8.480481-1-1.444883-2-8.290376-1-1.474361-22858 6 2 1939 -8.090170-1-1.509062-2-7.880108-1-1.546578-2-7.660444-1-1.583007-22858 6 2 1940 -7.431448-1-1.625441-2-7.193398-1-1.670568-2-6.946584-1-1.720370-22858 6 2 1941 -6.691306-1-1.773448-2-6.427876-1-1.830569-2-6.156615-1-1.892223-22858 6 2 1942 -5.877853-1-1.959515-2-5.591929-1-2.032265-2-5.299193-1-2.110446-22858 6 2 1943 -5.000000-1-2.195747-2-4.694716-1-2.287937-2-4.383711-1-2.387578-22858 6 2 1944 -4.067366-1-2.495364-2-3.746066-1-2.615038-2-3.420201-1-2.742823-22858 6 2 1945 -3.090170-1-2.881732-2-2.756374-1-3.034070-2-2.419219-1-3.200332-22858 6 2 1946 -2.079117-1-3.382356-2-1.736482-1-3.582533-2-1.391731-1-3.802391-22858 6 2 1947 -1.045285-1-4.044428-2-6.975647-2-4.310139-2-3.489950-2-4.601900-22858 6 2 1948 4.48965-11-4.922609-2 3.489950-2-5.276907-2 6.975647-2-5.670837-22858 6 2 1949 1.045285-1-6.110653-2 1.391731-1-6.603555-2 1.736482-1-7.157169-22858 6 2 1950 2.079117-1-7.780224-2 2.419219-1-8.476948-2 2.756374-1-9.252896-22858 6 2 1951 3.090170-1-1.011927-1 3.420201-1-1.109128-1 3.746066-1-1.218557-12858 6 2 1952 4.067366-1-1.341692-1 4.383711-1-1.480714-1 4.694716-1-1.638862-12858 6 2 1953 5.000000-1-1.820935-1 5.299193-1-2.035188-1 5.591929-1-2.294173-12858 6 2 1954 5.877853-1-2.606704-1 6.156615-1-2.965228-1 6.427876-1-3.336459-12858 6 2 1955 6.691306-1-3.663295-1 6.946584-1-3.902042-1 7.193398-1-4.095484-12858 6 2 1956 7.431448-1-4.466425-1 7.660444-1-5.424494-1 7.880108-1-7.361872-12858 6 2 1957 8.090170-1-1.017857+0 8.290376-1-1.269477+0 8.480481-1-1.244448+02858 6 2 1958 8.660254-1-6.707206-1 8.829476-1 4.576611-1 8.987940-1 1.477148+02858 6 2 1959 9.135455-1 8.587194-1 9.271839-1-3.202413+0 9.396926-1-1.083558+12858 6 2 1960 9.510565-1-1.727064+1 9.612617-1-1.010746+1 9.702957-1 2.867266+12858 6 2 1961 9.781476-1 1.086895+2 9.848078-1 1.928040+2 2858 6 2 1962 0.000000+0 1.350000+8 12 0 172 862858 6 2 1963 -1.000000+0-1.469950-2-9.993908-1-1.471699-2-9.975641-1-1.472183-22858 6 2 1964 -9.945219-1-1.473961-2-9.902681-1-1.481045-2-9.848078-1-1.488906-22858 6 2 1965 -9.781476-1-1.498669-2-9.702957-1-1.511734-2-9.612617-1-1.525449-22858 6 2 1966 -9.510565-1-1.541198-2-9.396926-1-1.558889-2-9.271839-1-1.579241-22858 6 2 1967 -9.135455-1-1.602024-2-8.987940-1-1.627496-2-8.829476-1-1.654602-22858 6 2 1968 -8.660254-1-1.685502-2-8.480481-1-1.718967-2-8.290376-1-1.755458-22858 6 2 1969 -8.090170-1-1.793273-2-7.880108-1-1.835562-2-7.660444-1-1.873883-22858 6 2 1970 -7.431448-1-1.934224-2-7.193398-1-1.984923-2-6.946584-1-2.042748-22858 6 2 1971 -6.691306-1-2.105595-2-6.427876-1-2.174433-2-6.156615-1-2.247355-22858 6 2 1972 -5.877853-1-2.326838-2-5.591929-1-2.413399-2-5.299193-1-2.506225-22858 6 2 1973 -5.000000-1-2.607603-2-4.694716-1-2.716352-2-4.383711-1-2.834945-22858 6 2 1974 -4.067366-1-2.964940-2-3.746066-1-3.105710-2-3.420201-1-3.256925-22858 6 2 1975 -3.090170-1-3.422806-2-2.756374-1-3.603845-2-2.419219-1-3.801263-22858 6 2 1976 -2.079117-1-4.017547-2-1.736482-1-4.254833-2-1.391731-1-4.515961-22858 6 2 1977 -1.045285-1-4.803640-2-6.975647-2-5.120891-2-3.489950-2-5.470708-22858 6 2 1978 4.48965-11-5.854872-2 3.489950-2-6.278437-2 6.975647-2-6.747479-22858 6 2 1979 1.045285-1-7.269949-2 1.391731-1-7.854278-2 1.736482-1-8.511645-22858 6 2 1980 2.079117-1-9.254385-2 2.419219-1-1.009207-1 2.756374-1-1.103398-12858 6 2 1981 3.090170-1-1.208822-1 3.420201-1-1.326640-1 3.746066-1-1.458944-12858 6 2 1982 4.067366-1-1.607399-1 4.383711-1-1.774727-1 4.694716-1-1.965353-12858 6 2 1983 5.000000-1-2.186128-1 5.299193-1-2.446502-1 5.591929-1-2.760115-12858 6 2 1984 5.877853-1-3.139702-1 6.156615-1-3.584426-1 6.427876-1-4.063535-12858 6 2 1985 6.691306-1-4.515561-1 6.946584-1-4.878688-1 7.193398-1-5.165617-12858 6 2 1986 7.431448-1-5.579223-1 7.660444-1-6.572061-1 7.880108-1-8.685091-12858 6 2 1987 8.090170-1-1.203997+0 8.290376-1-1.558804+0 8.480481-1-1.661665+02858 6 2 1988 8.660254-1-1.154665+0 8.829476-1 9.121531-2 8.987940-1 1.456806+02858 6 2 1989 9.135455-1 1.201878+0 9.271839-1-3.055594+0 9.396926-1-1.215051+12858 6 2 1990 9.510565-1-2.131746+1 9.612617-1-1.615814+1 9.702957-1 2.608941+12858 6 2 1991 9.781476-1 1.205080+2 9.848078-1 2.277086+2 2858 6 2 1992 0.000000+0 1.400000+8 12 0 172 862858 6 2 1993 -1.000000+0-1.792510-2-9.993908-1-1.799895-2-9.975641-1-1.811706-22858 6 2 1994 -9.945219-1-1.804749-2-9.902681-1-1.817597-2-9.848078-1-1.835136-22858 6 2 1995 -9.781476-1-1.839650-2-9.702957-1-1.857047-2-9.612617-1-1.874385-22858 6 2 1996 -9.510565-1-1.891237-2-9.396926-1-1.914836-2-9.271839-1-1.940025-22858 6 2 1997 -9.135455-1-1.967547-2-8.987940-1-1.997033-2-8.829476-1-2.030993-22858 6 2 1998 -8.660254-1-2.067668-2-8.480481-1-2.109012-2-8.290376-1-2.153890-22858 6 2 1999 -8.090170-1-2.202496-2-7.880108-1-2.252224-2-7.660444-1-2.309985-22858 6 2 2000 -7.431448-1-2.367255-2-7.193398-1-2.433376-2-6.946584-1-2.507672-22858 6 2 2001 -6.691306-1-2.584029-2-6.427876-1-2.669284-2-6.156615-1-2.759562-22858 6 2 2002 -5.877853-1-2.855647-2-5.591929-1-2.962208-2-5.299193-1-3.077610-22858 6 2 2003 -5.000000-1-3.201375-2-4.694716-1-3.334708-2-4.383711-1-3.481443-22858 6 2 2004 -4.067366-1-3.639638-2-3.746066-1-3.811380-2-3.420201-1-3.997052-22858 6 2 2005 -3.090170-1-4.205882-2-2.756374-1-4.425644-2-2.419219-1-4.667968-22858 6 2 2006 -2.079117-1-4.933282-2-1.736482-1-5.224257-2-1.391731-1-5.544545-22858 6 2 2007 -1.045285-1-5.897502-2-6.975647-2-6.286899-2-3.489950-2-6.717612-22858 6 2 2008 4.48965-11-7.193962-2 3.489950-2-7.718415-2 6.975647-2-8.297781-22858 6 2 2009 1.045285-1-8.940911-2 1.391731-1-9.658387-2 1.736482-1-1.046425-12858 6 2 2010 2.079117-1-1.137379-1 2.419219-1-1.240674-1 2.756374-1-1.357670-12858 6 2 2011 3.090170-1-1.489742-1 3.420201-1-1.637753-1 3.746066-1-1.803527-12858 6 2 2012 4.067366-1-1.989201-1 4.383711-1-2.197514-1 4.694716-1-2.433892-12858 6 2 2013 5.000000-1-2.707652-1 5.299193-1-3.031739-1 5.591929-1-3.422646-12858 6 2 2014 5.877853-1-3.898146-1 6.156615-1-4.463527-1 6.427876-1-5.091934-12858 6 2 2015 6.691306-1-5.715692-1 6.946584-1-6.252705-1 7.193398-1-6.684190-12858 6 2 2016 7.431448-1-7.191424-1 7.660444-1-8.272916-1 7.880108-1-1.063771+02858 6 2 2017 8.090170-1-1.467486+0 8.290376-1-1.950916+0 8.480481-1-2.216870+02858 6 2 2018 8.660254-1-1.804370+0 8.829476-1-4.293680-1 8.987940-1 1.359463+02858 6 2 2019 9.135455-1 1.567019+0 9.271839-1-2.932971+0 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