| Spherical Harmonics Yl / Multipole | Symmetric Power [Γl(xyz)] | ||||
|---|---|---|---|---|---|
| l | 2l+1 | Multipole | Symmetry | Rank | [Γl(xyz)] |
| s (l=0) | 1 | Monopole | A'1 | 1 | A'1 |
| p (l=1) | 3 | Dipole | A''1⊕A''2 | 3 | A''1⊕A''2 |
| d (l=2) | 5 | Quadrupole | A'1⊕A'2 | 6 | 2A'1⊕A'2 |
| f (l=3) | 7 | Octupole | A''1⊕A''2 | 10 | 2A''1⊕2A''2 |
| g (l=4) | 9 | Hexadecapole | A'1⊕A'2 | 15 | 3A'1⊕2A'2 |
| h (l=5) | 11 | Dotricontapole | A''1⊕A''2 | 21 | 3A''1⊕3A''2 |
| i (l=6) | 13 | Tetrahexacontapole | A'1⊕A'2 | 28 | 4A'1⊕3A'2 |
| j (l=7) | 15 | Octacosahectapole | A''1⊕A''2 | 36 | 4A''1⊕4A''2 |
| k (l=8) | 17 | 256--pole | A'1⊕A'2 | 45 | 5A'1⊕4A'2 |
| l (l=9) | 19 | 512--pole | A''1⊕A''2 | 55 | 5A''1⊕5A''2 |
| m (l=10) | 21 | 1.024--pole | A'1⊕A'2 | 66 | 6A'1⊕5A'2 |
| n (l=11) | 23 | 2.048--pole | A''1⊕A''2 | 78 | 6A''1⊕6A''2 |
| o (l=12) | 25 | 4.096--pole | A'1⊕A'2 | 91 | 7A'1⊕6A'2 |
| q (l=13) | 27 | 8.192--pole | A''1⊕A''2 | 105 | 7A''1⊕7A''2 |
| r (l=14) | 29 | 16.384--pole | A'1⊕A'2 | 120 | 8A'1⊕7A'2 |
| t (l=15) | 31 | 32.768--pole | A''1⊕A''2 | 136 | 8A''1⊕8A''2 |
| u (l=16) | 33 | 65.536--pole | A'1⊕A'2 | 153 | 9A'1⊕8A'2 |
| v (l=17) | 35 | 131.072--pole | A''1⊕A''2 | 171 | 9A''1⊕9A''2 |
| w (l=18) | 37 | 262.144--pole | A'1⊕A'2 | 190 | 10A'1⊕9A'2 |
| x (l=19) | 39 | 524.288--pole | A''1⊕A''2 | 210 | 10A''1⊕10A''2 |
| y (l=20) | 41 | 1.048.576--pole | A'1⊕A'2 | 231 | 11A'1⊕10A'2 |
| z (l=21) | 43 | 2.097.152--pole | A''1⊕A''2 | 253 | 11A''1⊕11A''2 |
| (l=22) | 45 | 4.194.304--pole | A'1⊕A'2 | 276 | 12A'1⊕11A'2 |
| (l=23) | 47 | 8.388.608--pole | A''1⊕A''2 | 300 | 12A''1⊕12A''2 |
| (l=24) | 49 | 16.777.216--pole | A'1⊕A'2 | 325 | 13A'1⊕12A'2 |
| (l=25) | 51 | 33.554.432--pole | A''1⊕A''2 | 351 | 13A''1⊕13A''2 |
| (l=26) | 53 | 67.108.864--pole | A'1⊕A'2 | 378 | 14A'1⊕13A'2 |
| (l=27) | 55 | 134.217.728--pole | A''1⊕A''2 | 406 | 14A''1⊕14A''2 |
| (l=28) | 57 | 268.435.456--pole | A'1⊕A'2 | 435 | 15A'1⊕14A'2 |
| (l=29) | 59 | 536.870.912--pole | A''1⊕A''2 | 465 | 15A''1⊕15A''2 |
| (l=30) | 61 | 1.073.741.824--pole | A'1⊕A'2 | 496 | 16A'1⊕15A'2 |
| (l=31) | 63 | 2.147.483.648--pole | A''1⊕A''2 | 528 | 16A''1⊕16A''2 |
| (l=32) | 65 | 4.294.967.296--pole | A'1⊕A'2 | 561 | 17A'1⊕16A'2 |
| (l=33) | 67 | 8.589.934.592--pole | A''1⊕A''2 | 595 | 17A''1⊕17A''2 |
| (l=34) | 69 | 17.179.869.184--pole | A'1⊕A'2 | 630 | 18A'1⊕17A'2 |
| (l=35) | 71 | 34.359.738.368--pole | A''1⊕A''2 | 666 | 18A''1⊕18A''2 |
| (l=36) | 73 | 68.719.476.736--pole | A'1⊕A'2 | 703 | 19A'1⊕18A'2 |
| (l=37) | 75 | 137.438.953.472--pole | A''1⊕A''2 | 741 | 19A''1⊕19A''2 |
| (l=38) | 77 | 274.877.906.944--pole | A'1⊕A'2 | 780 | 20A'1⊕19A'2 |
| (l=39) | 79 | 549.755.813.888--pole | A''1⊕A''2 | 820 | 20A''1⊕20A''2 |
| (l=40) | 81 | 1.099.511.627.776--pole | A'1⊕A'2 | 861 | 21A'1⊕20A'2 |
| (l=41) | 83 | 2.199.023.255.552--pole | A''1⊕A''2 | 903 | 21A''1⊕21A''2 |
| (l=42) | 85 | 4.398.046.511.104--pole | A'1⊕A'2 | 946 | 22A'1⊕21A'2 |
| (l=43) | 87 | 8.796.093.022.208--pole | A''1⊕A''2 | 990 | 22A''1⊕22A''2 |
| (l=44) | 89 | 17.592.186.044.416--pole | A'1⊕A'2 | 1.035 | 23A'1⊕22A'2 |
| (l=45) | 91 | 35.184.372.088.832--pole | A''1⊕A''2 | 1.081 | 23A''1⊕23A''2 |
| (l=46) | 93 | 70.368.744.177.664--pole | A'1⊕A'2 | 1.128 | 24A'1⊕23A'2 |
| (l=47) | 95 | 140.737.488.355.328--pole | A''1⊕A''2 | 1.176 | 24A''1⊕24A''2 |
| (l=48) | 97 | 281.474.976.710.656--pole | A'1⊕A'2 | 1.225 | 25A'1⊕24A'2 |
| (l=49) | 99 | 562.949.953.421.312--pole | A''1⊕A''2 | 1.275 | 25A''1⊕25A''2 |
| (l=50) | 101 | 1.125.899.906.842.624--pole | A'1⊕A'2 | 1.326 | 26A'1⊕25A'2 |
| (l=51) | 103 | 2.251.799.813.685.248--pole | A''1⊕A''2 | 1.378 | 26A''1⊕26A''2 |
| (l=52) | 105 | 4.503.599.627.370.496--pole | A'1⊕A'2 | 1.431 | 27A'1⊕26A'2 |
| (l=53) | 107 | 9.007.199.254.740.992--pole | A''1⊕A''2 | 1.485 | 27A''1⊕27A''2 |
| (l=54) | 109 | 18.014.398.509.481.984--pole | A'1⊕A'2 | 1.540 | 28A'1⊕27A'2 |
| (l=55) | 111 | 36.028.797.018.963.968--pole | A''1⊕A''2 | 1.596 | 28A''1⊕28A''2 |
| (l=56) | 113 | 72.057.594.037.927.936--pole | A'1⊕A'2 | 1.653 | 29A'1⊕28A'2 |
| (l=57) | 115 | 144.115.188.075.855.872--pole | A''1⊕A''2 | 1.711 | 29A''1⊕29A''2 |
| (l=58) | 117 | 288.230.376.151.711.744--pole | A'1⊕A'2 | 1.770 | 30A'1⊕29A'2 |
| (l=59) | 119 | 576.460.752.303.423.488--pole | A''1⊕A''2 | 1.830 | 30A''1⊕30A''2 |
| (l=60) | 121 | 1.152.921.504.606.846.976--pole | A'1⊕A'2 | 1.891 | 31A'1⊕30A'2 |
| (l=61) | 123 | 2.305.843.009.213.693.952--pole | A''1⊕A''2 | 1.953 | 31A''1⊕31A''2 |
| (l=62) | 125 | 4.611.686.018.427.387.904--pole | A'1⊕A'2 | 2.016 | 32A'1⊕31A'2 |
| (l=63) | 127 | ----- | A''1⊕A''2 | 2.080 | 32A''1⊕32A''2 |
| (l=64) | 129 | ----- | A'1⊕A'2 | 2.145 | 33A'1⊕32A'2 |
| (l=65) | 131 | ----- | A''1⊕A''2 | 2.211 | 33A''1⊕33A''2 |
| (l=66) | 133 | ----- | A'1⊕A'2 | 2.278 | 34A'1⊕33A'2 |
| (l=67) | 135 | ----- | A''1⊕A''2 | 2.346 | 34A''1⊕34A''2 |
| (l=68) | 137 | ----- | A'1⊕A'2 | 2.415 | 35A'1⊕34A'2 |
| (l=69) | 139 | ----- | A''1⊕A''2 | 2.485 | 35A''1⊕35A''2 |
| (l=70) | 141 | ----- | A'1⊕A'2 | 2.556 | 36A'1⊕35A'2 |
| (l=71) | 143 | ----- | A''1⊕A''2 | 2.628 | 36A''1⊕36A''2 |
| (l=72) | 145 | ----- | A'1⊕A'2 | 2.701 | 37A'1⊕36A'2 |
| (l=73) | 147 | ----- | A''1⊕A''2 | 2.775 | 37A''1⊕37A''2 |
| (l=74) | 149 | ----- | A'1⊕A'2 | 2.850 | 38A'1⊕37A'2 |
| (l=75) | 151 | ----- | A''1⊕A''2 | 2.926 | 38A''1⊕38A''2 |
| (l=76) | 153 | ----- | A'1⊕A'2 | 3.003 | 39A'1⊕38A'2 |
| (l=77) | 155 | ----- | A''1⊕A''2 | 3.081 | 39A''1⊕39A''2 |
| (l=78) | 157 | ----- | A'1⊕A'2 | 3.160 | 40A'1⊕39A'2 |
| (l=79) | 159 | ----- | A''1⊕A''2 | 3.240 | 40A''1⊕40A''2 |
| (l=80) | 161 | ----- | A'1⊕A'2 | 3.321 | 41A'1⊕40A'2 |
| (l=81) | 163 | ----- | A''1⊕A''2 | 3.403 | 41A''1⊕41A''2 |
| (l=82) | 165 | ----- | A'1⊕A'2 | 3.486 | 42A'1⊕41A'2 |
| (l=83) | 167 | ----- | A''1⊕A''2 | 3.570 | 42A''1⊕42A''2 |
| (l=84) | 169 | ----- | A'1⊕A'2 | 3.655 | 43A'1⊕42A'2 |
| (l=85) | 171 | ----- | A''1⊕A''2 | 3.741 | 43A''1⊕43A''2 |
| (l=86) | 173 | ----- | A'1⊕A'2 | 3.828 | 44A'1⊕43A'2 |
| (l=87) | 175 | ----- | A''1⊕A''2 | 3.916 | 44A''1⊕44A''2 |
| (l=88) | 177 | ----- | A'1⊕A'2 | 4.005 | 45A'1⊕44A'2 |
| (l=89) | 179 | ----- | A''1⊕A''2 | 4.095 | 45A''1⊕45A''2 |
| (l=90) | 181 | ----- | A'1⊕A'2 | 4.186 | 46A'1⊕45A'2 |
| (l=91) | 183 | ----- | A''1⊕A''2 | 4.278 | 46A''1⊕46A''2 |
| (l=92) | 185 | ----- | A'1⊕A'2 | 4.371 | 47A'1⊕46A'2 |
| (l=93) | 187 | ----- | A''1⊕A''2 | 4.465 | 47A''1⊕47A''2 |
| (l=94) | 189 | ----- | A'1⊕A'2 | 4.560 | 48A'1⊕47A'2 |
| (l=95) | 191 | ----- | A''1⊕A''2 | 4.656 | 48A''1⊕48A''2 |
| (l=96) | 193 | ----- | A'1⊕A'2 | 4.753 | 49A'1⊕48A'2 |
| (l=97) | 195 | ----- | A''1⊕A''2 | 4.851 | 49A''1⊕49A''2 |
| (l=98) | 197 | ----- | A'1⊕A'2 | 4.950 | 50A'1⊕49A'2 |
| (l=99) | 199 | ----- | A''1⊕A''2 | 5.050 | 50A''1⊕50A''2 |
| (l=100) | 201 | ----- | A'1⊕A'2 | 5.151 | 51A'1⊕50A'2 |
| (l=101) | 203 | ----- | A''1⊕A''2 | 5.253 | 51A''1⊕51A''2 |
| (l=102) | 205 | ----- | A'1⊕A'2 | 5.356 | 52A'1⊕51A'2 |
| (l=103) | 207 | ----- | A''1⊕A''2 | 5.460 | 52A''1⊕52A''2 |
| (l=104) | 209 | ----- | A'1⊕A'2 | 5.565 | 53A'1⊕52A'2 |
| (l=105) | 211 | ----- | A''1⊕A''2 | 5.671 | 53A''1⊕53A''2 |
| (l=106) | 213 | ----- | A'1⊕A'2 | 5.778 | 54A'1⊕53A'2 |
| (l=107) | 215 | ----- | A''1⊕A''2 | 5.886 | 54A''1⊕54A''2 |
| (l=108) | 217 | ----- | A'1⊕A'2 | 5.995 | 55A'1⊕54A'2 |
| (l=109) | 219 | ----- | A''1⊕A''2 | 6.105 | 55A''1⊕55A''2 |
| (l=110) | 221 | ----- | A'1⊕A'2 | 6.216 | 56A'1⊕55A'2 |
| (l=111) | 223 | ----- | A''1⊕A''2 | 6.328 | 56A''1⊕56A''2 |
| (l=112) | 225 | ----- | A'1⊕A'2 | 6.441 | 57A'1⊕56A'2 |
| (l=113) | 227 | ----- | A''1⊕A''2 | 6.555 | 57A''1⊕57A''2 |
| (l=114) | 229 | ----- | A'1⊕A'2 | 6.670 | 58A'1⊕57A'2 |
| (l=115) | 231 | ----- | A''1⊕A''2 | 6.786 | 58A''1⊕58A''2 |
| (l=116) | 233 | ----- | A'1⊕A'2 | 6.903 | 59A'1⊕58A'2 |
| (l=117) | 235 | ----- | A''1⊕A''2 | 7.021 | 59A''1⊕59A''2 |
| (l=118) | 237 | ----- | A'1⊕A'2 | 7.140 | 60A'1⊕59A'2 |
| (l=119) | 239 | ----- | A''1⊕A''2 | 7.260 | 60A''1⊕60A''2 |
| (l=120) | 241 | ----- | A'1⊕A'2 | 7.381 | 61A'1⊕60A'2 |
| (l=121) | 243 | ----- | A''1⊕A''2 | 7.503 | 61A''1⊕61A''2 |
| (l=122) | 245 | ----- | A'1⊕A'2 | 7.626 | 62A'1⊕61A'2 |
| (l=123) | 247 | ----- | A''1⊕A''2 | 7.750 | 62A''1⊕62A''2 |
| (l=124) | 249 | ----- | A'1⊕A'2 | 7.875 | 63A'1⊕62A'2 |
| (l=125) | 251 | ----- | A''1⊕A''2 | 8.001 | 63A''1⊕63A''2 |
| (l=126) | 253 | ----- | A'1⊕A'2 | 8.128 | 64A'1⊕63A'2 |
| (l=127) | 255 | ----- | A''1⊕A''2 | 8.256 | 64A''1⊕64A''2 |
| (l=128) | 257 | ----- | A'1⊕A'2 | 8.385 | 65A'1⊕64A'2 |
| (l=129) | 259 | ----- | A''1⊕A''2 | 8.515 | 65A''1⊕65A''2 |
| (l=130) | 261 | ----- | A'1⊕A'2 | 8.646 | 66A'1⊕65A'2 |
| (l=131) | 263 | ----- | A''1⊕A''2 | 8.778 | 66A''1⊕66A''2 |
| (l=132) | 265 | ----- | A'1⊕A'2 | 8.911 | 67A'1⊕66A'2 |
| (l=133) | 267 | ----- | A''1⊕A''2 | 9.045 | 67A''1⊕67A''2 |
| (l=134) | 269 | ----- | A'1⊕A'2 | 9.180 | 68A'1⊕67A'2 |
| (l=135) | 271 | ----- | A''1⊕A''2 | 9.316 | 68A''1⊕68A''2 |
| (l=136) | 273 | ----- | A'1⊕A'2 | 9.453 | 69A'1⊕68A'2 |
| (l=137) | 275 | ----- | A''1⊕A''2 | 9.591 | 69A''1⊕69A''2 |
| (l=138) | 277 | ----- | A'1⊕A'2 | 9.730 | 70A'1⊕69A'2 |
| (l=139) | 279 | ----- | A''1⊕A''2 | 9.870 | 70A''1⊕70A''2 |
| (l=140) | 281 | ----- | A'1⊕A'2 | 10.011 | 71A'1⊕70A'2 |
| (l=141) | 283 | ----- | A''1⊕A''2 | 10.153 | 71A''1⊕71A''2 |
| (l=142) | 285 | ----- | A'1⊕A'2 | 10.296 | 72A'1⊕71A'2 |
| (l=143) | 287 | ----- | A''1⊕A''2 | 10.440 | 72A''1⊕72A''2 |
| (l=144) | 289 | ----- | A'1⊕A'2 | 10.585 | 73A'1⊕72A'2 |
| (l=145) | 291 | ----- | A''1⊕A''2 | 10.731 | 73A''1⊕73A''2 |
| (l=146) | 293 | ----- | A'1⊕A'2 | 10.878 | 74A'1⊕73A'2 |
| (l=147) | 295 | ----- | A''1⊕A''2 | 11.026 | 74A''1⊕74A''2 |
| (l=148) | 297 | ----- | A'1⊕A'2 | 11.175 | 75A'1⊕74A'2 |
| (l=149) | 299 | ----- | A''1⊕A''2 | 11.325 | 75A''1⊕75A''2 |
| (l=150) | 301 | ----- | A'1⊕A'2 | 11.476 | 76A'1⊕75A'2 |
| (l=151) | 303 | ----- | A''1⊕A''2 | 11.628 | 76A''1⊕76A''2 |
| (l=152) | 305 | ----- | A'1⊕A'2 | 11.781 | 77A'1⊕76A'2 |
| (l=153) | 307 | ----- | A''1⊕A''2 | 11.935 | 77A''1⊕77A''2 |
| (l=154) | 309 | ----- | A'1⊕A'2 | 12.090 | 78A'1⊕77A'2 |
| (l=155) | 311 | ----- | A''1⊕A''2 | 12.246 | 78A''1⊕78A''2 |
| (l=156) | 313 | ----- | A'1⊕A'2 | 12.403 | 79A'1⊕78A'2 |
| (l=157) | 315 | ----- | A''1⊕A''2 | 12.561 | 79A''1⊕79A''2 |
| (l=158) | 317 | ----- | A'1⊕A'2 | 12.720 | 80A'1⊕79A'2 |
| (l=159) | 319 | ----- | A''1⊕A''2 | 12.880 | 80A''1⊕80A''2 |
| (l=160) | 321 | ----- | A'1⊕A'2 | 13.041 | 81A'1⊕80A'2 |
| (l=161) | 323 | ----- | A''1⊕A''2 | 13.203 | 81A''1⊕81A''2 |
| (l=162) | 325 | ----- | A'1⊕A'2 | 13.366 | 82A'1⊕81A'2 |
| (l=163) | 327 | ----- | A''1⊕A''2 | 13.530 | 82A''1⊕82A''2 |
| (l=164) | 329 | ----- | A'1⊕A'2 | 13.695 | 83A'1⊕82A'2 |
| (l=165) | 331 | ----- | A''1⊕A''2 | 13.861 | 83A''1⊕83A''2 |
| (l=166) | 333 | ----- | A'1⊕A'2 | 14.028 | 84A'1⊕83A'2 |
| (l=167) | 335 | ----- | A''1⊕A''2 | 14.196 | 84A''1⊕84A''2 |
| (l=168) | 337 | ----- | A'1⊕A'2 | 14.365 | 85A'1⊕84A'2 |
| (l=169) | 339 | ----- | A''1⊕A''2 | 14.535 | 85A''1⊕85A''2 |
| (l=170) | 341 | ----- | A'1⊕A'2 | 14.706 | 86A'1⊕85A'2 |
| (l=171) | 343 | ----- | A''1⊕A''2 | 14.878 | 86A''1⊕86A''2 |
| (l=172) | 345 | ----- | A'1⊕A'2 | 15.051 | 87A'1⊕86A'2 |
| (l=173) | 347 | ----- | A''1⊕A''2 | 15.225 | 87A''1⊕87A''2 |
| (l=174) | 349 | ----- | A'1⊕A'2 | 15.400 | 88A'1⊕87A'2 |
| (l=175) | 351 | ----- | A''1⊕A''2 | 15.576 | 88A''1⊕88A''2 |
| (l=176) | 353 | ----- | A'1⊕A'2 | 15.753 | 89A'1⊕88A'2 |
| (l=177) | 355 | ----- | A''1⊕A''2 | 15.931 | 89A''1⊕89A''2 |
| (l=178) | 357 | ----- | A'1⊕A'2 | 16.110 | 90A'1⊕89A'2 |
| (l=179) | 359 | ----- | A''1⊕A''2 | 16.290 | 90A''1⊕90A''2 |
| (l=180) | 361 | ----- | A'1⊕A'2 | 16.471 | 91A'1⊕90A'2 |
| (l=181) | 363 | ----- | A''1⊕A''2 | 16.653 | 91A''1⊕91A''2 |
| (l=182) | 365 | ----- | A'1⊕A'2 | 16.836 | 92A'1⊕91A'2 |
| (l=183) | 367 | ----- | A''1⊕A''2 | 17.020 | 92A''1⊕92A''2 |
| (l=184) | 369 | ----- | A'1⊕A'2 | 17.205 | 93A'1⊕92A'2 |
| (l=185) | 371 | ----- | A''1⊕A''2 | 17.391 | 93A''1⊕93A''2 |
| (l=186) | 373 | ----- | A'1⊕A'2 | 17.578 | 94A'1⊕93A'2 |
| (l=187) | 375 | ----- | A''1⊕A''2 | 17.766 | 94A''1⊕94A''2 |
| (l=188) | 377 | ----- | A'1⊕A'2 | 17.955 | 95A'1⊕94A'2 |
| (l=189) | 379 | ----- | A''1⊕A''2 | 18.145 | 95A''1⊕95A''2 |
| (l=190) | 381 | ----- | A'1⊕A'2 | 18.336 | 96A'1⊕95A'2 |
| (l=191) | 383 | ----- | A''1⊕A''2 | 18.528 | 96A''1⊕96A''2 |
| (l=192) | 385 | ----- | A'1⊕A'2 | 18.721 | 97A'1⊕96A'2 |
| (l=193) | 387 | ----- | A''1⊕A''2 | 18.915 | 97A''1⊕97A''2 |
| (l=194) | 389 | ----- | A'1⊕A'2 | 19.110 | 98A'1⊕97A'2 |
| (l=195) | 391 | ----- | A''1⊕A''2 | 19.306 | 98A''1⊕98A''2 |
| (l=196) | 393 | ----- | A'1⊕A'2 | 19.503 | 99A'1⊕98A'2 |
| (l=197) | 395 | ----- | A''1⊕A''2 | 19.701 | 99A''1⊕99A''2 |
| (l=198) | 397 | ----- | A'1⊕A'2 | 19.900 | 100A'1⊕99A'2 |
| (l=199) | 399 | ----- | A''1⊕A''2 | 20.100 | 100A''1⊕100A''2 |
| (l=200) | 401 | ----- | A'1⊕A'2 | 20.301 | 101A'1⊕100A'2 |
| (l=201) | 403 | ----- | A''1⊕A''2 | 20.503 | 101A''1⊕101A''2 |
| (l=202) | 405 | ----- | A'1⊕A'2 | 20.706 | 102A'1⊕101A'2 |
| (l=203) | 407 | ----- | A''1⊕A''2 | 20.910 | 102A''1⊕102A''2 |
| (l=204) | 409 | ----- | A'1⊕A'2 | 21.115 | 103A'1⊕102A'2 |
| (l=205) | 411 | ----- | A''1⊕A''2 | 21.321 | 103A''1⊕103A''2 |
| (l=206) | 413 | ----- | A'1⊕A'2 | 21.528 | 104A'1⊕103A'2 |
| (l=207) | 415 | ----- | A''1⊕A''2 | 21.736 | 104A''1⊕104A''2 |
| (l=208) | 417 | ----- | A'1⊕A'2 | 21.945 | 105A'1⊕104A'2 |
| (l=209) | 419 | ----- | A''1⊕A''2 | 22.155 | 105A''1⊕105A''2 |
| (l=210) | 421 | ----- | A'1⊕A'2 | 22.366 | 106A'1⊕105A'2 |
| (l=211) | 423 | ----- | A''1⊕A''2 | 22.578 | 106A''1⊕106A''2 |
| (l=212) | 425 | ----- | A'1⊕A'2 | 22.791 | 107A'1⊕106A'2 |
| (l=213) | 427 | ----- | A''1⊕A''2 | 23.005 | 107A''1⊕107A''2 |
| (l=214) | 429 | ----- | A'1⊕A'2 | 23.220 | 108A'1⊕107A'2 |
| (l=215) | 431 | ----- | A''1⊕A''2 | 23.436 | 108A''1⊕108A''2 |
| (l=216) | 433 | ----- | A'1⊕A'2 | 23.653 | 109A'1⊕108A'2 |
| (l=217) | 435 | ----- | A''1⊕A''2 | 23.871 | 109A''1⊕109A''2 |
| (l=218) | 437 | ----- | A'1⊕A'2 | 24.090 | 110A'1⊕109A'2 |
| (l=219) | 439 | ----- | A''1⊕A''2 | 24.310 | 110A''1⊕110A''2 |
| (l=220) | 441 | ----- | A'1⊕A'2 | 24.531 | 111A'1⊕110A'2 |
| (l=221) | 443 | ----- | A''1⊕A''2 | 24.753 | 111A''1⊕111A''2 |
| (l=222) | 445 | ----- | A'1⊕A'2 | 24.976 | 112A'1⊕111A'2 |
| (l=223) | 447 | ----- | A''1⊕A''2 | 25.200 | 112A''1⊕112A''2 |
| (l=224) | 449 | ----- | A'1⊕A'2 | 25.425 | 113A'1⊕112A'2 |
| (l=225) | 451 | ----- | A''1⊕A''2 | 25.651 | 113A''1⊕113A''2 |
| (l=226) | 453 | ----- | A'1⊕A'2 | 25.878 | 114A'1⊕113A'2 |
| (l=227) | 455 | ----- | A''1⊕A''2 | 26.106 | 114A''1⊕114A''2 |
| (l=228) | 457 | ----- | A'1⊕A'2 | 26.335 | 115A'1⊕114A'2 |
| (l=229) | 459 | ----- | A''1⊕A''2 | 26.565 | 115A''1⊕115A''2 |
| (l=230) | 461 | ----- | A'1⊕A'2 | 26.796 | 116A'1⊕115A'2 |
| (l=231) | 463 | ----- | A''1⊕A''2 | 27.028 | 116A''1⊕116A''2 |
| (l=232) | 465 | ----- | A'1⊕A'2 | 27.261 | 117A'1⊕116A'2 |
| (l=233) | 467 | ----- | A''1⊕A''2 | 27.495 | 117A''1⊕117A''2 |
| (l=234) | 469 | ----- | A'1⊕A'2 | 27.730 | 118A'1⊕117A'2 |
| (l=235) | 471 | ----- | A''1⊕A''2 | 27.966 | 118A''1⊕118A''2 |
| (l=236) | 473 | ----- | A'1⊕A'2 | 28.203 | 119A'1⊕118A'2 |
| (l=237) | 475 | ----- | A''1⊕A''2 | 28.441 | 119A''1⊕119A''2 |
| (l=238) | 477 | ----- | A'1⊕A'2 | 28.680 | 120A'1⊕119A'2 |
| (l=239) | 479 | ----- | A''1⊕A''2 | 28.920 | 120A''1⊕120A''2 |
| (l=240) | 481 | ----- | A'1⊕A'2 | 29.161 | 121A'1⊕120A'2 |
| (l=241) | 483 | ----- | A''1⊕A''2 | 29.403 | 121A''1⊕121A''2 |
| (l=242) | 485 | ----- | A'1⊕A'2 | 29.646 | 122A'1⊕121A'2 |
| (l=243) | 487 | ----- | A''1⊕A''2 | 29.890 | 122A''1⊕122A''2 |
| (l=244) | 489 | ----- | A'1⊕A'2 | 30.135 | 123A'1⊕122A'2 |
| (l=245) | 491 | ----- | A''1⊕A''2 | 30.381 | 123A''1⊕123A''2 |
| (l=246) | 493 | ----- | A'1⊕A'2 | 30.628 | 124A'1⊕123A'2 |
| (l=247) | 495 | ----- | A''1⊕A''2 | 30.876 | 124A''1⊕124A''2 |
| (l=248) | 497 | ----- | A'1⊕A'2 | 31.125 | 125A'1⊕124A'2 |
| (l=249) | 499 | ----- | A''1⊕A''2 | 31.375 | 125A''1⊕125A''2 |
| (l=250) | 501 | ----- | A'1⊕A'2 | 31.626 | 126A'1⊕125A'2 |
| (l=251) | 503 | ----- | A''1⊕A''2 | 31.878 | 126A''1⊕126A''2 |
| (l=252) | 505 | ----- | A'1⊕A'2 | 32.131 | 127A'1⊕126A'2 |
| (l=253) | 507 | ----- | A''1⊕A''2 | 32.385 | 127A''1⊕127A''2 |
| (l=254) | 509 | ----- | A'1⊕A'2 | 32.640 | 128A'1⊕127A'2 |
| (l=255) | 511 | ----- | A''1⊕A''2 | 32.896 | 128A''1⊕128A''2 |
| (l=256) | 513 | ----- | A'1⊕A'2 | 33.153 | 129A'1⊕128A'2 |