Spherical Harmonics Yl / Multipole |
Symmetric Power [Γl(xyz)] |
l |
2l+1 |
Multipole |
Symmetry |
Rank |
[Γl(xyz)] |
s (l=0) |
1 |
Monopole |
A |
1 |
A |
p (l=1) |
3 |
Dipole |
A⊕2B |
3 |
A⊕2B |
d (l=2) |
5 |
Quadrupole |
3A⊕2B |
6 |
4A⊕2B |
f (l=3) |
7 |
Octupole |
3A⊕4B |
10 |
4A⊕6B |
g (l=4) |
9 |
Hexadecapole |
5A⊕4B |
15 |
9A⊕6B |
h (l=5) |
11 |
Dotricontapole |
5A⊕6B |
21 |
9A⊕12B |
i (l=6) |
13 |
Tetrahexacontapole |
7A⊕6B |
28 |
16A⊕12B |
j (l=7) |
15 |
Octacosahectapole |
7A⊕8B |
36 |
16A⊕20B |
k (l=8) |
17 |
256--pole |
9A⊕8B |
45 |
25A⊕20B |
l (l=9) |
19 |
512--pole |
9A⊕10B |
55 |
25A⊕30B |
m (l=10) |
21 |
1.024--pole |
11A⊕10B |
66 |
36A⊕30B |
n (l=11) |
23 |
2.048--pole |
11A⊕12B |
78 |
36A⊕42B |
o (l=12) |
25 |
4.096--pole |
13A⊕12B |
91 |
49A⊕42B |
q (l=13) |
27 |
8.192--pole |
13A⊕14B |
105 |
49A⊕56B |
r (l=14) |
29 |
16.384--pole |
15A⊕14B |
120 |
64A⊕56B |
t (l=15) |
31 |
32.768--pole |
15A⊕16B |
136 |
64A⊕72B |
u (l=16) |
33 |
65.536--pole |
17A⊕16B |
153 |
81A⊕72B |
v (l=17) |
35 |
131.072--pole |
17A⊕18B |
171 |
81A⊕90B |
w (l=18) |
37 |
262.144--pole |
19A⊕18B |
190 |
100A⊕90B |
x (l=19) |
39 |
524.288--pole |
19A⊕20B |
210 |
100A⊕110B |
y (l=20) |
41 |
1.048.576--pole |
21A⊕20B |
231 |
121A⊕110B |
z (l=21) |
43 |
2.097.152--pole |
21A⊕22B |
253 |
121A⊕132B |
(l=22) |
45 |
4.194.304--pole |
23A⊕22B |
276 |
144A⊕132B |
(l=23) |
47 |
8.388.608--pole |
23A⊕24B |
300 |
144A⊕156B |
(l=24) |
49 |
16.777.216--pole |
25A⊕24B |
325 |
169A⊕156B |
(l=25) |
51 |
33.554.432--pole |
25A⊕26B |
351 |
169A⊕182B |
(l=26) |
53 |
67.108.864--pole |
27A⊕26B |
378 |
196A⊕182B |
(l=27) |
55 |
134.217.728--pole |
27A⊕28B |
406 |
196A⊕210B |
(l=28) |
57 |
268.435.456--pole |
29A⊕28B |
435 |
225A⊕210B |
(l=29) |
59 |
536.870.912--pole |
29A⊕30B |
465 |
225A⊕240B |
(l=30) |
61 |
1.073.741.824--pole |
31A⊕30B |
496 |
256A⊕240B |
(l=31) |
63 |
2.147.483.648--pole |
31A⊕32B |
528 |
256A⊕272B |
(l=32) |
65 |
4.294.967.296--pole |
33A⊕32B |
561 |
289A⊕272B |
(l=33) |
67 |
8.589.934.592--pole |
33A⊕34B |
595 |
289A⊕306B |
(l=34) |
69 |
17.179.869.184--pole |
35A⊕34B |
630 |
324A⊕306B |
(l=35) |
71 |
34.359.738.368--pole |
35A⊕36B |
666 |
324A⊕342B |
(l=36) |
73 |
68.719.476.736--pole |
37A⊕36B |
703 |
361A⊕342B |
(l=37) |
75 |
137.438.953.472--pole |
37A⊕38B |
741 |
361A⊕380B |
(l=38) |
77 |
274.877.906.944--pole |
39A⊕38B |
780 |
400A⊕380B |
(l=39) |
79 |
549.755.813.888--pole |
39A⊕40B |
820 |
400A⊕420B |
(l=40) |
81 |
1.099.511.627.776--pole |
41A⊕40B |
861 |
441A⊕420B |
(l=41) |
83 |
2.199.023.255.552--pole |
41A⊕42B |
903 |
441A⊕462B |
(l=42) |
85 |
4.398.046.511.104--pole |
43A⊕42B |
946 |
484A⊕462B |
(l=43) |
87 |
8.796.093.022.208--pole |
43A⊕44B |
990 |
484A⊕506B |
(l=44) |
89 |
17.592.186.044.416--pole |
45A⊕44B |
1.035 |
529A⊕506B |
(l=45) |
91 |
35.184.372.088.832--pole |
45A⊕46B |
1.081 |
529A⊕552B |
(l=46) |
93 |
70.368.744.177.664--pole |
47A⊕46B |
1.128 |
576A⊕552B |
(l=47) |
95 |
140.737.488.355.328--pole |
47A⊕48B |
1.176 |
576A⊕600B |
(l=48) |
97 |
281.474.976.710.656--pole |
49A⊕48B |
1.225 |
625A⊕600B |
(l=49) |
99 |
562.949.953.421.312--pole |
49A⊕50B |
1.275 |
625A⊕650B |
(l=50) |
101 |
1.125.899.906.842.624--pole |
51A⊕50B |
1.326 |
676A⊕650B |
(l=51) |
103 |
2.251.799.813.685.248--pole |
51A⊕52B |
1.378 |
676A⊕702B |
(l=52) |
105 |
4.503.599.627.370.496--pole |
53A⊕52B |
1.431 |
729A⊕702B |
(l=53) |
107 |
9.007.199.254.740.992--pole |
53A⊕54B |
1.485 |
729A⊕756B |
(l=54) |
109 |
18.014.398.509.481.984--pole |
55A⊕54B |
1.540 |
784A⊕756B |
(l=55) |
111 |
36.028.797.018.963.968--pole |
55A⊕56B |
1.596 |
784A⊕812B |
(l=56) |
113 |
72.057.594.037.927.936--pole |
57A⊕56B |
1.653 |
841A⊕812B |
(l=57) |
115 |
144.115.188.075.855.872--pole |
57A⊕58B |
1.711 |
841A⊕870B |
(l=58) |
117 |
288.230.376.151.711.744--pole |
59A⊕58B |
1.770 |
900A⊕870B |
(l=59) |
119 |
576.460.752.303.423.488--pole |
59A⊕60B |
1.830 |
900A⊕930B |
(l=60) |
121 |
1.152.921.504.606.846.976--pole |
61A⊕60B |
1.891 |
961A⊕930B |
(l=61) |
123 |
2.305.843.009.213.693.952--pole |
61A⊕62B |
1.953 |
961A⊕992B |
(l=62) |
125 |
4.611.686.018.427.387.904--pole |
63A⊕62B |
2.016 |
1024A⊕992B |
(l=63) |
127 |
----- |
63A⊕64B |
2.080 |
1024A⊕1056B |
(l=64) |
129 |
----- |
65A⊕64B |
2.145 |
1089A⊕1056B |
(l=65) |
131 |
----- |
65A⊕66B |
2.211 |
1089A⊕1122B |
(l=66) |
133 |
----- |
67A⊕66B |
2.278 |
1156A⊕1122B |
(l=67) |
135 |
----- |
67A⊕68B |
2.346 |
1156A⊕1190B |
(l=68) |
137 |
----- |
69A⊕68B |
2.415 |
1225A⊕1190B |
(l=69) |
139 |
----- |
69A⊕70B |
2.485 |
1225A⊕1260B |
(l=70) |
141 |
----- |
71A⊕70B |
2.556 |
1296A⊕1260B |
(l=71) |
143 |
----- |
71A⊕72B |
2.628 |
1296A⊕1332B |
(l=72) |
145 |
----- |
73A⊕72B |
2.701 |
1369A⊕1332B |
(l=73) |
147 |
----- |
73A⊕74B |
2.775 |
1369A⊕1406B |
(l=74) |
149 |
----- |
75A⊕74B |
2.850 |
1444A⊕1406B |
(l=75) |
151 |
----- |
75A⊕76B |
2.926 |
1444A⊕1482B |
(l=76) |
153 |
----- |
77A⊕76B |
3.003 |
1521A⊕1482B |
(l=77) |
155 |
----- |
77A⊕78B |
3.081 |
1521A⊕1560B |
(l=78) |
157 |
----- |
79A⊕78B |
3.160 |
1600A⊕1560B |
(l=79) |
159 |
----- |
79A⊕80B |
3.240 |
1600A⊕1640B |
(l=80) |
161 |
----- |
81A⊕80B |
3.321 |
1681A⊕1640B |
(l=81) |
163 |
----- |
81A⊕82B |
3.403 |
1681A⊕1722B |
(l=82) |
165 |
----- |
83A⊕82B |
3.486 |
1764A⊕1722B |
(l=83) |
167 |
----- |
83A⊕84B |
3.570 |
1764A⊕1806B |
(l=84) |
169 |
----- |
85A⊕84B |
3.655 |
1849A⊕1806B |
(l=85) |
171 |
----- |
85A⊕86B |
3.741 |
1849A⊕1892B |
(l=86) |
173 |
----- |
87A⊕86B |
3.828 |
1936A⊕1892B |
(l=87) |
175 |
----- |
87A⊕88B |
3.916 |
1936A⊕1980B |
(l=88) |
177 |
----- |
89A⊕88B |
4.005 |
2025A⊕1980B |
(l=89) |
179 |
----- |
89A⊕90B |
4.095 |
2025A⊕2070B |
(l=90) |
181 |
----- |
91A⊕90B |
4.186 |
2116A⊕2070B |
(l=91) |
183 |
----- |
91A⊕92B |
4.278 |
2116A⊕2162B |
(l=92) |
185 |
----- |
93A⊕92B |
4.371 |
2209A⊕2162B |
(l=93) |
187 |
----- |
93A⊕94B |
4.465 |
2209A⊕2256B |
(l=94) |
189 |
----- |
95A⊕94B |
4.560 |
2304A⊕2256B |
(l=95) |
191 |
----- |
95A⊕96B |
4.656 |
2304A⊕2352B |
(l=96) |
193 |
----- |
97A⊕96B |
4.753 |
2401A⊕2352B |
(l=97) |
195 |
----- |
97A⊕98B |
4.851 |
2401A⊕2450B |
(l=98) |
197 |
----- |
99A⊕98B |
4.950 |
2500A⊕2450B |
(l=99) |
199 |
----- |
99A⊕100B |
5.050 |
2500A⊕2550B |
(l=100) |
201 |
----- |
101A⊕100B |
5.151 |
2601A⊕2550B |
(l=101) |
203 |
----- |
101A⊕102B |
5.253 |
2601A⊕2652B |
(l=102) |
205 |
----- |
103A⊕102B |
5.356 |
2704A⊕2652B |
(l=103) |
207 |
----- |
103A⊕104B |
5.460 |
2704A⊕2756B |
(l=104) |
209 |
----- |
105A⊕104B |
5.565 |
2809A⊕2756B |
(l=105) |
211 |
----- |
105A⊕106B |
5.671 |
2809A⊕2862B |
(l=106) |
213 |
----- |
107A⊕106B |
5.778 |
2916A⊕2862B |
(l=107) |
215 |
----- |
107A⊕108B |
5.886 |
2916A⊕2970B |
(l=108) |
217 |
----- |
109A⊕108B |
5.995 |
3025A⊕2970B |
(l=109) |
219 |
----- |
109A⊕110B |
6.105 |
3025A⊕3080B |
(l=110) |
221 |
----- |
111A⊕110B |
6.216 |
3136A⊕3080B |
(l=111) |
223 |
----- |
111A⊕112B |
6.328 |
3136A⊕3192B |
(l=112) |
225 |
----- |
113A⊕112B |
6.441 |
3249A⊕3192B |
(l=113) |
227 |
----- |
113A⊕114B |
6.555 |
3249A⊕3306B |
(l=114) |
229 |
----- |
115A⊕114B |
6.670 |
3364A⊕3306B |
(l=115) |
231 |
----- |
115A⊕116B |
6.786 |
3364A⊕3422B |
(l=116) |
233 |
----- |
117A⊕116B |
6.903 |
3481A⊕3422B |
(l=117) |
235 |
----- |
117A⊕118B |
7.021 |
3481A⊕3540B |
(l=118) |
237 |
----- |
119A⊕118B |
7.140 |
3600A⊕3540B |
(l=119) |
239 |
----- |
119A⊕120B |
7.260 |
3600A⊕3660B |
(l=120) |
241 |
----- |
121A⊕120B |
7.381 |
3721A⊕3660B |
(l=121) |
243 |
----- |
121A⊕122B |
7.503 |
3721A⊕3782B |
(l=122) |
245 |
----- |
123A⊕122B |
7.626 |
3844A⊕3782B |
(l=123) |
247 |
----- |
123A⊕124B |
7.750 |
3844A⊕3906B |
(l=124) |
249 |
----- |
125A⊕124B |
7.875 |
3969A⊕3906B |
(l=125) |
251 |
----- |
125A⊕126B |
8.001 |
3969A⊕4032B |
(l=126) |
253 |
----- |
127A⊕126B |
8.128 |
4096A⊕4032B |
(l=127) |
255 |
----- |
127A⊕128B |
8.256 |
4096A⊕4160B |
(l=128) |
257 |
----- |
129A⊕128B |
8.385 |
4225A⊕4160B |
(l=129) |
259 |
----- |
129A⊕130B |
8.515 |
4225A⊕4290B |
(l=130) |
261 |
----- |
131A⊕130B |
8.646 |
4356A⊕4290B |
(l=131) |
263 |
----- |
131A⊕132B |
8.778 |
4356A⊕4422B |
(l=132) |
265 |
----- |
133A⊕132B |
8.911 |
4489A⊕4422B |
(l=133) |
267 |
----- |
133A⊕134B |
9.045 |
4489A⊕4556B |
(l=134) |
269 |
----- |
135A⊕134B |
9.180 |
4624A⊕4556B |
(l=135) |
271 |
----- |
135A⊕136B |
9.316 |
4624A⊕4692B |
(l=136) |
273 |
----- |
137A⊕136B |
9.453 |
4761A⊕4692B |
(l=137) |
275 |
----- |
137A⊕138B |
9.591 |
4761A⊕4830B |
(l=138) |
277 |
----- |
139A⊕138B |
9.730 |
4900A⊕4830B |
(l=139) |
279 |
----- |
139A⊕140B |
9.870 |
4900A⊕4970B |
(l=140) |
281 |
----- |
141A⊕140B |
10.011 |
5041A⊕4970B |
(l=141) |
283 |
----- |
141A⊕142B |
10.153 |
5041A⊕5112B |
(l=142) |
285 |
----- |
143A⊕142B |
10.296 |
5184A⊕5112B |
(l=143) |
287 |
----- |
143A⊕144B |
10.440 |
5184A⊕5256B |
(l=144) |
289 |
----- |
145A⊕144B |
10.585 |
5329A⊕5256B |
(l=145) |
291 |
----- |
145A⊕146B |
10.731 |
5329A⊕5402B |
(l=146) |
293 |
----- |
147A⊕146B |
10.878 |
5476A⊕5402B |
(l=147) |
295 |
----- |
147A⊕148B |
11.026 |
5476A⊕5550B |
(l=148) |
297 |
----- |
149A⊕148B |
11.175 |
5625A⊕5550B |
(l=149) |
299 |
----- |
149A⊕150B |
11.325 |
5625A⊕5700B |
(l=150) |
301 |
----- |
151A⊕150B |
11.476 |
5776A⊕5700B |
(l=151) |
303 |
----- |
151A⊕152B |
11.628 |
5776A⊕5852B |
(l=152) |
305 |
----- |
153A⊕152B |
11.781 |
5929A⊕5852B |
(l=153) |
307 |
----- |
153A⊕154B |
11.935 |
5929A⊕6006B |
(l=154) |
309 |
----- |
155A⊕154B |
12.090 |
6084A⊕6006B |
(l=155) |
311 |
----- |
155A⊕156B |
12.246 |
6084A⊕6162B |
(l=156) |
313 |
----- |
157A⊕156B |
12.403 |
6241A⊕6162B |
(l=157) |
315 |
----- |
157A⊕158B |
12.561 |
6241A⊕6320B |
(l=158) |
317 |
----- |
159A⊕158B |
12.720 |
6400A⊕6320B |
(l=159) |
319 |
----- |
159A⊕160B |
12.880 |
6400A⊕6480B |
(l=160) |
321 |
----- |
161A⊕160B |
13.041 |
6561A⊕6480B |
(l=161) |
323 |
----- |
161A⊕162B |
13.203 |
6561A⊕6642B |
(l=162) |
325 |
----- |
163A⊕162B |
13.366 |
6724A⊕6642B |
(l=163) |
327 |
----- |
163A⊕164B |
13.530 |
6724A⊕6806B |
(l=164) |
329 |
----- |
165A⊕164B |
13.695 |
6889A⊕6806B |
(l=165) |
331 |
----- |
165A⊕166B |
13.861 |
6889A⊕6972B |
(l=166) |
333 |
----- |
167A⊕166B |
14.028 |
7056A⊕6972B |
(l=167) |
335 |
----- |
167A⊕168B |
14.196 |
7056A⊕7140B |
(l=168) |
337 |
----- |
169A⊕168B |
14.365 |
7225A⊕7140B |
(l=169) |
339 |
----- |
169A⊕170B |
14.535 |
7225A⊕7310B |
(l=170) |
341 |
----- |
171A⊕170B |
14.706 |
7396A⊕7310B |
(l=171) |
343 |
----- |
171A⊕172B |
14.878 |
7396A⊕7482B |
(l=172) |
345 |
----- |
173A⊕172B |
15.051 |
7569A⊕7482B |
(l=173) |
347 |
----- |
173A⊕174B |
15.225 |
7569A⊕7656B |
(l=174) |
349 |
----- |
175A⊕174B |
15.400 |
7744A⊕7656B |
(l=175) |
351 |
----- |
175A⊕176B |
15.576 |
7744A⊕7832B |
(l=176) |
353 |
----- |
177A⊕176B |
15.753 |
7921A⊕7832B |
(l=177) |
355 |
----- |
177A⊕178B |
15.931 |
7921A⊕8010B |
(l=178) |
357 |
----- |
179A⊕178B |
16.110 |
8100A⊕8010B |
(l=179) |
359 |
----- |
179A⊕180B |
16.290 |
8100A⊕8190B |
(l=180) |
361 |
----- |
181A⊕180B |
16.471 |
8281A⊕8190B |
(l=181) |
363 |
----- |
181A⊕182B |
16.653 |
8281A⊕8372B |
(l=182) |
365 |
----- |
183A⊕182B |
16.836 |
8464A⊕8372B |
(l=183) |
367 |
----- |
183A⊕184B |
17.020 |
8464A⊕8556B |
(l=184) |
369 |
----- |
185A⊕184B |
17.205 |
8649A⊕8556B |
(l=185) |
371 |
----- |
185A⊕186B |
17.391 |
8649A⊕8742B |
(l=186) |
373 |
----- |
187A⊕186B |
17.578 |
8836A⊕8742B |
(l=187) |
375 |
----- |
187A⊕188B |
17.766 |
8836A⊕8930B |
(l=188) |
377 |
----- |
189A⊕188B |
17.955 |
9025A⊕8930B |
(l=189) |
379 |
----- |
189A⊕190B |
18.145 |
9025A⊕9120B |
(l=190) |
381 |
----- |
191A⊕190B |
18.336 |
9216A⊕9120B |
(l=191) |
383 |
----- |
191A⊕192B |
18.528 |
9216A⊕9312B |
(l=192) |
385 |
----- |
193A⊕192B |
18.721 |
9409A⊕9312B |
(l=193) |
387 |
----- |
193A⊕194B |
18.915 |
9409A⊕9506B |
(l=194) |
389 |
----- |
195A⊕194B |
19.110 |
9604A⊕9506B |
(l=195) |
391 |
----- |
195A⊕196B |
19.306 |
9604A⊕9702B |
(l=196) |
393 |
----- |
197A⊕196B |
19.503 |
9801A⊕9702B |
(l=197) |
395 |
----- |
197A⊕198B |
19.701 |
9801A⊕9900B |
(l=198) |
397 |
----- |
199A⊕198B |
19.900 |
10000A⊕9900B |
(l=199) |
399 |
----- |
199A⊕200B |
20.100 |
10000A⊕10100B |
(l=200) |
401 |
----- |
201A⊕200B |
20.301 |
10201A⊕10100B |
(l=201) |
403 |
----- |
201A⊕202B |
20.503 |
10201A⊕10302B |
(l=202) |
405 |
----- |
203A⊕202B |
20.706 |
10404A⊕10302B |
(l=203) |
407 |
----- |
203A⊕204B |
20.910 |
10404A⊕10506B |
(l=204) |
409 |
----- |
205A⊕204B |
21.115 |
10609A⊕10506B |
(l=205) |
411 |
----- |
205A⊕206B |
21.321 |
10609A⊕10712B |
(l=206) |
413 |
----- |
207A⊕206B |
21.528 |
10816A⊕10712B |
(l=207) |
415 |
----- |
207A⊕208B |
21.736 |
10816A⊕10920B |
(l=208) |
417 |
----- |
209A⊕208B |
21.945 |
11025A⊕10920B |
(l=209) |
419 |
----- |
209A⊕210B |
22.155 |
11025A⊕11130B |
(l=210) |
421 |
----- |
211A⊕210B |
22.366 |
11236A⊕11130B |
(l=211) |
423 |
----- |
211A⊕212B |
22.578 |
11236A⊕11342B |
(l=212) |
425 |
----- |
213A⊕212B |
22.791 |
11449A⊕11342B |
(l=213) |
427 |
----- |
213A⊕214B |
23.005 |
11449A⊕11556B |
(l=214) |
429 |
----- |
215A⊕214B |
23.220 |
11664A⊕11556B |
(l=215) |
431 |
----- |
215A⊕216B |
23.436 |
11664A⊕11772B |
(l=216) |
433 |
----- |
217A⊕216B |
23.653 |
11881A⊕11772B |
(l=217) |
435 |
----- |
217A⊕218B |
23.871 |
11881A⊕11990B |
(l=218) |
437 |
----- |
219A⊕218B |
24.090 |
12100A⊕11990B |
(l=219) |
439 |
----- |
219A⊕220B |
24.310 |
12100A⊕12210B |
(l=220) |
441 |
----- |
221A⊕220B |
24.531 |
12321A⊕12210B |
(l=221) |
443 |
----- |
221A⊕222B |
24.753 |
12321A⊕12432B |
(l=222) |
445 |
----- |
223A⊕222B |
24.976 |
12544A⊕12432B |
(l=223) |
447 |
----- |
223A⊕224B |
25.200 |
12544A⊕12656B |
(l=224) |
449 |
----- |
225A⊕224B |
25.425 |
12769A⊕12656B |
(l=225) |
451 |
----- |
225A⊕226B |
25.651 |
12769A⊕12882B |
(l=226) |
453 |
----- |
227A⊕226B |
25.878 |
12996A⊕12882B |
(l=227) |
455 |
----- |
227A⊕228B |
26.106 |
12996A⊕13110B |
(l=228) |
457 |
----- |
229A⊕228B |
26.335 |
13225A⊕13110B |
(l=229) |
459 |
----- |
229A⊕230B |
26.565 |
13225A⊕13340B |
(l=230) |
461 |
----- |
231A⊕230B |
26.796 |
13456A⊕13340B |
(l=231) |
463 |
----- |
231A⊕232B |
27.028 |
13456A⊕13572B |
(l=232) |
465 |
----- |
233A⊕232B |
27.261 |
13689A⊕13572B |
(l=233) |
467 |
----- |
233A⊕234B |
27.495 |
13689A⊕13806B |
(l=234) |
469 |
----- |
235A⊕234B |
27.730 |
13924A⊕13806B |
(l=235) |
471 |
----- |
235A⊕236B |
27.966 |
13924A⊕14042B |
(l=236) |
473 |
----- |
237A⊕236B |
28.203 |
14161A⊕14042B |
(l=237) |
475 |
----- |
237A⊕238B |
28.441 |
14161A⊕14280B |
(l=238) |
477 |
----- |
239A⊕238B |
28.680 |
14400A⊕14280B |
(l=239) |
479 |
----- |
239A⊕240B |
28.920 |
14400A⊕14520B |
(l=240) |
481 |
----- |
241A⊕240B |
29.161 |
14641A⊕14520B |
(l=241) |
483 |
----- |
241A⊕242B |
29.403 |
14641A⊕14762B |
(l=242) |
485 |
----- |
243A⊕242B |
29.646 |
14884A⊕14762B |
(l=243) |
487 |
----- |
243A⊕244B |
29.890 |
14884A⊕15006B |
(l=244) |
489 |
----- |
245A⊕244B |
30.135 |
15129A⊕15006B |
(l=245) |
491 |
----- |
245A⊕246B |
30.381 |
15129A⊕15252B |
(l=246) |
493 |
----- |
247A⊕246B |
30.628 |
15376A⊕15252B |
(l=247) |
495 |
----- |
247A⊕248B |
30.876 |
15376A⊕15500B |
(l=248) |
497 |
----- |
249A⊕248B |
31.125 |
15625A⊕15500B |
(l=249) |
499 |
----- |
249A⊕250B |
31.375 |
15625A⊕15750B |
(l=250) |
501 |
----- |
251A⊕250B |
31.626 |
15876A⊕15750B |
(l=251) |
503 |
----- |
251A⊕252B |
31.878 |
15876A⊕16002B |
(l=252) |
505 |
----- |
253A⊕252B |
32.131 |
16129A⊕16002B |
(l=253) |
507 |
----- |
253A⊕254B |
32.385 |
16129A⊕16256B |
(l=254) |
509 |
----- |
255A⊕254B |
32.640 |
16384A⊕16256B |
(l=255) |
511 |
----- |
255A⊕256B |
32.896 |
16384A⊕16512B |
(l=256) |
513 |
----- |
257A⊕256B |
33.153 |
16641A⊕16512B |