******************************************************************************** ** ** E 9 6 _ E 2 4 _ C o m b i n a t i o n s _ 2 _ B . t x t ** ******************************************************************************** ** ** FUNCTIONAL DESCRIPTION ** ** This text file contains a concise table of feasible combinations of the ** form 1/X = 1/x1 + 1/x2, where x1 and x2 are two values taken from the com- ** bined E96+E24 series of preferred values and X is the resulting value of ** this combination. The different E series of preferred values are specified ** in IEC Standard 60063. ** ** The combined E96+E24 series consists of the following 114 base values: ** ** 100 102 105 107 110 113 115 118 120 121 124 127 ** 130 133 137 140 143 147 150 154 158 160 162 165 ** 169 174 178 180 182 187 191 196 200 205 210 215 ** 220 221 226 232 237 240 243 249 255 261 267 270 ** 274 280 287 294 300 301 309 316 324 330 332 340 ** 348 357 360 365 374 383 390 392 402 412 422 430 ** 432 442 453 464 470 475 487 499 510 511 523 536 ** 549 560 562 576 590 604 619 620 634 649 665 680 ** 681 698 715 732 750 768 787 806 820 825 845 866 ** 887 909 910 931 953 976 ** ** This list includes 18 values from the E24 series that are not contained in ** the E96 series, namely: ** ** 120 160 180 220 240 270 300 330 360 390 430 470 ** 510 560 620 680 820 910 ** ** The above type of combinations applies to parallel connections of two ** resistors, parallel connections of two inductors, or series connections of ** two capacitors, respectively. The latter two cases, however, are of minor ** practical importance. Single values are seamlessly included, in which case ** one of the x values is infinite. ** ** In order to limit the potentially infinite number of possible combinations ** to a reasonable amount, combinations where the ratio between the largest ** finite value and the smallest non-zero value would exceed an upper limit ** of 100 are excluded. Such an upper limit corresponds to nominal component ** tolerances in the order of 1% for the dominant values of a combination, ** which should be sufficient for most cases of interest. Also, equivalent ** permutations are eliminated by ensuring that x1 <= x2. ** ** The table of feasible combinations below is sorted in ascending order of ** resulting values X, and these values are normalised such that they gener- ** ally fall into the base decade from 100 to 1000, thus 100 <= X < 1000. Of ** course, all table entries can be arbitrarily scaled up or down by factors ** of 10, 100, 1000, and so forth. ** ** This is best illustrated with resistors: ** ** ____ r1 ** +----|____|----+ ** o-----+ ____ r2 +-----o ** +----|____|----+ ** ** r1..r2 = resistance values of the used resistors ** R = total resistance of the resistor combination ** M = maximum allowed ratio of resistance values ** ** M = 100 ** 1/R = 1/r1 + 1/r2 ** 100 <= R < 1000 ** r1 <= r2 ** r2 may be infinite (one resistor) ** 1 <= r2/r1 <= M ; if r2 < inf ** ** All in all, the resulting table of feasible combinations contains a total ** of 26220 entries. As some values can be realised in different ways, how- ** ever, there are only 25905 distinct values. The maximum relative differ- ** ence between adjacent values is 0.0723 percent. ** ** The normalised relative uncertainty (NRU) value, which is also given for ** each combination, is calculated via the common error propagation formula ** for independent variables and gives an estimate for the mean relative ** uncertainty of the resulting value X of this combination in relation to ** the mean relative uncertainties of its x values. This estimate is valid ** under the simplifying assumption that the x values are statistically inde- ** pendent and normally distributed about their nominal values and that they ** have identical relative uncertainties, in which case 0.707 <= NRU <= 1. ** ** This means that the relative dispersion of the resulting value X of a ** combination is somewhat reduced compared to the relative dispersions of ** its individual x values. The worst-case behaviour is not improved, though. ** Note, however, that the above independence assumption may already be vio- ** lated when a combination is made up of components from the same production ** batch, just to name one potential caveat. ** ** As regards the required series for a particular combination, the combined ** E96+E24 series is treated such that values from the E96 series take prece- ** dence over values from the E24 series, because the E24 series here merely ** serves as a supplement to the E96 series. Hence, E24 means that at least ** one of the x values is not contained in the E96 series. ** ** One last note on the file format: This is a Unix plain text file that uses ** single line-feed (LF) characters as line terminators and assumes a fixed ** tab spacing of eight characters. Thus, a monospaced font and proper tab ** settings are recommended for best readability; and on Windows, it may be ** necessary, too, to replace LF with CR LF. ** ******************************************************************************** ** ** VERSION HISTORY ** ** Author: Gert Willmann, Stuttgart, Germany ** ** Version: 1.0, 30-Jul-2017 (1019785 bytes) ** ** Copyright: (C) 2017 Gert Willmann ** ** This file is free software; it can be redistributed and/or modified under ** the terms of the GNU Lesser General Public License (LGPL) as published by ** the Free Software Foundation, either Version 3 of the License or (at your ** option) any later version. ** ** This file is distributed in the hope that it will be useful, but without ** any warranty; without even the implied warranty of merchantability or fit- ** ness for a particular purpose. See the GNU Lesser General Public License ** for more details. ** ** A copy of the GNU Lesser General Public License should have come along ** with this file. If not, see . ** ******************************************************************************** Table of Combinations: ====================== ---------------------------------------------------------- Line X x1 x2 NRU Series ---------------------------------------------------------- 1 100 100 - 1 E48 2 100 102 5.1k 0.981 E96+E24 3 100 105 2.1k 0.954 E96 4 100 110 1.1k 0.914 E48 5 100 150 300 0.745 E96+E24 6 100 200 200 0.707 E96 7 100.0038373 102 5.11k 0.981 E96 8 100.01243781 187 215 0.709 E48 9 100.02265006 115 768 0.879 E96 10 100.02493766 191 210 0.708 E96 11 100.04683841 160 267 0.729 E96+E24 12 100.04857316 107 1.54k 0.937 E96 13 100.04876219 102 5.23k 0.981 E96 14 100.09520322 102 5.36k 0.982 E96 15 100.11049724 120 604 0.851 E96+E24 16 100.11086475 105 2.15k 0.955 E48 17 100.11086475 150 301 0.746 E96 18 100.13948498 102 5.49k 0.982 E96 19 100.17537706 102 5.6k 0.982 E96+E24 20 100.17857143 165 255 0.723 E96 21 100.18175463 102 5.62k 0.982 E96 22 100.19704433 180 226 0.712 E48+E24 23 100.19950125 196 205 0.707 E48 24 100.2076412 127 475 0.817 E96 25 100.21296296 158 274 0.732 E96 26 100.21339656 107 1.58k 0.939 E96 27 100.21691974 105 2.2k 0.956 E48+E24 28 100.21711367 118 665 0.863 E96 29 100.22222222 154 287 0.739 E48 30 100.22517912 102 5.76k 0.983 E96 31 100.231 113 887 0.894 E96 32 100.23493045 124 523 0.831 E96 33 100.23758099 105 2.21k 0.956 E96 34 100.24193548 110 1.13k 0.916 E96 35 100.26657781 102 5.9k 0.983 E96 36 100.27005871 137 374 0.779 E96 37 100.29291154 107 1.6k 0.939 E96+E24 38 100.30608922 102 6.04k 0.984 E96 39 100.32829374 147 316 0.753 E48 40 100.33576642 174 237 0.715 E96 41 100.33813747 115 787 0.882 E48 42 100.33826638 105 2.26k 0.957 E48 43 100.34647171 102 6.19k 0.984 E96 44 100.34909553 102 6.2k 0.984 E96+E24 45 100.37058483 107 1.62k 0.94 E96 46 100.38497361 102 6.34k 0.984 E96 47 100.3968254 110 1.15k 0.917 E48 48 100.40787623 121 590 0.847 E48 49 100.4217233 102 6.49k 0.985 E96 50 100.45360825 105 2.32k 0.958 E96 51 100.45454545 130 442 0.805 E96 52 100.45912322 102 6.65k 0.985 E96 53 100.46511628 160 270 0.73 E24 54 100.48377917 107 1.65k 0.941 E96 55 100.49261084 102 6.8k 0.985 E96+E24 56 100.49479167 102 6.81k 0.985 E96 57 100.50587084 113 909 0.896 E96 58 100.51420839 120 619 0.853 E48+E24 59 100.51808407 113 910 0.896 E96+E24 60 100.53092347 102 6.98k 0.986 E96 61 100.54054054 120 620 0.853 E24 62 100.54311927 133 412 0.794 E96 63 100.54545455 105 2.37k 0.959 E48 64 100.55137845 118 680 0.865 E96+E24 65 100.56338028 140 357 0.772 E96 66 100.56536128 102 7.15k 0.986 E96 67 100.57321652 118 681 0.865 E96 68 100.5982215 102 7.32k 0.986 E96 69 100.5988024 105 2.4k 0.959 E48+E24 70 100.62015504 110 1.18k 0.919 E96 71 100.62882582 107 1.69k 0.942 E96 72 100.63141279 102 7.5k 0.987 E96 73 100.64060803 115 806 0.884 E96 74 100.65088757 105 2.43k 0.959 E96 75 100.66252588 143 340 0.764 E96 76 100.66306862 102 7.68k 0.987 E96 77 100.6722488 169 249 0.72 E48 78 100.69493226 102 7.87k 0.987 E96 79 100.7030303 124 536 0.834 E96 80 100.72195122 178 232 0.713 E96 81 100.72531242 102 8.06k 0.988 E96 82 100.73127036 127 487 0.82 E48 83 100.746808 102 8.2k 0.988 E96+E24 84 100.75144509 105 2.49k 0.96 E48 85 100.75431034 102 8.25k 0.988 E96 86 100.76335878 110 1.2k 0.92 E48+E24 87 100.76915709 113 931 0.898 E96 88 100.78344247 102 8.45k 0.988 E96 89 100.8 140 360 0.773 E48+E24 90 100.8012994 107 1.74k 0.944 E96 91 100.80551724 121 604 0.85 E96 92 100.81259986 102 8.66k 0.988 E96 93 100.81372549 182 226 0.711 E96 94 100.82517483 162 267 0.728 E96 95 100.83333333 110 1.21k 0.92 E48 96 100.84039233 102 8.87k 0.989 E96 97 100.84745763 105 2.55k 0.961 E96 98 100.85561497 115 820 0.886 E48+E24 99 100.86814621 102 9.09k 0.989 E96 100 100.86937622 102 9.1k 0.989 E96+E24 101 100.86956522 174 240 0.716 E96+E24 102 100.89460263 102 9.31k 0.989 E96 103 100.90185676 120 634 0.856 E96+E24 104 100.90576923 137 383 0.782 E96 105 100.9198505 102 9.53k 0.989 E96 106 100.93085106 115 825 0.886 E48 107 100.9326974 107 1.78k 0.945 E96 108 100.93627451 118 698 0.868 E96 109 100.93922652 105 2.61k 0.962 E48 110 100.94504157 102 9.76k 0.99 E96 111 100.97010493 102 10k 0.99 E96 112 100.98039216 150 309 0.748 E96 113 100.99009901 102 10.2k 0.99 E96 114 100.99632931 107 1.8k 0.946 E96+E24 115 101.00456621 158 280 0.734 E96 116 101.01200686 130 453 0.808 E96 117 101.01382488 160 274 0.731 E48+E24 118 101.02157598 113 953 0.9 E96 119 101.02702703 105 2.67k 0.963 E96 120 101.03703704 110 1.24k 0.922 E96 121 101.05864037 107 1.82k 0.946 E96 122 101.0625 154 294 0.741 E96 123 101.06951872 105 2.7k 0.963 E48+E24 124 101.08108108 187 220 0.709 E48+E24 125 101.0915493 165 261 0.725 E96 126 101.12101911 147 324 0.755 E96 127 101.12478032 105 2.74k 0.964 E48 128 101.12792793 133 422 0.797 E48 129 101.1453202 191 215 0.708 E96 130 101.15304606 124 549 0.836 E96 131 101.18811881 140 365 0.774 E48 132 101.20481928 105 2.8k 0.965 E96 133 101.20890238 107 1.87k 0.947 E96 134 101.21486486 121 619 0.852 E48 135 101.22395833 115 845 0.888 E96 136 101.23188406 110 1.27k 0.924 E48 137 101.2345679 200 205 0.707 E96 138 101.23482428 127 499 0.823 E96 139 101.24156545 121 620 0.852 E48+E24 140 101.25 162 270 0.729 E48+E24 141 101.27438231 120 649 0.858 E48+E24 142 101.27456382 113 976 0.902 E96 143 101.28451381 118 715 0.87 E96 144 101.29166667 187 221 0.71 E96 145 101.29411765 105 2.87k 0.965 E48 146 101.32374814 107 1.91k 0.948 E96 147 101.35234216 143 348 0.766 E96 148 101.3592233 180 232 0.713 E96+E24 149 101.37931034 105 2.94k 0.966 E96 150 101.37931034 196 210 0.708 E96 151 101.38519924 137 390 0.784 E96+E24 152 101.39568345 174 243 0.717 E96 153 101.41843972 110 1.3k 0.925 E96 154 101.44927536 105 3k 0.967 E48+E24 155 101.46067416 105 3.01k 0.967 E48 156 101.46105467 107 1.96k 0.95 E96 157 101.51885831 115 866 0.891 E48 158 101.51984877 137 392 0.785 E96 159 101.52046784 124 560 0.839 E96+E24 160 101.52740341 113 1k 0.904 E96 161 101.54882155 130 464 0.811 E96 162 101.54929577 105 3.09k 0.968 E96 163 101.56620788 107 2k 0.951 E96 164 101.58081705 133 430 0.799 E48+E24 165 101.58600583 124 562 0.839 E96 166 101.59722222 110 1.33k 0.927 E48 167 101.60794702 121 634 0.855 E96 168 101.61882353 118 732 0.872 E96 169 101.62327718 105 3.16k 0.968 E48 170 101.63915094 169 255 0.722 E96 171 101.65301205 178 237 0.714 E48 172 101.65605096 120 665 0.861 E96+E24 173 101.67974882 127 510 0.825 E48+E24 174 101.6920354 133 432 0.8 E96 175 101.69216504 107 2.05k 0.952 E96 176 101.69811321 147 330 0.757 E48+E24 177 101.70403587 105 3.24k 0.969 E96 178 101.7167382 150 316 0.751 E96 179 101.71943574 127 511 0.825 E48 180 101.72992056 113 1.02k 0.906 E96 181 101.76211454 105 3.3k 0.97 E48+E24 182 101.76211454 154 300 0.743 E48+E24 183 101.7810219 105 3.32k 0.97 E48 184 101.80139721 115 887 0.893 E96 185 101.80733945 162 274 0.73 E48 186 101.81241504 107 2.1k 0.953 E96 187 101.81818182 160 280 0.733 E96+E24 188 101.82432432 110 1.37k 0.929 E96 189 101.83333333 130 470 0.813 E96+E24 190 101.85449358 105 3.4k 0.971 E96 191 101.86770428 140 374 0.777 E96 192 101.87692308 154 301 0.743 E48 193 101.88726514 147 332 0.758 E48 194 101.9011236 158 287 0.736 E96 195 101.92468619 105 3.48k 0.971 E48 196 101.92733717 107 2.15k 0.954 E96 197 101.95852535 118 750 0.875 E96 198 101.97916667 165 267 0.727 E96 199 101.98571429 121 649 0.857 E48 200 101.98675497 110 1.4k 0.93 E48 201 101.99033816 182 232 0.712 E96 202 102 102 - 1 E96 203 102 105 3.57k 0.972 E96 204 102 120 680 0.863 E24 205 102.02063629 113 1.05k 0.908 E96 206 102.02247191 120 681 0.863 E48+E24 207 102.0242915 105 3.6k 0.972 E48+E24 208 102.03428571 124 576 0.842 E96 209 102.03727785 107 2.2k 0.955 E96+E24 210 102.05869659 107 2.21k 0.955 E96 211 102.06391478 105 3.65k 0.972 E48 212 102.0661157 130 475 0.814 E96 213 102.08496094 115 909 0.895 E48 214 102.09756098 115 910 0.895 E48+E24 215 102.102 143 357 0.769 E96 216 102.13263979 105 3.74k 0.973 E96 217 102.14285714 110 1.43k 0.931 E96 218 102.16307562 107 2.26k 0.956 E96 219 102.17810761 137 402 0.788 E96 220 102.18615385 127 523 0.828 E96 221 102.19822109 105 3.83k 0.974 E48 222 102.20095694 178 240 0.715 E48+E24 223 102.20625528 113 1.07k 0.91 E96 224 102.23652174 133 442 0.803 E48 225 102.23844282 191 220 0.709 E96+E24 226 102.24719101 105 3.9k 0.974 E48+E24 227 102.26086957 105 3.92k 0.974 E96 228 102.28265348 107 2.32k 0.957 E96 229 102.28442438 118 768 0.877 E96 230 102.30215827 180 237 0.714 E48+E24 231 102.32727273 105 4.02k 0.975 E48 232 102.32929782 187 226 0.71 E48 233 102.34177215 110 1.47k 0.933 E48 234 102.34592445 143 360 0.77 E96+E24 235 102.35659656 115 931 0.897 E96 236 102.37277354 121 665 0.86 E96 237 102.37787646 107 2.37k 0.958 E96 238 102.39053254 105 4.12k 0.975 E96 239 102.39608802 120 698 0.866 E96+E24 240 102.4137931 165 270 0.727 E96+E24 241 102.42553191 174 249 0.718 E96 242 102.43318708 107 2.4k 0.958 E96+E24 243 102.43902439 200 210 0.707 E96 244 102.45086705 105 4.22k 0.976 E48 245 102.4538835 191 221 0.709 E96 246 102.46498599 124 590 0.844 E96 247 102.47320692 113 1.1k 0.912 E96 248 102.48447205 110 1.5k 0.934 E96 249 102.48718959 107 2.43k 0.959 E96 250 102.49716232 105 4.3k 0.976 E48+E24 251 102.5 205 205 0.707 E48 252 102.50847458 105 4.32k 0.977 E96 253 102.52390057 140 383 0.78 E48 254 102.53041363 196 215 0.708 E48 255 102.53164557 150 324 0.753 E96 256 102.56353591 105 4.42k 0.977 E48 257 102.57906977 169 261 0.723 E48 258 102.59145168 107 2.49k 0.96 E96 259 102.60940032 130 487 0.817 E96 260 102.61436464 118 787 0.879 E96 261 102.6170412 115 953 0.899 E48 262 102.62135922 105 4.53k 0.978 E96 263 102.62443439 162 280 0.732 E96 264 102.62833676 147 340 0.761 E96 265 102.66666667 110 1.54k 0.936 E48 266 102.67269985 127 536 0.831 E48 267 102.67650158 105 4.64k 0.978 E48 268 102.69100489 107 2.55k 0.961 E96 269 102.70551509 105 4.7k 0.978 E48+E24 270 102.721598 121 680 0.862 E48+E24 271 102.72727273 113 1.13k 0.914 E96 272 102.72914521 105 4.75k 0.979 E96 273 102.72930649 160 287 0.735 E48+E24 274 102.74109264 178 243 0.715 E96 275 102.74438903 121 681 0.862 E48 276 102.74606299 143 365 0.772 E96 277 102.75449102 120 715 0.868 E48+E24 278 102.7699115 158 294 0.738 E96 279 102.7775378 154 309 0.746 E96 280 102.7839196 105 4.87k 0.979 E48 281 102.78616121 107 2.61k 0.961 E96 282 102.81238616 137 412 0.791 E96 283 102.81399317 133 453 0.806 E96 284 102.83611384 105 4.99k 0.98 E96 285 102.84023669 110 1.58k 0.937 E96 286 102.85714286 180 240 0.714 E24 287 102.87720562 107 2.67k 0.962 E96 288 102.87809349 115 976 0.901 E96 289 102.87912088 124 604 0.847 E96 290 102.88184438 105 5.1k 0.98 E48+E24 291 102.88590604 105 5.11k 0.98 E48 292 102.88994458 113 1.15k 0.915 E96 293 102.92126826 107 2.7k 0.963 E96+E24 294 102.92397661 110 1.6k 0.938 E48+E24 295 102.93073593 118 806 0.882 E96 296 102.93345829 105 5.23k 0.981 E96 297 102.9451074 182 237 0.713 E96 298 102.97857394 107 2.74k 0.963 E96 299 102.98261665 105 5.36k 0.981 E48 300 102.98405467 165 274 0.729 E96 301 103.00578035 110 1.62k 0.939 E48 302 103.01886792 140 390 0.782 E48+E24 303 103.02949062 105 5.49k 0.981 E96 304 103.06157551 107 2.8k 0.964 E96 305 103.06748466 105 5.6k 0.982 E48+E24 306 103.07423581 105 5.62k 0.982 E48 307 103.09859155 120 732 0.871 E96+E24 308 103.1202046 105 5.76k 0.982 E96 309 103.12332112 121 698 0.865 E96 310 103.12451663 113 1.18k 0.917 E96 311 103.125 110 1.65k 0.94 E96 312 103.125 150 330 0.755 E96+E24 313 103.13195548 130 499 0.82 E96 314 103.13901345 115 1k 0.903 E48 315 103.14053254 127 549 0.834 E96 316 103.15418206 107 2.87k 0.965 E96 317 103.15565032 118 820 0.883 E96+E24 318 103.15789474 140 392 0.782 E96 319 103.16402998 105 5.9k 0.983 E48 320 103.20585842 105 6.04k 0.983 E96 321 103.23435843 118 825 0.884 E96 322 103.24253364 107 2.94k 0.966 E96 323 103.24861001 105 6.19k 0.983 E48 324 103.25138779 105 6.2k 0.983 E48+E24 325 103.27494288 113 1.2k 0.918 E96+E24 326 103.27777778 110 1.69k 0.941 E48 327 103.28937161 105 6.34k 0.984 E96 328 103.30551817 124 619 0.85 E96 329 103.31509495 107 3k 0.966 E96+E24 330 103.31950207 150 332 0.756 E96 331 103.32691691 107 3.01k 0.966 E96 332 103.328279 105 6.49k 0.984 E48 333 103.33333333 124 620 0.85 E96+E24 334 103.34545455 147 348 0.763 E48 335 103.34801762 115 1.02k 0.904 E96 336 103.34845049 113 1.21k 0.919 E96 337 103.36787565 105 6.65k 0.985 E96 338 103.37018425 133 464 0.809 E48 339 103.40333092 105 6.8k 0.985 E48+E24 340 103.40425532 180 243 0.715 E96+E24 341 103.40563991 105 6.81k 0.985 E48 342 103.41883015 107 3.09k 0.967 E96 343 103.42397138 137 422 0.794 E96 344 103.42657343 174 255 0.72 E96 345 103.44389555 105 6.98k 0.985 E96 346 103.44680851 143 374 0.774 E96 347 103.44827586 120 750 0.873 E48+E24 348 103.45945946 110 1.74k 0.942 E96 349 103.48035837 105 7.15k 0.986 E48 350 103.48684211 121 715 0.867 E48 351 103.49311927 169 267 0.725 E96 352 103.49344978 158 300 0.74 E96+E24 353 103.49556168 107 3.16k 0.968 E96 354 103.507109 182 240 0.714 E96+E24 355 103.51515152 105 7.32k 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0.855 E96 1734 117.54716981 210 267 0.712 E96 1735 117.54774817 121 4.12k 0.972 E96 1736 117.55033557 124 2.26k 0.949 E96 1737 117.55102041 120 5.76k 0.98 E96+E24 1738 117.55125952 127 1.58k 0.929 E96 1739 117.55642023 182 332 0.737 E96 1740 117.6 196 294 0.721 E96 1741 117.60797342 120 5.9k 0.98 E48+E24 1742 117.62727482 121 4.22k 0.973 E48 1743 117.65828274 133 1.02k 0.892 E96 1744 117.66068327 127 1.6k 0.929 E48+E24 1745 117.66233766 120 6.04k 0.981 E96+E24 1746 117.66423358 130 1.24k 0.91 E96 1747 117.66891892 162 430 0.776 E48+E24 1748 117.6797829 147 590 0.825 E48 1749 117.68147014 154 499 0.8 E96 1750 117.68830581 121 4.3k 0.973 E48+E24 1751 117.69183168 143 665 0.842 E96 1752 117.69230769 180 340 0.74 E96+E24 1753 117.70322 121 4.32k 0.973 E96 1754 117.7086743 124 2.32k 0.951 E96 1755 117.71790808 120 6.19k 0.981 E48+E24 1756 117.72151899 120 6.2k 0.981 E24 1757 117.76425856 178 348 0.743 E48 1758 117.7676016 127 1.62k 0.93 E48 1759 117.77089783 120 6.34k 0.982 E96+E24 1760 117.7758203 121 4.42k 0.974 E48 1761 117.8111588 150 549 0.814 E96 1762 117.81629116 165 412 0.769 E96 1763 117.81818182 162 432 0.777 E96 1764 117.8214826 120 6.49k 0.982 E48+E24 1765 117.82931354 174 365 0.75 E96 1766 117.83480353 124 2.37k 0.952 E96 1767 117.85207482 121 4.53k 0.974 E96 1768 117.86447639 200 287 0.718 E96 1769 117.86495177 158 464 0.788 E96 1770 117.87296898 120 6.65k 0.982 E96+E24 1771 117.88696538 137 845 0.872 E96 1772 117.88865546 215 261 0.71 E48 1773 117.90697674 169 390 0.76 E48+E24 1774 117.90808241 124 2.4k 0.952 E96+E24 1775 117.91907514 120 6.8k 0.983 E24 1776 117.92207792 120 6.81k 0.983 E48+E24 1777 117.92346652 127 1.65k 0.931 E96 1778 117.92480571 121 4.64k 0.975 E48 1779 117.92857143 130 1.27k 0.912 E96 1780 117.9630782 121 4.7k 0.975 E48+E24 1781 117.96610169 232 240 0.707 E96+E24 1782 117.97183099 120 6.98k 0.983 E96+E24 1783 117.97752809 140 750 0.857 E48 1784 117.97963978 124 2.43k 0.953 E96 1785 117.99425169 121 4.75k 0.975 E96 1786 118 118 - 1 E96 1787 118.01925722 120 7.15k 0.984 E48+E24 1788 118.038 191 309 0.727 E96 1789 118.04733728 133 1.05k 0.895 E48 1790 118.06451613 120 7.32k 0.984 E96+E24 1791 118.06651974 121 4.87k 0.976 E48 1792 118.08912656 169 392 0.761 E96 1793 118.10526316 220 255 0.709 E96+E24 1794 118.11023622 120 7.5k 0.984 E48+E24 1795 118.11782708 124 2.49k 0.954 E96 1796 118.12328013 127 1.69k 0.933 E48 1797 118.125 210 270 0.713 E96+E24 1798 118.13539425 121 4.99k 0.977 E96 1799 118.15309842 143 680 0.844 E96+E24 1800 118.15384615 120 7.68k 0.985 E96+E24 1801 118.18181818 130 1.3k 0.914 E96 1802 118.18325243 143 681 0.844 E96 1803 118.19574794 121 5.1k 0.977 E48+E24 1804 118.19774718 120 7.87k 0.985 E48+E24 1805 118.20110877 121 5.11k 0.977 E48 1806 118.22636485 147 604 0.828 E96 1807 118.23817292 160 453 0.784 E96+E24 1808 118.2396088 120 8.06k 0.985 E96+E24 1809 118.24840764 158 470 0.79 E96+E24 1810 118.24981301 124 2.55k 0.955 E96 1811 118.26387591 121 5.23k 0.978 E96 1812 118.26923077 120 8.2k 0.986 E24 1813 118.27956989 120 8.25k 0.986 E48+E24 1814 118.28313253 154 510 0.802 E48+E24 1815 118.28713858 137 866 0.874 E96 1816 118.29592685 133 1.07k 0.896 E96 1817 118.30985915 150 560 0.817 E96+E24 1818 118.31971995 120 8.45k 0.986 E96+E24 1819 118.32877212 121 5.36k 0.978 E48 1820 118.33684211 154 511 0.803 E48 1821 118.35051546 205 280 0.716 E96 1822 118.35990888 120 8.66k 0.986 E48+E24 1823 118.36100696 127 1.74k 0.934 E96 1824 118.37600585 124 2.61k 0.956 E96 1825 118.3906612 121 5.49k 0.979 E96 1826 118.39285714 221 255 0.709 E96 1827 118.39822024 120 8.87k 0.987 E96+E24 1828 118.3988764 150 562 0.817 E96 1829 118.41409692 140 768 0.86 E96 1830 118.42465753 130 1.33k 0.915 E96 1831 118.43648208 120 9.09k 0.987 E48+E24 1832 118.43817787 120 9.1k 0.987 E24 1833 118.44083202 121 5.6k 0.979 E48+E24 1834 118.44974743 121 5.62k 0.979 E48 1835 118.47157895 226 249 0.708 E48 1836 118.47295864 120 9.31k 0.987 E96+E24 1837 118.49677881 124 2.67k 0.957 E96 1838 118.5 237 237 0.707 E48 1839 118.50777202 120 9.53k 0.988 E48+E24 1840 118.51045741 121 5.76k 0.98 E96 1841 118.5422129 127 1.78k 0.936 E48 1842 118.54251012 120 9.76k 0.988 E96+E24 1843 118.5440613 182 340 0.739 E96 1844 118.5483871 196 300 0.722 E48+E24 1845 118.54966887 162 442 0.779 E48 1846 118.55524079 124 2.7k 0.957 E96+E24 1847 118.56240126 158 475 0.791 E96 1848 118.56751468 187 324 0.732 E96 1849 118.56834413 121 5.9k 0.98 E48 1850 118.5770751 120 10k 0.988 E48+E24 1851 118.60465116 120 10.2k 0.988 E96+E24 1852 118.62010221 165 422 0.772 E96 1853 118.62360006 121 6.04k 0.981 E96 1854 118.62999481 127 1.8k 0.936 E48+E24 1855 118.63128492 124 2.74k 0.958 E96 1856 118.63636364 180 348 0.742 E48+E24 1857 118.6440678 120 10.5k 0.989 E48+E24 1858 118.65369019 133 1.1k 0.899 E48 1859 118.66913124 120 10.7k 0.989 E96+E24 1860 118.67089844 137 887 0.876 E96 1861 118.6800824 121 6.19k 0.981 E48 1862 118.68375257 121 6.2k 0.981 E48+E24 1863 118.68489893 143 698 0.847 E96 1864 118.68631579 232 243 0.707 E96 1865 118.70422535 196 301 0.723 E48 1866 118.70503597 120 11k 0.989 E48+E24 1867 118.71597329 127 1.82k 0.937 E96 1868 118.73333333 130 1.37k 0.917 E96 1869 118.73394211 121 6.34k 0.981 E96 1870 118.73905429 120 11.3k 0.99 E96+E24 1871 118.74145007 124 2.8k 0.959 E96 1872 118.75182482 174 374 0.753 E96 1873 118.76075731 120 11.5k 0.99 E48+E24 1874 118.77757009 178 357 0.746 E96 1875 118.78535774 121 6.49k 0.982 E48 1876 118.78981723 147 619 0.831 E48 1877 118.79194631 120 11.8k 0.99 E96+E24 1878 118.81188119 120 12k 0.99 E24 1879 118.82659713 147 620 0.831 E48+E24 1880 118.83769015 121 6.65k 0.982 E96 1881 118.85652643 140 787 0.862 E48 1882 118.86439546 124 2.87k 0.959 E96 1883 118.88429752 210 274 0.713 E96 1884 118.88455426 121 6.8k 0.983 E48+E24 1885 118.88760641 121 6.81k 0.983 E48 1886 118.92338508 127 1.87k 0.939 E48 1887 118.93817772 121 6.98k 0.983 E96 1888 118.95424837 130 1.4k 0.919 E96 1889 118.9689808 154 523 0.805 E96 1890 118.97435897 160 464 0.787 E48+E24 1891 118.98073555 169 402 0.764 E48 1892 118.98172324 124 2.94k 0.96 E96 1893 118.98638427 121 7.15k 0.983 E48 1894 118.99445764 133 1.13k 0.901 E96 1895 119.00826446 150 576 0.82 E96 1896 119.02834008 200 294 0.72 E96 1897 119.03238812 121 7.32k 0.984 E96 1898 119.04536489 191 316 0.728 E96 1899 119.05640535 137 909 0.879 E96 1900 119.07354346 137 910 0.879 E96+E24 1901 119.07810499 124 3k 0.961 E96+E24 1902 119.07886104 121 7.5k 0.984 E48 1903 119.08198331 127 1.91k 0.94 E96 1904 119.09380983 124 3.01k 0.961 E96 1905 119.09751037 215 267 0.711 E96 1906 119.10780669 178 360 0.746 E48+E24 1907 119.12318933 121 7.68k 0.985 E96 1908 119.16666667 130 1.43k 0.92 E96 1909 119.16666667 143 715 0.85 E96 1910 119.16781379 121 7.87k 0.985 E48 1911 119.21036548 121 8.06k 0.985 E96 1912 119.21278254 133 1.15k 0.902 E48 1913 119.2159303 124 3.09k 0.962 E96 1914 119.2404759 121 8.2k 0.986 E48+E24 1915 119.24369748 165 430 0.774 E96+E24 1916 119.24528302 237 240 0.707 E48+E24 1917 119.25098555 121 8.25k 0.986 E48 1918 119.27168184 127 1.96k 0.941 E48 1919 119.28118393 140 806 0.865 E96 1920 119.29179792 121 8.45k 0.986 E96 1921 119.29612403 158 487 0.794 E96 1922 119.31790499 124 3.16k 0.963 E96 1923 119.32682927 162 453 0.782 E96 1924 119.33162612 147 634 0.833 E96 1925 119.33265004 121 8.66k 0.986 E48 1926 119.36170213 187 330 0.734 E48+E24 1927 119.36507937 160 470 0.788 E24 1928 119.37159382 121 8.87k 0.987 E96 1929 119.37629938 220 261 0.71 E48+E24 1930 119.39698492 165 432 0.775 E96 1931 119.41048746 121 9.09k 0.987 E48 1932 119.41221126 121 9.1k 0.987 E48+E24 1933 119.41701928 127 2k 0.942 E96 1934 119.42602996 137 931 0.881 E96 1935 119.42925089 124 3.24k 0.964 E96 1936 119.4375 130 1.47k 0.922 E96 1937 119.44756654 121 9.31k 0.987 E96 1938 119.48295513 121 9.53k 0.988 E48 1939 119.50188679 182 348 0.741 E96 1940 119.50934579 124 3.3k 0.964 E96+E24 1941 119.51826738 121 9.76k 0.988 E96 1942 119.52779893 133 1.18k 0.904 E96 1943 119.53542393 124 3.32k 0.965 E96 1944 119.55340381 121 10k 0.988 E48 1945 119.58143591 121 10.2k 0.988 E96 1946 119.58333333 140 820 0.867 E48+E24 1947 119.58333333 205 287 0.717 E48 1948 119.59118052 127 2.05k 0.943 E48 1949 119.59459459 150 590 0.823 E96 1950 119.62150457 121 10.5k 0.989 E48 1951 119.62235067 187 332 0.734 E48 1952 119.62898551 154 536 0.808 E48 1953 119.62971429 143 732 0.852 E96 1954 119.63190184 130 1.5k 0.924 E96 1955 119.63677639 124 3.4k 0.965 E96 1956 119.64452424 174 383 0.755 E96 1957 119.64698272 121 10.7k 0.989 E96 1958 119.65009208 178 365 0.748 E48 1959 119.66480447 180 357 0.745 E96+E24 1960 119.67012448 221 261 0.71 E96 1961 119.6834817 121 11k 0.989 E48 1962 119.68503937 160 475 0.789 E96+E24 1963 119.68911917 140 825 0.867 E48 1964 119.69072165 215 270 0.712 E48+E24 1965 119.71806322 121 11.3k 0.989 E96 1966 119.72993248 133 1.2k 0.906 E48+E24 1967 119.7336293 124 3.48k 0.966 E96 1968 119.74012563 121 11.5k 0.99 E48 1969 119.75752133 127 2.1k 0.945 E96 1970 119.77183122 121 11.8k 0.99 E96 1971 119.78073394 137 953 0.883 E96 1972 119.79209636 121 12k 0.99 E48+E24 1973 119.8019802 121 12.1k 0.99 E48 1974 119.81288981 226 255 0.708 E96 1975 119.82874162 133 1.21k 0.906 E48 1976 119.83757445 124 3.57k 0.967 E96 1977 119.84165232 169 412 0.766 E96 1978 119.85301508 147 649 0.836 E48 1979 119.87110634 124 3.6k 0.967 E96+E24 1980 119.88023952 130 1.54k 0.925 E96 1981 119.91655687 127 2.15k 0.946 E48 1982 119.92580816 124 3.65k 0.968 E96 1983 119.92871287 196 309 0.725 E96 1984 119.98125 237 243 0.707 E96 1985 120 120 - 1 E24 1986 120 180 360 0.745 E24 1987 120 200 300 0.721 E96+E24 1988 120 210 280 0.714 E96 1989 120 240 240 0.707 E24 1990 120.00304414 158 499 0.797 E96 1991 120.02070393 124 3.74k 0.968 E96 1992 120.06875806 127 2.2k 0.947 E48+E24 1993 120.07667732 162 464 0.785 E48 1994 120.09841677 127 2.21k 0.947 E96 1995 120.0997921 232 249 0.708 E96 1996 120.10078387 143 750 0.855 E96 1997 120.10152284 140 845 0.87 E96 1998 120.11127972 124 3.83k 0.969 E96 1999 120.11653314 133 1.24k 0.908 E96 2000 120.11695906 130 1.58k 0.927 E96 2001 120.13656783 137 976 0.886 E96 2002 120.14827018 165 442 0.777 E96 2003 120.15915119 150 604 0.825 E96 2004 120.15968064 200 301 0.721 E96 2005 120.1631068 191 324 0.73 E96 2006 120.17892644 124 3.9k 0.97 E96+E24 2007 120.19782394 124 3.92k 0.97 E96 2008 120.23121387 130 1.6k 0.928 E96+E24 2009 120.24298282 127 2.26k 0.948 E48 2010 120.26458037 154 549 0.811 E96 2011 120.28957529 124 4.02k 0.971 E96 2012 120.31914894 174 390 0.757 E96+E24 2013 120.34285714 130 1.62k 0.929 E96 2014 120.37700283 124 4.12k 0.971 E96 2015 120.38793103 147 665 0.839 E96 2016 120.39201711 133 1.27k 0.91 E48 2017 120.40866367 127 2.32k 0.95 E96 2018 120.43276662 160 487 0.792 E48+E24 2019 120.46040516 124 4.22k 0.972 E96 2020 120.47034765 215 274 0.712 E48 2021 120.47468354 162 470 0.787 E48+E24 2022 120.49252419 137 1k 0.888 E96 2023 120.50561798 130 1.65k 0.93 E96 2024 120.50883392 174 392 0.758 E96 2025 120.51689861 140 866 0.872 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