| 1 | | | | | package PeriodicTable; |
| 2 | 1 | 600ns | | | require Exporter; |
| 3 | 1 | 7µs | | | our @ISA=qw(Exporter); |
| 4 | 1 | 1µs | | | our @EXPORT_OK = qw(%ATOM_MULTIPLICITY @EXHEAT @ELEMENTS |
| 5 | | | | | %ELEMENTS %ATOMIC_MASSES @COVALENT_RADII @VDW_RADII); |
| 6 | | | | | |
| 7 | | | | | # lifted from Ivan's PerlMol |
| 8 | 1 | 13µs | | | our @ELEMENTS = qw( |
| 9 | | | | | X |
| 10 | | | | | H He |
| 11 | | | | | Li Be B C N O F Ne |
| 12 | | | | | Na Mg Al Si P S Cl Ar |
| 13 | | | | | K Ca Sc Ti V Cr Mn Fe Co Ni Cu Zn Ga Ge As Se Br Kr |
| 14 | | | | | Rb Sr Y Zr Nb Mo Tc Ru Rh Pd Ag Cd In Sn Sb Te I Xe |
| 15 | | | | | Cs Ba |
| 16 | | | | | La Ce Pr Nd Pm Sm Eu Gd Tb Dy Ho Er Tm Yb |
| 17 | | | | | Lu Hf Ta W Re Os Ir Pt Au Hg Tl Pb Bi Po At Rn |
| 18 | | | | | Fr Ra |
| 19 | | | | | Ac Th Pa U Np Pu Am Cm Bk Cf Es Fm Md No |
| 20 | | | | | Lr Rf Db Sg Bh Hs Mt Ds Uuu Uub Uut Uuq Uup Uuh Uus Uuo |
| 21 | | | | | ); |
| 22 | | | | | |
| 23 | 1 | 100ns | | | our %ELEMENTS; |
| 24 | 1 | 47µs | | | $ELEMENTS{ $ELEMENTS[$_] } = $_ foreach (0 .. $#ELEMENTS); |
| 25 | 1 | 500ns | | | $ELEMENTS{D} = $ELEMENTS{T} = 1; |
| 26 | | | | | |
| 27 | | | | | # lifted from Ivan's PerlMol |
| 28 | 1 | 16µs | | | our %ATOMIC_MASSES = ( |
| 29 | | | | | H => 1.00794, D => 2.014101, T => 3.016049, He => 4.002602, |
| 30 | | | | | Li => 6.941, Be => 9.012182, B => 10.811, C => 12.0107, |
| 31 | | | | | N => 14.00674, O => 15.9994, F => 18.9984032, Ne => 20.1797, |
| 32 | | | | | Na => 22.989770, Mg => 24.3050, Al => 26.981538, Si => 28.0855, |
| 33 | | | | | P => 30.973761, S => 32.066, Cl => 35.4527, Ar => 39.948, |
| 34 | | | | | K => 39.0983, Ca => 40.078, Sc => 44.955910, Ti => 47.867, |
| 35 | | | | | V => 50.9415, Cr => 51.9961, Mn => 54.938049, Fe => 55.845, |
| 36 | | | | | Co => 58.933200, Ni => 58.6934, Cu => 63.546, Zn => 65.39, |
| 37 | | | | | Ga => 69.723, Ge => 72.61, As => 74.92160, Se => 78.96, |
| 38 | | | | | Br => 79.904, Kr => 83.80, Rb => 85.4678, Sr => 87.62, |
| 39 | | | | | Y => 88.90585, Zr => 91.224, Nb => 92.90638, Mo => 95.94, |
| 40 | | | | | Tc => 98, Ru => 101.07, Rh => 102.90550, Pd => 106.42, |
| 41 | | | | | Ag => 107.8682, Cd => 112.411, In => 114.818, Sn => 118.710, |
| 42 | | | | | Sb => 121.760, Te => 127.60, I => 126.90447, Xe => 131.29, |
| 43 | | | | | Cs => 132.90545, Ba => 137.327, La => 138.9055, Ce => 140.116, |
| 44 | | | | | Pr => 140.90765, Nd => 144.24, Pm => 145, Sm => 150.36, |
| 45 | | | | | Eu => 151.964, Gd => 157.25, Tb => 158.92534, Dy => 162.50, |
| 46 | | | | | Ho => 164.93032, Er => 167.26, Tm => 168.93421, Yb => 173.04, |
| 47 | | | | | Lu => 174.967, Hf => 178.49, Ta => 180.9479, W => 183.84, |
| 48 | | | | | Re => 186.207, Os => 190.23, Ir => 192.217, Pt => 195.078, |
| 49 | | | | | Au => 196.96655, Hg => 200.59, Tl => 204.3833, Pb => 207.2, |
| 50 | | | | | Bi => 208.98038, Po => 209, At => 210, Rn => 222, |
| 51 | | | | | Fr => 223, Ra => 226, Ac => 227, Th => 232.038, |
| 52 | | | | | Pa => 231.03588, U => 238.0289, Np => 237, Pu => 244, |
| 53 | | | | | Am => 243, Cm => 247, Bk => 247, Cf => 251, |
| 54 | | | | | Es => 252, Fm => 257, Md => 258, No => 259, |
| 55 | | | | | Lr => 262, Rf => 261, Db => 262, Sg => 266, |
| 56 | | | | | Bh => 264, Hs => 269, Mt => 268, Ds => 271, |
| 57 | | | | | X => 0.0, |
| 58 | | | | | ); |
| 59 | | | | | |
| 60 | 1 | 2µs | | | our %ATOM_MULTIPLICITY = ( |
| 61 | | | | | # from jerry's thermo script |
| 62 | | | | | # see webelements.com .. thinking about term symbols and shit like that |
| 63 | | | | | H => 2, |
| 64 | | | | | C => 3, |
| 65 | | | | | N => 4, |
| 66 | | | | | O => 3, |
| 67 | | | | | F => 2, |
| 68 | | | | | P => 4, |
| 69 | | | | | S => 3, |
| 70 | | | | | Cl => 2, |
| 71 | | | | | Br => 2, |
| 72 | | | | | I => 2, |
| 73 | | | | | Hg => 1, |
| 74 | | | | | ); |
| 75 | | | | | |
| 76 | | | | | # directly from MNDO99, which grabbed them from mopac |
| 77 | | | | | # I believe these are at 298, from the thermo gaussian thingy |
| 78 | | | | | # enthalpy correction from 0K (as calculated by gaussian) to 298 |
| 79 | | | | | # is on the order of 1 kcal/mol, which seems silly to mess with |
| 80 | | | | | # unless one is actually interested in absolute heats of formation |
| 81 | | | | | # SEQM HOF is something like this: |
| 82 | | | | | # HoF(M) = tot_Eelec(M) - sum(x[X]*Hof_exp[X] -x[X]*atom_energy) |
| 83 | 1 | 100ns | | | our @EXHEAT; |
| 84 | 1 | 300ns | | | $EXHEAT[0] = 0.000; |
| 85 | 1 | 100ns | | | $EXHEAT[1] = 52.102; |
| 86 | 1 | 0s | | | $EXHEAT[2] = 0.000; |
| 87 | 1 | 0s | | | $EXHEAT[3] = 38.410; |
| 88 | 1 | 400ns | | | $EXHEAT[4] = 76.960; |
| 89 | 1 | 100ns | | | $EXHEAT[5] =135.700; |
| 90 | 1 | 200ns | | | $EXHEAT[6] =170.890; |
| 91 | 1 | 0s | | | $EXHEAT[7] =113.000; |
| 92 | 1 | 100ns | | | $EXHEAT[8] = 59.559; |
| 93 | 1 | 0s | | | $EXHEAT[9] = 18.890; |
| 94 | 1 | 100ns | | | $EXHEAT[10] = 0.000; |
| 95 | 1 | 0s | | | $EXHEAT[11] = 25.650; |
| 96 | 1 | 200ns | | | $EXHEAT[12] = 35.000; |
| 97 | 1 | 0s | | | $EXHEAT[13] = 79.490; |
| 98 | 1 | 0s | | | $EXHEAT[14] =108.390; |
| 99 | 1 | 100ns | | | $EXHEAT[15] = 75.570; |
| 100 | 1 | 200ns | | | $EXHEAT[16] = 66.400; |
| 101 | 1 | 0s | | | $EXHEAT[17] = 28.990; |
| 102 | 1 | 0s | | | $EXHEAT[18] = 0.000; |
| 103 | 1 | 0s | | | $EXHEAT[19] = 21.420; |
| 104 | 1 | 100ns | | | $EXHEAT[20] = 42.600; |
| 105 | 1 | 0s | | | $EXHEAT[21] = 90.300; |
| 106 | 1 | 0s | | | $EXHEAT[22] =112.300; |
| 107 | 1 | 0s | | | $EXHEAT[23] =122.900; |
| 108 | 1 | 200ns | | | $EXHEAT[24] = 95.000; |
| 109 | 1 | 0s | | | $EXHEAT[25] = 67.700; |
| 110 | 1 | 0s | | | $EXHEAT[26] = 99.300; |
| 111 | 1 | 0s | | | $EXHEAT[27] =102.400; |
| 112 | 1 | 0s | | | $EXHEAT[28] =102.800; |
| 113 | 1 | 100ns | | | $EXHEAT[29] = 80.700; |
| 114 | 1 | 100ns | | | $EXHEAT[30] = 31.170; |
| 115 | 1 | 0s | | | $EXHEAT[31] = 65.400; |
| 116 | 1 | 0s | | | $EXHEAT[32] = 89.500; |
| 117 | 1 | 0s | | | $EXHEAT[33] = 72.300; |
| 118 | 1 | 0s | | | $EXHEAT[34] = 54.300; |
| 119 | 1 | 0s | | | $EXHEAT[35] = 26.740; |
| 120 | 1 | 200ns | | | $EXHEAT[36] = 0.000; |
| 121 | 1 | 0s | | | $EXHEAT[37] = 19.600; |
| 122 | 1 | 0s | | | $EXHEAT[38] = 39.100; |
| 123 | 1 | 0s | | | $EXHEAT[39] =101.500; |
| 124 | 1 | 0s | | | $EXHEAT[40] =145.500; |
| 125 | 1 | 0s | | | $EXHEAT[41] =172.400; |
| 126 | 1 | 100ns | | | $EXHEAT[42] =157.300; |
| 127 | 1 | 0s | | | $EXHEAT[43] = 0.000; |
| 128 | 1 | 200ns | | | $EXHEAT[44] =155.500; |
| 129 | 1 | 0s | | | $EXHEAT[45] =133.000; |
| 130 | 1 | 0s | | | $EXHEAT[46] = 90.000; |
| 131 | 1 | 0s | | | $EXHEAT[47] = 68.100; |
| 132 | 1 | 0s | | | $EXHEAT[48] = 26.720; |
| 133 | 1 | 0s | | | $EXHEAT[49] = 58.000; |
| 134 | 1 | 0s | | | $EXHEAT[50] = 72.200; |
| 135 | 1 | 0s | | | $EXHEAT[51] = 63.200; |
| 136 | 1 | 0s | | | $EXHEAT[52] = 47.000; |
| 137 | 1 | 100ns | | | $EXHEAT[53] = 25.517; |
| 138 | 1 | 200ns | | | $EXHEAT[54] = 0.000; |
| 139 | 1 | 2µs | | | $EXHEAT[55] = 18.700; |
| 140 | 1 | 100ns | | | $EXHEAT[56] = 42.500; |
| 141 | 1 | 0s | | | $EXHEAT[57] = 0.000; |
| 142 | 1 | 0s | | | $EXHEAT[58] =101.300; |
| 143 | 1 | 0s | | | $EXHEAT[59] = 0.000; |
| 144 | 1 | 0s | | | $EXHEAT[60] = 0.000; |
| 145 | 1 | 0s | | | $EXHEAT[61] = 0.000; |
| 146 | 1 | 0s | | | $EXHEAT[62] = 49.400; |
| 147 | 1 | 0s | | | $EXHEAT[63] = 0.000; |
| 148 | 1 | 0s | | | $EXHEAT[64] = 0.000; |
| 149 | 1 | 100ns | | | $EXHEAT[65] = 0.000; |
| 150 | 1 | 200ns | | | $EXHEAT[66] = 0.000; |
| 151 | 1 | 0s | | | $EXHEAT[67] = 0.000; |
| 152 | 1 | 0s | | | $EXHEAT[68] = 75.800; |
| 153 | 1 | 0s | | | $EXHEAT[69] = 0.000; |
| 154 | 1 | 0s | | | $EXHEAT[70] = 36.350; |
| 155 | 1 | 0s | | | $EXHEAT[71] = 0.000; |
| 156 | 1 | 0s | | | $EXHEAT[72] =148.000; |
| 157 | 1 | 0s | | | $EXHEAT[73] =186.900; |
| 158 | 1 | 0s | | | $EXHEAT[74] =203.100; |
| 159 | 1 | 0s | | | $EXHEAT[75] =185.000; |
| 160 | 1 | 0s | | | $EXHEAT[76] =188.000; |
| 161 | 1 | 0s | | | $EXHEAT[77] =160.000; |
| 162 | 1 | 0s | | | $EXHEAT[78] =135.200; |
| 163 | 1 | 0s | | | $EXHEAT[79] = 88.000; |
| 164 | 1 | 300ns | | | $EXHEAT[80] = 14.690; |
| 165 | 1 | 0s | | | $EXHEAT[81] = 43.550; |
| 166 | 1 | 0s | | | $EXHEAT[82] = 46.620; |
| 167 | 1 | 0s | | | $EXHEAT[83] = 50.100; |
| 168 | 1 | 0s | | | $EXHEAT[84] = 0.000; |
| 169 | 1 | 0s | | | $EXHEAT[85] = 0.000; |
| 170 | 1 | 0s | | | $EXHEAT[86] = 34.800; |
| 171 | | | | | |
| 172 | 1 | 45µs | | | our @COVALENT_RADII = ( |
| 173 | | | | | #in pm http://en.wikipedia.org/wiki/Covalent_radius |
| 174 | | | | | # P. Pyykkö, M. Atsumi (2009). |
| 175 | | | | | #"Molecular Single-Bond Covalent Radii for Elements 1-118". Chemistry: A European Journal 15: 186–197. |
| 176 | | | | | # doi:10.1002/chem.200800987. |
| 177 | | | | | # P. Pyykkö, M. Atsumi (2009). |
| 178 | | | | | # "Molecular Double-Bond Covalent Radii for Elements Li–E112". Chemistry: A European Journal 15 (46): |
| 179 | | | | | # 12770–12779. |
| 180 | | | | | # doi:10.1002/chem.200901472.. Figure 3 of this paper contains all radii of refs. The mean-square deviation of each set is 3 pm. |
| 181 | | | | | # P. Pyykkö, S. Riedel, M. Patzschke (2005). |
| 182 | | | | | # "Triple-Bond Covalent Radii". Chemistry: A European Journal 11 (12): 3511–3520. |
| 183 | | | | | # doi:10.1002/chem.200401299. PMID 15832398. |
| 184 | | | | | # Z sng dub trip all in pm |
| 185 | | | | | [0 , 0, '-', '-'], |
| 186 | | | | | [1 , 32, '-', '-'], |
| 187 | | | | | [2 , 46, '-', '-'], |
| 188 | | | | | [3 , 133, 133, 124], |
| 189 | | | | | [4 , 102, 90, 85], |
| 190 | | | | | [5 , 85, 78, 73], |
| 191 | | | | | [6 , 75, 67, 60], |
| 192 | | | | | [7 , 71, 60, 54], |
| 193 | | | | | [8 , 63, 57, 53], |
| 194 | | | | | [9 , 64, 59, 53], |
| 195 | | | | | [10 , 67, 96, '-'], |
| 196 | | | | | [11 , 155, 160, '-'], |
| 197 | | | | | [12 , 139, 132, 127], |
| 198 | | | | | [13 , 126, 113, 111], |
| 199 | | | | | [14 , 116, 107, 102], |
| 200 | | | | | [15 , 111, 102, 94], |
| 201 | | | | | [16 , 103, 94, 95], |
| 202 | | | | | [17 , 99, 95, 93], |
| 203 | | | | | [18 , 96, 107, 96], |
| 204 | | | | | [19 , 196, 193, '-'], |
| 205 | | | | | [20 , 171, 147, 133], |
| 206 | | | | | [21 , 148, 116, 114], |
| 207 | | | | | [22 , 136, 117, 108], |
| 208 | | | | | [23 , 134, 112, 106], |
| 209 | | | | | [24 , 122, 111, 103], |
| 210 | | | | | [25 , 119, 105, 103], |
| 211 | | | | | [26 , 116, 109, 102], |
| 212 | | | | | [27 , 111, 103, 96], |
| 213 | | | | | [28 , 110, 101, 101], |
| 214 | | | | | [29 , 112, 115, 120], |
| 215 | | | | | [30 , 118, 120, '-'], |
| 216 | | | | | [31 , 124, 117, 121], |
| 217 | | | | | [32 , 121, 111, 114], |
| 218 | | | | | [33 , 121, 114, 106], |
| 219 | | | | | [34 , 116, 107, 107], |
| 220 | | | | | [35 , 114, 109, 110], |
| 221 | | | | | [36 , 117, 121, 108], |
| 222 | | | | | [37 , 210, 202, '-'], |
| 223 | | | | | [38 , 185, 157, 139], |
| 224 | | | | | [39 , 163, 130, 124], |
| 225 | | | | | [40 , 154, 127, 121], |
| 226 | | | | | [41 , 147, 125, 116], |
| 227 | | | | | [42 , 138, 121, 113], |
| 228 | | | | | [43 , 128, 120, 110], |
| 229 | | | | | [44 , 125, 114, 103], |
| 230 | | | | | [45 , 125, 110, 106], |
| 231 | | | | | [46 , 120, 117, 112], |
| 232 | | | | | [47 , 128, 139, 137], |
| 233 | | | | | [48 , 136, 144, '-'], |
| 234 | | | | | [49 , 142, 136, 146], |
| 235 | | | | | [50 , 140, 130, 132], |
| 236 | | | | | [51 , 140, 133, 127], |
| 237 | | | | | [52 , 136, 128, 121], |
| 238 | | | | | [53 , 133, 129, 125], |
| 239 | | | | | [54 , 131, 135, 122], |
| 240 | | | | | [55 , 232, 209, '-'], |
| 241 | | | | | [56 , 196, 161, 149], |
| 242 | | | | | [57 , 180, 139, 139], |
| 243 | | | | | [58 , 163, 137, 131], |
| 244 | | | | | [59 , 176, 138, 128], |
| 245 | | | | | [60 , 174, 137, '-'], |
| 246 | | | | | [61 , 173, 135, '-'], |
| 247 | | | | | [62 , 172, 134, '-'], |
| 248 | | | | | [63 , 168, 134, '-'], |
| 249 | | | | | [64 , 169, 135, 132], |
| 250 | | | | | [65 , 168, 135, '-'], |
| 251 | | | | | [66 , 167, 133, '-'], |
| 252 | | | | | [67 , 166, 133, '-'], |
| 253 | | | | | [68 , 165, 133, '-'], |
| 254 | | | | | [69 , 164, 131, '-'], |
| 255 | | | | | [70 , 170, 129, '-'], |
| 256 | | | | | [71 , 162, 131, 131], |
| 257 | | | | | [72 , 152, 128, 122], |
| 258 | | | | | [73 , 146, 126, 119], |
| 259 | | | | | [74 , 137, 120, 115], |
| 260 | | | | | [75 , 131, 119, 110], |
| 261 | | | | | [76 , 129, 116, 109], |
| 262 | | | | | [77 , 122, 115, 107], |
| 263 | | | | | [78 , 123, 112, 110], |
| 264 | | | | | [79 , 124, 121, 123], |
| 265 | | | | | [80 , 133, 142, '-'], |
| 266 | | | | | [81 , 144, 142, 150], |
| 267 | | | | | [82 , 144, 135, 137], |
| 268 | | | | | [83 , 151, 141, 135], |
| 269 | | | | | [84 , 145, 135, 129], |
| 270 | | | | | [85 , 147, 138, 138], |
| 271 | | | | | [86 , 142, 145, 133], |
| 272 | | | | | [87 , 223, 218, '-'], |
| 273 | | | | | [88 , 201, 173, 159], |
| 274 | | | | | [89 , 186, 153, 140], |
| 275 | | | | | [90 , 175, 143, 136], |
| 276 | | | | | [91 , 169, 138, 129], |
| 277 | | | | | [92 , 170, 134, 118], |
| 278 | | | | | [93 , 171, 136, 116], |
| 279 | | | | | [94 , 172, 135, '-'], |
| 280 | | | | | [95 , 166, 135, '-'], |
| 281 | | | | | [96 , 166, 136, '-'], |
| 282 | | | | | [97 , 168, 139, '-'], |
| 283 | | | | | [98 , 168, 140, '-'], |
| 284 | | | | | [99 , 165, 140, '-'], |
| 285 | | | | | [100, 167, '-', '-'], |
| 286 | | | | | [101, 173, 139, '-'], |
| 287 | | | | | [102, 176, '-', '-'], |
| 288 | | | | | [103, 161, 141, '-'], |
| 289 | | | | | [104, 157, 140, 131], |
| 290 | | | | | [105, 149, 136, 126], |
| 291 | | | | | [106, 143, 128, 121], |
| 292 | | | | | [107, 141, 128, 119], |
| 293 | | | | | [108, 134, 125, 118], |
| 294 | | | | | [109, 129, 125, 113], |
| 295 | | | | | [110, 128, 116, 112], |
| 296 | | | | | [111, 121, 116, 118], |
| 297 | | | | | [112, 122, 137, 130], |
| 298 | | | | | [113, 136, '-', '-'], |
| 299 | | | | | [114, 143, '-', '-'], |
| 300 | | | | | [115, 162, '-', '-'], |
| 301 | | | | | [116, 175, '-', '-'], |
| 302 | | | | | [117, 165, '-', '-'], |
| 303 | | | | | [118, 157, '-', '-'], |
| 304 | | | | | ); |
| 305 | | | | | |
| 306 | 1 | 28µs | | | our @VDW_RADII = ( |
| 307 | | | | | # http://en.wikipedia.org/wiki/Atomic_radii_of_the_elements_%28data_page%29 |
| 308 | | | | | # the covalent vals are shady on this page |
| 309 | | | | | [0 , 0], |
| 310 | | | | | [1 , 120], |
| 311 | | | | | [2 , 140], |
| 312 | | | | | [3 , 182], |
| 313 | | | | | [4 , 153], |
| 314 | | | | | [5 , 192], |
| 315 | | | | | [6 , 170], |
| 316 | | | | | [7 , 155], |
| 317 | | | | | [8 , 152], |
| 318 | | | | | [9 , 147], |
| 319 | | | | | [10 , 154], |
| 320 | | | | | [11 , 227], |
| 321 | | | | | [12 , 173], |
| 322 | | | | | [13 , 184], |
| 323 | | | | | [14 , 210], |
| 324 | | | | | [15 , 180], |
| 325 | | | | | [16 , 180], |
| 326 | | | | | [17 , 175], |
| 327 | | | | | [18 , 188], |
| 328 | | | | | [19 , 275], |
| 329 | | | | | [20 , 231], |
| 330 | | | | | [21 , 211], |
| 331 | | | | | [22 , 999], |
| 332 | | | | | [23 , 999], |
| 333 | | | | | [24 , 999], |
| 334 | | | | | [25 , 999], |
| 335 | | | | | [26 , 999], |
| 336 | | | | | [27 , 999], |
| 337 | | | | | [28 , 163], |
| 338 | | | | | [29 , 140], |
| 339 | | | | | [30 , 139], |
| 340 | | | | | [31 , 187], |
| 341 | | | | | [32 , 211], |
| 342 | | | | | [33 , 185], |
| 343 | | | | | [34 , 190], |
| 344 | | | | | [35 , 185], |
| 345 | | | | | [36 , 202], |
| 346 | | | | | [37 , 303], |
| 347 | | | | | [38 , 249], |
| 348 | | | | | [39 , 999], |
| 349 | | | | | [40 , 999], |
| 350 | | | | | [41 , 999], |
| 351 | | | | | [42 , 999], |
| 352 | | | | | [43 , 999], |
| 353 | | | | | [44 , 999], |
| 354 | | | | | [45 , 999], |
| 355 | | | | | [46 , 163], |
| 356 | | | | | [47 , 172], |
| 357 | | | | | [48 , 158], |
| 358 | | | | | [49 , 193], |
| 359 | | | | | [50 , 217], |
| 360 | | | | | [51 , 206], |
| 361 | | | | | [52 , 206], |
| 362 | | | | | [53 , 198], |
| 363 | | | | | [54 , 216], |
| 364 | | | | | [55 , 343], |
| 365 | | | | | [56 , 268], |
| 366 | | | | | [57 , 999], |
| 367 | | | | | [58 , 999], |
| 368 | | | | | [59 , 999], |
| 369 | | | | | [60 , 999], |
| 370 | | | | | [61 , 999], |
| 371 | | | | | [62 , 999], |
| 372 | | | | | [63 , 999], |
| 373 | | | | | [64 , 999], |
| 374 | | | | | [65 , 999], |
| 375 | | | | | [66 , 999], |
| 376 | | | | | [67 , 999], |
| 377 | | | | | [68 , 999], |
| 378 | | | | | [69 , 999], |
| 379 | | | | | [70 , 999], |
| 380 | | | | | [71 , 999], |
| 381 | | | | | [72 , 999], |
| 382 | | | | | [73 , 999], |
| 383 | | | | | [74 , 999], |
| 384 | | | | | [75 , 999], |
| 385 | | | | | [76 , 999], |
| 386 | | | | | [77 , 999], |
| 387 | | | | | [78 , 175], |
| 388 | | | | | [79 , 166], |
| 389 | | | | | [80 , 155], |
| 390 | | | | | [81 , 196], |
| 391 | | | | | [82 , 202], |
| 392 | | | | | [83 , 207], |
| 393 | | | | | [84 , 197], |
| 394 | | | | | [85 , 202], |
| 395 | | | | | [86 , 220], |
| 396 | | | | | [87 , 348], |
| 397 | | | | | [88 , 283], |
| 398 | | | | | [89 , 999], |
| 399 | | | | | [90 , 999], |
| 400 | | | | | [91 , 999], |
| 401 | | | | | [92 , 186], |
| 402 | | | | | [93 , 999], |
| 403 | | | | | [94 , 999], |
| 404 | | | | | [95 , 999], |
| 405 | | | | | [96 , 999], |
| 406 | | | | | [97 , 999], |
| 407 | | | | | [98 , 999], |
| 408 | | | | | [99 , 999], |
| 409 | | | | | [100, 999], |
| 410 | | | | | [101, 999], |
| 411 | | | | | [102, 999], |
| 412 | | | | | [103, 999], |
| 413 | | | | | [104, 999], |
| 414 | | | | | [105, 999], |
| 415 | | | | | [106, 999], |
| 416 | | | | | [107, 999], |
| 417 | | | | | [108, 999], |
| 418 | | | | | [109, 999], |
| 419 | | | | | [110, 999], |
| 420 | | | | | [111, 999], |
| 421 | | | | | [112, 999], |
| 422 | | | | | [113, 999], |
| 423 | | | | | [114, 999], |
| 424 | | | | | [115, 999], |
| 425 | | | | | [116, 999], |
| 426 | | | | | [117, 999], |
| 427 | | | | | [118, 999], |
| 428 | | | | | ); |
| 429 | | | | | |
| 430 | 1 | 69µs | | | 1; |
| 431 | | | | | |