Multipoles for Point Group C2v

Spherical Harmonics Y^l / Multipole				Symmetric Power [Γ^l(xyz)]
l	2l+1	Multipole	Symmetry	Rank	[Γ^l(xyz)]
s (l=0)	1	Monopole	A₁	1	A₁
p (l=1)	3	Dipole	A₁⊕B₁⊕B₂	3	A₁⊕B₁⊕B₂
d (l=2)	5	Quadrupole	2A₁⊕A₂⊕B₁⊕B₂	6	3A₁⊕A₂⊕B₁⊕B₂
f (l=3)	7	Octupole	2A₁⊕A₂⊕2B₁⊕2B₂	10	3A₁⊕A₂⊕3B₁⊕3B₂
g (l=4)	9	Hexadecapole	3A₁⊕2A₂⊕2B₁⊕2B₂	15	6A₁⊕3A₂⊕3B₁⊕3B₂
h (l=5)	11	Dotricontapole	3A₁⊕2A₂⊕3B₁⊕3B₂	21	6A₁⊕3A₂⊕6B₁⊕6B₂
i (l=6)	13	Tetrahexacontapole	4A₁⊕3A₂⊕3B₁⊕3B₂	28	10A₁⊕6A₂⊕6B₁⊕6B₂
j (l=7)	15	Octacosahectapole	4A₁⊕3A₂⊕4B₁⊕4B₂	36	10A₁⊕6A₂⊕10B₁⊕10B₂
k (l=8)	17	256--pole	5A₁⊕4A₂⊕4B₁⊕4B₂	45	15A₁⊕10A₂⊕10B₁⊕10B₂
l (l=9)	19	512--pole	5A₁⊕4A₂⊕5B₁⊕5B₂	55	15A₁⊕10A₂⊕15B₁⊕15B₂
m (l=10)	21	1.024--pole	6A₁⊕5A₂⊕5B₁⊕5B₂	66	21A₁⊕15A₂⊕15B₁⊕15B₂
n (l=11)	23	2.048--pole	6A₁⊕5A₂⊕6B₁⊕6B₂	78	21A₁⊕15A₂⊕21B₁⊕21B₂
o (l=12)	25	4.096--pole	7A₁⊕6A₂⊕6B₁⊕6B₂	91	28A₁⊕21A₂⊕21B₁⊕21B₂
q (l=13)	27	8.192--pole	7A₁⊕6A₂⊕7B₁⊕7B₂	105	28A₁⊕21A₂⊕28B₁⊕28B₂
r (l=14)	29	16.384--pole	8A₁⊕7A₂⊕7B₁⊕7B₂	120	36A₁⊕28A₂⊕28B₁⊕28B₂
t (l=15)	31	32.768--pole	8A₁⊕7A₂⊕8B₁⊕8B₂	136	36A₁⊕28A₂⊕36B₁⊕36B₂
u (l=16)	33	65.536--pole	9A₁⊕8A₂⊕8B₁⊕8B₂	153	45A₁⊕36A₂⊕36B₁⊕36B₂
v (l=17)	35	131.072--pole	9A₁⊕8A₂⊕9B₁⊕9B₂	171	45A₁⊕36A₂⊕45B₁⊕45B₂
w (l=18)	37	262.144--pole	10A₁⊕9A₂⊕9B₁⊕9B₂	190	55A₁⊕45A₂⊕45B₁⊕45B₂
x (l=19)	39	524.288--pole	10A₁⊕9A₂⊕10B₁⊕10B₂	210	55A₁⊕45A₂⊕55B₁⊕55B₂
y (l=20)	41	1.048.576--pole	11A₁⊕10A₂⊕10B₁⊕10B₂	231	66A₁⊕55A₂⊕55B₁⊕55B₂
z (l=21)	43	2.097.152--pole	11A₁⊕10A₂⊕11B₁⊕11B₂	253	66A₁⊕55A₂⊕66B₁⊕66B₂
(l=22)	45	4.194.304--pole	12A₁⊕11A₂⊕11B₁⊕11B₂	276	78A₁⊕66A₂⊕66B₁⊕66B₂
(l=23)	47	8.388.608--pole	12A₁⊕11A₂⊕12B₁⊕12B₂	300	78A₁⊕66A₂⊕78B₁⊕78B₂
(l=24)	49	16.777.216--pole	13A₁⊕12A₂⊕12B₁⊕12B₂	325	91A₁⊕78A₂⊕78B₁⊕78B₂
(l=25)	51	33.554.432--pole	13A₁⊕12A₂⊕13B₁⊕13B₂	351	91A₁⊕78A₂⊕91B₁⊕91B₂
(l=26)	53	67.108.864--pole	14A₁⊕13A₂⊕13B₁⊕13B₂	378	105A₁⊕91A₂⊕91B₁⊕91B₂
(l=27)	55	134.217.728--pole	14A₁⊕13A₂⊕14B₁⊕14B₂	406	105A₁⊕91A₂⊕105B₁⊕105B₂
(l=28)	57	268.435.456--pole	15A₁⊕14A₂⊕14B₁⊕14B₂	435	120A₁⊕105A₂⊕105B₁⊕105B₂
(l=29)	59	536.870.912--pole	15A₁⊕14A₂⊕15B₁⊕15B₂	465	120A₁⊕105A₂⊕120B₁⊕120B₂
(l=30)	61	1.073.741.824--pole	16A₁⊕15A₂⊕15B₁⊕15B₂	496	136A₁⊕120A₂⊕120B₁⊕120B₂
(l=31)	63	2.147.483.648--pole	16A₁⊕15A₂⊕16B₁⊕16B₂	528	136A₁⊕120A₂⊕136B₁⊕136B₂
(l=32)	65	4.294.967.296--pole	17A₁⊕16A₂⊕16B₁⊕16B₂	561	153A₁⊕136A₂⊕136B₁⊕136B₂
(l=33)	67	8.589.934.592--pole	17A₁⊕16A₂⊕17B₁⊕17B₂	595	153A₁⊕136A₂⊕153B₁⊕153B₂
(l=34)	69	17.179.869.184--pole	18A₁⊕17A₂⊕17B₁⊕17B₂	630	171A₁⊕153A₂⊕153B₁⊕153B₂
(l=35)	71	34.359.738.368--pole	18A₁⊕17A₂⊕18B₁⊕18B₂	666	171A₁⊕153A₂⊕171B₁⊕171B₂
(l=36)	73	68.719.476.736--pole	19A₁⊕18A₂⊕18B₁⊕18B₂	703	190A₁⊕171A₂⊕171B₁⊕171B₂
(l=37)	75	137.438.953.472--pole	19A₁⊕18A₂⊕19B₁⊕19B₂	741	190A₁⊕171A₂⊕190B₁⊕190B₂
(l=38)	77	274.877.906.944--pole	20A₁⊕19A₂⊕19B₁⊕19B₂	780	210A₁⊕190A₂⊕190B₁⊕190B₂
(l=39)	79	549.755.813.888--pole	20A₁⊕19A₂⊕20B₁⊕20B₂	820	210A₁⊕190A₂⊕210B₁⊕210B₂
(l=40)	81	1.099.511.627.776--pole	21A₁⊕20A₂⊕20B₁⊕20B₂	861	231A₁⊕210A₂⊕210B₁⊕210B₂
(l=41)	83	2.199.023.255.552--pole	21A₁⊕20A₂⊕21B₁⊕21B₂	903	231A₁⊕210A₂⊕231B₁⊕231B₂
(l=42)	85	4.398.046.511.104--pole	22A₁⊕21A₂⊕21B₁⊕21B₂	946	253A₁⊕231A₂⊕231B₁⊕231B₂
(l=43)	87	8.796.093.022.208--pole	22A₁⊕21A₂⊕22B₁⊕22B₂	990	253A₁⊕231A₂⊕253B₁⊕253B₂
(l=44)	89	17.592.186.044.416--pole	23A₁⊕22A₂⊕22B₁⊕22B₂	1.035	276A₁⊕253A₂⊕253B₁⊕253B₂
(l=45)	91	35.184.372.088.832--pole	23A₁⊕22A₂⊕23B₁⊕23B₂	1.081	276A₁⊕253A₂⊕276B₁⊕276B₂
(l=46)	93	70.368.744.177.664--pole	24A₁⊕23A₂⊕23B₁⊕23B₂	1.128	300A₁⊕276A₂⊕276B₁⊕276B₂
(l=47)	95	140.737.488.355.328--pole	24A₁⊕23A₂⊕24B₁⊕24B₂	1.176	300A₁⊕276A₂⊕300B₁⊕300B₂
(l=48)	97	281.474.976.710.656--pole	25A₁⊕24A₂⊕24B₁⊕24B₂	1.225	325A₁⊕300A₂⊕300B₁⊕300B₂
(l=49)	99	562.949.953.421.312--pole	25A₁⊕24A₂⊕25B₁⊕25B₂	1.275	325A₁⊕300A₂⊕325B₁⊕325B₂
(l=50)	101	1.125.899.906.842.624--pole	26A₁⊕25A₂⊕25B₁⊕25B₂	1.326	351A₁⊕325A₂⊕325B₁⊕325B₂
(l=51)	103	2.251.799.813.685.248--pole	26A₁⊕25A₂⊕26B₁⊕26B₂	1.378	351A₁⊕325A₂⊕351B₁⊕351B₂
(l=52)	105	4.503.599.627.370.496--pole	27A₁⊕26A₂⊕26B₁⊕26B₂	1.431	378A₁⊕351A₂⊕351B₁⊕351B₂
(l=53)	107	9.007.199.254.740.992--pole	27A₁⊕26A₂⊕27B₁⊕27B₂	1.485	378A₁⊕351A₂⊕378B₁⊕378B₂
(l=54)	109	18.014.398.509.481.984--pole	28A₁⊕27A₂⊕27B₁⊕27B₂	1.540	406A₁⊕378A₂⊕378B₁⊕378B₂
(l=55)	111	36.028.797.018.963.968--pole	28A₁⊕27A₂⊕28B₁⊕28B₂	1.596	406A₁⊕378A₂⊕406B₁⊕406B₂
(l=56)	113	72.057.594.037.927.936--pole	29A₁⊕28A₂⊕28B₁⊕28B₂	1.653	435A₁⊕406A₂⊕406B₁⊕406B₂
(l=57)	115	144.115.188.075.855.872--pole	29A₁⊕28A₂⊕29B₁⊕29B₂	1.711	435A₁⊕406A₂⊕435B₁⊕435B₂
(l=58)	117	288.230.376.151.711.744--pole	30A₁⊕29A₂⊕29B₁⊕29B₂	1.770	465A₁⊕435A₂⊕435B₁⊕435B₂
(l=59)	119	576.460.752.303.423.488--pole	30A₁⊕29A₂⊕30B₁⊕30B₂	1.830	465A₁⊕435A₂⊕465B₁⊕465B₂
(l=60)	121	1.152.921.504.606.846.976--pole	31A₁⊕30A₂⊕30B₁⊕30B₂	1.891	496A₁⊕465A₂⊕465B₁⊕465B₂
(l=61)	123	2.305.843.009.213.693.952--pole	31A₁⊕30A₂⊕31B₁⊕31B₂	1.953	496A₁⊕465A₂⊕496B₁⊕496B₂
(l=62)	125	4.611.686.018.427.387.904--pole	32A₁⊕31A₂⊕31B₁⊕31B₂	2.016	528A₁⊕496A₂⊕496B₁⊕496B₂
(l=63)	127	-----	32A₁⊕31A₂⊕32B₁⊕32B₂	2.080	528A₁⊕496A₂⊕528B₁⊕528B₂
(l=64)	129	-----	33A₁⊕32A₂⊕32B₁⊕32B₂	2.145	561A₁⊕528A₂⊕528B₁⊕528B₂
(l=65)	131	-----	33A₁⊕32A₂⊕33B₁⊕33B₂	2.211	561A₁⊕528A₂⊕561B₁⊕561B₂
(l=66)	133	-----	34A₁⊕33A₂⊕33B₁⊕33B₂	2.278	595A₁⊕561A₂⊕561B₁⊕561B₂
(l=67)	135	-----	34A₁⊕33A₂⊕34B₁⊕34B₂	2.346	595A₁⊕561A₂⊕595B₁⊕595B₂
(l=68)	137	-----	35A₁⊕34A₂⊕34B₁⊕34B₂	2.415	630A₁⊕595A₂⊕595B₁⊕595B₂
(l=69)	139	-----	35A₁⊕34A₂⊕35B₁⊕35B₂	2.485	630A₁⊕595A₂⊕630B₁⊕630B₂
(l=70)	141	-----	36A₁⊕35A₂⊕35B₁⊕35B₂	2.556	666A₁⊕630A₂⊕630B₁⊕630B₂
(l=71)	143	-----	36A₁⊕35A₂⊕36B₁⊕36B₂	2.628	666A₁⊕630A₂⊕666B₁⊕666B₂
(l=72)	145	-----	37A₁⊕36A₂⊕36B₁⊕36B₂	2.701	703A₁⊕666A₂⊕666B₁⊕666B₂
(l=73)	147	-----	37A₁⊕36A₂⊕37B₁⊕37B₂	2.775	703A₁⊕666A₂⊕703B₁⊕703B₂
(l=74)	149	-----	38A₁⊕37A₂⊕37B₁⊕37B₂	2.850	741A₁⊕703A₂⊕703B₁⊕703B₂
(l=75)	151	-----	38A₁⊕37A₂⊕38B₁⊕38B₂	2.926	741A₁⊕703A₂⊕741B₁⊕741B₂
(l=76)	153	-----	39A₁⊕38A₂⊕38B₁⊕38B₂	3.003	780A₁⊕741A₂⊕741B₁⊕741B₂
(l=77)	155	-----	39A₁⊕38A₂⊕39B₁⊕39B₂	3.081	780A₁⊕741A₂⊕780B₁⊕780B₂
(l=78)	157	-----	40A₁⊕39A₂⊕39B₁⊕39B₂	3.160	820A₁⊕780A₂⊕780B₁⊕780B₂
(l=79)	159	-----	40A₁⊕39A₂⊕40B₁⊕40B₂	3.240	820A₁⊕780A₂⊕820B₁⊕820B₂
(l=80)	161	-----	41A₁⊕40A₂⊕40B₁⊕40B₂	3.321	861A₁⊕820A₂⊕820B₁⊕820B₂
(l=81)	163	-----	41A₁⊕40A₂⊕41B₁⊕41B₂	3.403	861A₁⊕820A₂⊕861B₁⊕861B₂
(l=82)	165	-----	42A₁⊕41A₂⊕41B₁⊕41B₂	3.486	903A₁⊕861A₂⊕861B₁⊕861B₂
(l=83)	167	-----	42A₁⊕41A₂⊕42B₁⊕42B₂	3.570	903A₁⊕861A₂⊕903B₁⊕903B₂
(l=84)	169	-----	43A₁⊕42A₂⊕42B₁⊕42B₂	3.655	946A₁⊕903A₂⊕903B₁⊕903B₂
(l=85)	171	-----	43A₁⊕42A₂⊕43B₁⊕43B₂	3.741	946A₁⊕903A₂⊕946B₁⊕946B₂
(l=86)	173	-----	44A₁⊕43A₂⊕43B₁⊕43B₂	3.828	990A₁⊕946A₂⊕946B₁⊕946B₂
(l=87)	175	-----	44A₁⊕43A₂⊕44B₁⊕44B₂	3.916	990A₁⊕946A₂⊕990B₁⊕990B₂
(l=88)	177	-----	45A₁⊕44A₂⊕44B₁⊕44B₂	4.005	1035A₁⊕990A₂⊕990B₁⊕990B₂
(l=89)	179	-----	45A₁⊕44A₂⊕45B₁⊕45B₂	4.095	1035A₁⊕990A₂⊕1035B₁⊕1035B₂
(l=90)	181	-----	46A₁⊕45A₂⊕45B₁⊕45B₂	4.186	1081A₁⊕1035A₂⊕1035B₁⊕1035B₂
(l=91)	183	-----	46A₁⊕45A₂⊕46B₁⊕46B₂	4.278	1081A₁⊕1035A₂⊕1081B₁⊕1081B₂
(l=92)	185	-----	47A₁⊕46A₂⊕46B₁⊕46B₂	4.371	1128A₁⊕1081A₂⊕1081B₁⊕1081B₂
(l=93)	187	-----	47A₁⊕46A₂⊕47B₁⊕47B₂	4.465	1128A₁⊕1081A₂⊕1128B₁⊕1128B₂
(l=94)	189	-----	48A₁⊕47A₂⊕47B₁⊕47B₂	4.560	1176A₁⊕1128A₂⊕1128B₁⊕1128B₂
(l=95)	191	-----	48A₁⊕47A₂⊕48B₁⊕48B₂	4.656	1176A₁⊕1128A₂⊕1176B₁⊕1176B₂
(l=96)	193	-----	49A₁⊕48A₂⊕48B₁⊕48B₂	4.753	1225A₁⊕1176A₂⊕1176B₁⊕1176B₂
(l=97)	195	-----	49A₁⊕48A₂⊕49B₁⊕49B₂	4.851	1225A₁⊕1176A₂⊕1225B₁⊕1225B₂
(l=98)	197	-----	50A₁⊕49A₂⊕49B₁⊕49B₂	4.950	1275A₁⊕1225A₂⊕1225B₁⊕1225B₂
(l=99)	199	-----	50A₁⊕49A₂⊕50B₁⊕50B₂	5.050	1275A₁⊕1225A₂⊕1275B₁⊕1275B₂
(l=100)	201	-----	51A₁⊕50A₂⊕50B₁⊕50B₂	5.151	1326A₁⊕1275A₂⊕1275B₁⊕1275B₂
(l=101)	203	-----	51A₁⊕50A₂⊕51B₁⊕51B₂	5.253	1326A₁⊕1275A₂⊕1326B₁⊕1326B₂
(l=102)	205	-----	52A₁⊕51A₂⊕51B₁⊕51B₂	5.356	1378A₁⊕1326A₂⊕1326B₁⊕1326B₂
(l=103)	207	-----	52A₁⊕51A₂⊕52B₁⊕52B₂	5.460	1378A₁⊕1326A₂⊕1378B₁⊕1378B₂
(l=104)	209	-----	53A₁⊕52A₂⊕52B₁⊕52B₂	5.565	1431A₁⊕1378A₂⊕1378B₁⊕1378B₂
(l=105)	211	-----	53A₁⊕52A₂⊕53B₁⊕53B₂	5.671	1431A₁⊕1378A₂⊕1431B₁⊕1431B₂
(l=106)	213	-----	54A₁⊕53A₂⊕53B₁⊕53B₂	5.778	1485A₁⊕1431A₂⊕1431B₁⊕1431B₂
(l=107)	215	-----	54A₁⊕53A₂⊕54B₁⊕54B₂	5.886	1485A₁⊕1431A₂⊕1485B₁⊕1485B₂
(l=108)	217	-----	55A₁⊕54A₂⊕54B₁⊕54B₂	5.995	1540A₁⊕1485A₂⊕1485B₁⊕1485B₂
(l=109)	219	-----	55A₁⊕54A₂⊕55B₁⊕55B₂	6.105	1540A₁⊕1485A₂⊕1540B₁⊕1540B₂
(l=110)	221	-----	56A₁⊕55A₂⊕55B₁⊕55B₂	6.216	1596A₁⊕1540A₂⊕1540B₁⊕1540B₂
(l=111)	223	-----	56A₁⊕55A₂⊕56B₁⊕56B₂	6.328	1596A₁⊕1540A₂⊕1596B₁⊕1596B₂
(l=112)	225	-----	57A₁⊕56A₂⊕56B₁⊕56B₂	6.441	1653A₁⊕1596A₂⊕1596B₁⊕1596B₂
(l=113)	227	-----	57A₁⊕56A₂⊕57B₁⊕57B₂	6.555	1653A₁⊕1596A₂⊕1653B₁⊕1653B₂
(l=114)	229	-----	58A₁⊕57A₂⊕57B₁⊕57B₂	6.670	1711A₁⊕1653A₂⊕1653B₁⊕1653B₂
(l=115)	231	-----	58A₁⊕57A₂⊕58B₁⊕58B₂	6.786	1711A₁⊕1653A₂⊕1711B₁⊕1711B₂
(l=116)	233	-----	59A₁⊕58A₂⊕58B₁⊕58B₂	6.903	1770A₁⊕1711A₂⊕1711B₁⊕1711B₂
(l=117)	235	-----	59A₁⊕58A₂⊕59B₁⊕59B₂	7.021	1770A₁⊕1711A₂⊕1770B₁⊕1770B₂
(l=118)	237	-----	60A₁⊕59A₂⊕59B₁⊕59B₂	7.140	1830A₁⊕1770A₂⊕1770B₁⊕1770B₂
(l=119)	239	-----	60A₁⊕59A₂⊕60B₁⊕60B₂	7.260	1830A₁⊕1770A₂⊕1830B₁⊕1830B₂
(l=120)	241	-----	61A₁⊕60A₂⊕60B₁⊕60B₂	7.381	1891A₁⊕1830A₂⊕1830B₁⊕1830B₂
(l=121)	243	-----	61A₁⊕60A₂⊕61B₁⊕61B₂	7.503	1891A₁⊕1830A₂⊕1891B₁⊕1891B₂
(l=122)	245	-----	62A₁⊕61A₂⊕61B₁⊕61B₂	7.626	1953A₁⊕1891A₂⊕1891B₁⊕1891B₂
(l=123)	247	-----	62A₁⊕61A₂⊕62B₁⊕62B₂	7.750	1953A₁⊕1891A₂⊕1953B₁⊕1953B₂
(l=124)	249	-----	63A₁⊕62A₂⊕62B₁⊕62B₂	7.875	2016A₁⊕1953A₂⊕1953B₁⊕1953B₂
(l=125)	251	-----	63A₁⊕62A₂⊕63B₁⊕63B₂	8.001	2016A₁⊕1953A₂⊕2016B₁⊕2016B₂
(l=126)	253	-----	64A₁⊕63A₂⊕63B₁⊕63B₂	8.128	2080A₁⊕2016A₂⊕2016B₁⊕2016B₂
(l=127)	255	-----	64A₁⊕63A₂⊕64B₁⊕64B₂	8.256	2080A₁⊕2016A₂⊕2080B₁⊕2080B₂
(l=128)	257	-----	65A₁⊕64A₂⊕64B₁⊕64B₂	8.385	2145A₁⊕2080A₂⊕2080B₁⊕2080B₂
(l=129)	259	-----	65A₁⊕64A₂⊕65B₁⊕65B₂	8.515	2145A₁⊕2080A₂⊕2145B₁⊕2145B₂
(l=130)	261	-----	66A₁⊕65A₂⊕65B₁⊕65B₂	8.646	2211A₁⊕2145A₂⊕2145B₁⊕2145B₂
(l=131)	263	-----	66A₁⊕65A₂⊕66B₁⊕66B₂	8.778	2211A₁⊕2145A₂⊕2211B₁⊕2211B₂
(l=132)	265	-----	67A₁⊕66A₂⊕66B₁⊕66B₂	8.911	2278A₁⊕2211A₂⊕2211B₁⊕2211B₂
(l=133)	267	-----	67A₁⊕66A₂⊕67B₁⊕67B₂	9.045	2278A₁⊕2211A₂⊕2278B₁⊕2278B₂
(l=134)	269	-----	68A₁⊕67A₂⊕67B₁⊕67B₂	9.180	2346A₁⊕2278A₂⊕2278B₁⊕2278B₂
(l=135)	271	-----	68A₁⊕67A₂⊕68B₁⊕68B₂	9.316	2346A₁⊕2278A₂⊕2346B₁⊕2346B₂
(l=136)	273	-----	69A₁⊕68A₂⊕68B₁⊕68B₂	9.453	2415A₁⊕2346A₂⊕2346B₁⊕2346B₂
(l=137)	275	-----	69A₁⊕68A₂⊕69B₁⊕69B₂	9.591	2415A₁⊕2346A₂⊕2415B₁⊕2415B₂
(l=138)	277	-----	70A₁⊕69A₂⊕69B₁⊕69B₂	9.730	2485A₁⊕2415A₂⊕2415B₁⊕2415B₂
(l=139)	279	-----	70A₁⊕69A₂⊕70B₁⊕70B₂	9.870	2485A₁⊕2415A₂⊕2485B₁⊕2485B₂
(l=140)	281	-----	71A₁⊕70A₂⊕70B₁⊕70B₂	10.011	2556A₁⊕2485A₂⊕2485B₁⊕2485B₂
(l=141)	283	-----	71A₁⊕70A₂⊕71B₁⊕71B₂	10.153	2556A₁⊕2485A₂⊕2556B₁⊕2556B₂
(l=142)	285	-----	72A₁⊕71A₂⊕71B₁⊕71B₂	10.296	2628A₁⊕2556A₂⊕2556B₁⊕2556B₂
(l=143)	287	-----	72A₁⊕71A₂⊕72B₁⊕72B₂	10.440	2628A₁⊕2556A₂⊕2628B₁⊕2628B₂
(l=144)	289	-----	73A₁⊕72A₂⊕72B₁⊕72B₂	10.585	2701A₁⊕2628A₂⊕2628B₁⊕2628B₂
(l=145)	291	-----	73A₁⊕72A₂⊕73B₁⊕73B₂	10.731	2701A₁⊕2628A₂⊕2701B₁⊕2701B₂
(l=146)	293	-----	74A₁⊕73A₂⊕73B₁⊕73B₂	10.878	2775A₁⊕2701A₂⊕2701B₁⊕2701B₂
(l=147)	295	-----	74A₁⊕73A₂⊕74B₁⊕74B₂	11.026	2775A₁⊕2701A₂⊕2775B₁⊕2775B₂
(l=148)	297	-----	75A₁⊕74A₂⊕74B₁⊕74B₂	11.175	2850A₁⊕2775A₂⊕2775B₁⊕2775B₂
(l=149)	299	-----	75A₁⊕74A₂⊕75B₁⊕75B₂	11.325	2850A₁⊕2775A₂⊕2850B₁⊕2850B₂
(l=150)	301	-----	76A₁⊕75A₂⊕75B₁⊕75B₂	11.476	2926A₁⊕2850A₂⊕2850B₁⊕2850B₂
(l=151)	303	-----	76A₁⊕75A₂⊕76B₁⊕76B₂	11.628	2926A₁⊕2850A₂⊕2926B₁⊕2926B₂
(l=152)	305	-----	77A₁⊕76A₂⊕76B₁⊕76B₂	11.781	3003A₁⊕2926A₂⊕2926B₁⊕2926B₂
(l=153)	307	-----	77A₁⊕76A₂⊕77B₁⊕77B₂	11.935	3003A₁⊕2926A₂⊕3003B₁⊕3003B₂
(l=154)	309	-----	78A₁⊕77A₂⊕77B₁⊕77B₂	12.090	3081A₁⊕3003A₂⊕3003B₁⊕3003B₂
(l=155)	311	-----	78A₁⊕77A₂⊕78B₁⊕78B₂	12.246	3081A₁⊕3003A₂⊕3081B₁⊕3081B₂
(l=156)	313	-----	79A₁⊕78A₂⊕78B₁⊕78B₂	12.403	3160A₁⊕3081A₂⊕3081B₁⊕3081B₂
(l=157)	315	-----	79A₁⊕78A₂⊕79B₁⊕79B₂	12.561	3160A₁⊕3081A₂⊕3160B₁⊕3160B₂
(l=158)	317	-----	80A₁⊕79A₂⊕79B₁⊕79B₂	12.720	3240A₁⊕3160A₂⊕3160B₁⊕3160B₂
(l=159)	319	-----	80A₁⊕79A₂⊕80B₁⊕80B₂	12.880	3240A₁⊕3160A₂⊕3240B₁⊕3240B₂
(l=160)	321	-----	81A₁⊕80A₂⊕80B₁⊕80B₂	13.041	3321A₁⊕3240A₂⊕3240B₁⊕3240B₂
(l=161)	323	-----	81A₁⊕80A₂⊕81B₁⊕81B₂	13.203	3321A₁⊕3240A₂⊕3321B₁⊕3321B₂
(l=162)	325	-----	82A₁⊕81A₂⊕81B₁⊕81B₂	13.366	3403A₁⊕3321A₂⊕3321B₁⊕3321B₂
(l=163)	327	-----	82A₁⊕81A₂⊕82B₁⊕82B₂	13.530	3403A₁⊕3321A₂⊕3403B₁⊕3403B₂
(l=164)	329	-----	83A₁⊕82A₂⊕82B₁⊕82B₂	13.695	3486A₁⊕3403A₂⊕3403B₁⊕3403B₂
(l=165)	331	-----	83A₁⊕82A₂⊕83B₁⊕83B₂	13.861	3486A₁⊕3403A₂⊕3486B₁⊕3486B₂
(l=166)	333	-----	84A₁⊕83A₂⊕83B₁⊕83B₂	14.028	3570A₁⊕3486A₂⊕3486B₁⊕3486B₂
(l=167)	335	-----	84A₁⊕83A₂⊕84B₁⊕84B₂	14.196	3570A₁⊕3486A₂⊕3570B₁⊕3570B₂
(l=168)	337	-----	85A₁⊕84A₂⊕84B₁⊕84B₂	14.365	3655A₁⊕3570A₂⊕3570B₁⊕3570B₂
(l=169)	339	-----	85A₁⊕84A₂⊕85B₁⊕85B₂	14.535	3655A₁⊕3570A₂⊕3655B₁⊕3655B₂
(l=170)	341	-----	86A₁⊕85A₂⊕85B₁⊕85B₂	14.706	3741A₁⊕3655A₂⊕3655B₁⊕3655B₂
(l=171)	343	-----	86A₁⊕85A₂⊕86B₁⊕86B₂	14.878	3741A₁⊕3655A₂⊕3741B₁⊕3741B₂
(l=172)	345	-----	87A₁⊕86A₂⊕86B₁⊕86B₂	15.051	3828A₁⊕3741A₂⊕3741B₁⊕3741B₂
(l=173)	347	-----	87A₁⊕86A₂⊕87B₁⊕87B₂	15.225	3828A₁⊕3741A₂⊕3828B₁⊕3828B₂
(l=174)	349	-----	88A₁⊕87A₂⊕87B₁⊕87B₂	15.400	3916A₁⊕3828A₂⊕3828B₁⊕3828B₂
(l=175)	351	-----	88A₁⊕87A₂⊕88B₁⊕88B₂	15.576	3916A₁⊕3828A₂⊕3916B₁⊕3916B₂
(l=176)	353	-----	89A₁⊕88A₂⊕88B₁⊕88B₂	15.753	4005A₁⊕3916A₂⊕3916B₁⊕3916B₂
(l=177)	355	-----	89A₁⊕88A₂⊕89B₁⊕89B₂	15.931	4005A₁⊕3916A₂⊕4005B₁⊕4005B₂
(l=178)	357	-----	90A₁⊕89A₂⊕89B₁⊕89B₂	16.110	4095A₁⊕4005A₂⊕4005B₁⊕4005B₂
(l=179)	359	-----	90A₁⊕89A₂⊕90B₁⊕90B₂	16.290	4095A₁⊕4005A₂⊕4095B₁⊕4095B₂
(l=180)	361	-----	91A₁⊕90A₂⊕90B₁⊕90B₂	16.471	4186A₁⊕4095A₂⊕4095B₁⊕4095B₂
(l=181)	363	-----	91A₁⊕90A₂⊕91B₁⊕91B₂	16.653	4186A₁⊕4095A₂⊕4186B₁⊕4186B₂
(l=182)	365	-----	92A₁⊕91A₂⊕91B₁⊕91B₂	16.836	4278A₁⊕4186A₂⊕4186B₁⊕4186B₂
(l=183)	367	-----	92A₁⊕91A₂⊕92B₁⊕92B₂	17.020	4278A₁⊕4186A₂⊕4278B₁⊕4278B₂
(l=184)	369	-----	93A₁⊕92A₂⊕92B₁⊕92B₂	17.205	4371A₁⊕4278A₂⊕4278B₁⊕4278B₂
(l=185)	371	-----	93A₁⊕92A₂⊕93B₁⊕93B₂	17.391	4371A₁⊕4278A₂⊕4371B₁⊕4371B₂
(l=186)	373	-----	94A₁⊕93A₂⊕93B₁⊕93B₂	17.578	4465A₁⊕4371A₂⊕4371B₁⊕4371B₂
(l=187)	375	-----	94A₁⊕93A₂⊕94B₁⊕94B₂	17.766	4465A₁⊕4371A₂⊕4465B₁⊕4465B₂
(l=188)	377	-----	95A₁⊕94A₂⊕94B₁⊕94B₂	17.955	4560A₁⊕4465A₂⊕4465B₁⊕4465B₂
(l=189)	379	-----	95A₁⊕94A₂⊕95B₁⊕95B₂	18.145	4560A₁⊕4465A₂⊕4560B₁⊕4560B₂
(l=190)	381	-----	96A₁⊕95A₂⊕95B₁⊕95B₂	18.336	4656A₁⊕4560A₂⊕4560B₁⊕4560B₂
(l=191)	383	-----	96A₁⊕95A₂⊕96B₁⊕96B₂	18.528	4656A₁⊕4560A₂⊕4656B₁⊕4656B₂
(l=192)	385	-----	97A₁⊕96A₂⊕96B₁⊕96B₂	18.721	4753A₁⊕4656A₂⊕4656B₁⊕4656B₂
(l=193)	387	-----	97A₁⊕96A₂⊕97B₁⊕97B₂	18.915	4753A₁⊕4656A₂⊕4753B₁⊕4753B₂
(l=194)	389	-----	98A₁⊕97A₂⊕97B₁⊕97B₂	19.110	4851A₁⊕4753A₂⊕4753B₁⊕4753B₂
(l=195)	391	-----	98A₁⊕97A₂⊕98B₁⊕98B₂	19.306	4851A₁⊕4753A₂⊕4851B₁⊕4851B₂
(l=196)	393	-----	99A₁⊕98A₂⊕98B₁⊕98B₂	19.503	4950A₁⊕4851A₂⊕4851B₁⊕4851B₂
(l=197)	395	-----	99A₁⊕98A₂⊕99B₁⊕99B₂	19.701	4950A₁⊕4851A₂⊕4950B₁⊕4950B₂
(l=198)	397	-----	100A₁⊕99A₂⊕99B₁⊕99B₂	19.900	5050A₁⊕4950A₂⊕4950B₁⊕4950B₂
(l=199)	399	-----	100A₁⊕99A₂⊕100B₁⊕100B₂	20.100	5050A₁⊕4950A₂⊕5050B₁⊕5050B₂
(l=200)	401	-----	101A₁⊕100A₂⊕100B₁⊕100B₂	20.301	5151A₁⊕5050A₂⊕5050B₁⊕5050B₂
(l=201)	403	-----	101A₁⊕100A₂⊕101B₁⊕101B₂	20.503	5151A₁⊕5050A₂⊕5151B₁⊕5151B₂
(l=202)	405	-----	102A₁⊕101A₂⊕101B₁⊕101B₂	20.706	5253A₁⊕5151A₂⊕5151B₁⊕5151B₂
(l=203)	407	-----	102A₁⊕101A₂⊕102B₁⊕102B₂	20.910	5253A₁⊕5151A₂⊕5253B₁⊕5253B₂
(l=204)	409	-----	103A₁⊕102A₂⊕102B₁⊕102B₂	21.115	5356A₁⊕5253A₂⊕5253B₁⊕5253B₂
(l=205)	411	-----	103A₁⊕102A₂⊕103B₁⊕103B₂	21.321	5356A₁⊕5253A₂⊕5356B₁⊕5356B₂
(l=206)	413	-----	104A₁⊕103A₂⊕103B₁⊕103B₂	21.528	5460A₁⊕5356A₂⊕5356B₁⊕5356B₂
(l=207)	415	-----	104A₁⊕103A₂⊕104B₁⊕104B₂	21.736	5460A₁⊕5356A₂⊕5460B₁⊕5460B₂
(l=208)	417	-----	105A₁⊕104A₂⊕104B₁⊕104B₂	21.945	5565A₁⊕5460A₂⊕5460B₁⊕5460B₂
(l=209)	419	-----	105A₁⊕104A₂⊕105B₁⊕105B₂	22.155	5565A₁⊕5460A₂⊕5565B₁⊕5565B₂
(l=210)	421	-----	106A₁⊕105A₂⊕105B₁⊕105B₂	22.366	5671A₁⊕5565A₂⊕5565B₁⊕5565B₂
(l=211)	423	-----	106A₁⊕105A₂⊕106B₁⊕106B₂	22.578	5671A₁⊕5565A₂⊕5671B₁⊕5671B₂
(l=212)	425	-----	107A₁⊕106A₂⊕106B₁⊕106B₂	22.791	5778A₁⊕5671A₂⊕5671B₁⊕5671B₂
(l=213)	427	-----	107A₁⊕106A₂⊕107B₁⊕107B₂	23.005	5778A₁⊕5671A₂⊕5778B₁⊕5778B₂
(l=214)	429	-----	108A₁⊕107A₂⊕107B₁⊕107B₂	23.220	5886A₁⊕5778A₂⊕5778B₁⊕5778B₂
(l=215)	431	-----	108A₁⊕107A₂⊕108B₁⊕108B₂	23.436	5886A₁⊕5778A₂⊕5886B₁⊕5886B₂
(l=216)	433	-----	109A₁⊕108A₂⊕108B₁⊕108B₂	23.653	5995A₁⊕5886A₂⊕5886B₁⊕5886B₂
(l=217)	435	-----	109A₁⊕108A₂⊕109B₁⊕109B₂	23.871	5995A₁⊕5886A₂⊕5995B₁⊕5995B₂
(l=218)	437	-----	110A₁⊕109A₂⊕109B₁⊕109B₂	24.090	6105A₁⊕5995A₂⊕5995B₁⊕5995B₂
(l=219)	439	-----	110A₁⊕109A₂⊕110B₁⊕110B₂	24.310	6105A₁⊕5995A₂⊕6105B₁⊕6105B₂
(l=220)	441	-----	111A₁⊕110A₂⊕110B₁⊕110B₂	24.531	6216A₁⊕6105A₂⊕6105B₁⊕6105B₂
(l=221)	443	-----	111A₁⊕110A₂⊕111B₁⊕111B₂	24.753	6216A₁⊕6105A₂⊕6216B₁⊕6216B₂
(l=222)	445	-----	112A₁⊕111A₂⊕111B₁⊕111B₂	24.976	6328A₁⊕6216A₂⊕6216B₁⊕6216B₂
(l=223)	447	-----	112A₁⊕111A₂⊕112B₁⊕112B₂	25.200	6328A₁⊕6216A₂⊕6328B₁⊕6328B₂
(l=224)	449	-----	113A₁⊕112A₂⊕112B₁⊕112B₂	25.425	6441A₁⊕6328A₂⊕6328B₁⊕6328B₂
(l=225)	451	-----	113A₁⊕112A₂⊕113B₁⊕113B₂	25.651	6441A₁⊕6328A₂⊕6441B₁⊕6441B₂
(l=226)	453	-----	114A₁⊕113A₂⊕113B₁⊕113B₂	25.878	6555A₁⊕6441A₂⊕6441B₁⊕6441B₂
(l=227)	455	-----	114A₁⊕113A₂⊕114B₁⊕114B₂	26.106	6555A₁⊕6441A₂⊕6555B₁⊕6555B₂
(l=228)	457	-----	115A₁⊕114A₂⊕114B₁⊕114B₂	26.335	6670A₁⊕6555A₂⊕6555B₁⊕6555B₂
(l=229)	459	-----	115A₁⊕114A₂⊕115B₁⊕115B₂	26.565	6670A₁⊕6555A₂⊕6670B₁⊕6670B₂
(l=230)	461	-----	116A₁⊕115A₂⊕115B₁⊕115B₂	26.796	6786A₁⊕6670A₂⊕6670B₁⊕6670B₂
(l=231)	463	-----	116A₁⊕115A₂⊕116B₁⊕116B₂	27.028	6786A₁⊕6670A₂⊕6786B₁⊕6786B₂
(l=232)	465	-----	117A₁⊕116A₂⊕116B₁⊕116B₂	27.261	6903A₁⊕6786A₂⊕6786B₁⊕6786B₂
(l=233)	467	-----	117A₁⊕116A₂⊕117B₁⊕117B₂	27.495	6903A₁⊕6786A₂⊕6903B₁⊕6903B₂
(l=234)	469	-----	118A₁⊕117A₂⊕117B₁⊕117B₂	27.730	7021A₁⊕6903A₂⊕6903B₁⊕6903B₂
(l=235)	471	-----	118A₁⊕117A₂⊕118B₁⊕118B₂	27.966	7021A₁⊕6903A₂⊕7021B₁⊕7021B₂
(l=236)	473	-----	119A₁⊕118A₂⊕118B₁⊕118B₂	28.203	7140A₁⊕7021A₂⊕7021B₁⊕7021B₂
(l=237)	475	-----	119A₁⊕118A₂⊕119B₁⊕119B₂	28.441	7140A₁⊕7021A₂⊕7140B₁⊕7140B₂
(l=238)	477	-----	120A₁⊕119A₂⊕119B₁⊕119B₂	28.680	7260A₁⊕7140A₂⊕7140B₁⊕7140B₂
(l=239)	479	-----	120A₁⊕119A₂⊕120B₁⊕120B₂	28.920	7260A₁⊕7140A₂⊕7260B₁⊕7260B₂
(l=240)	481	-----	121A₁⊕120A₂⊕120B₁⊕120B₂	29.161	7381A₁⊕7260A₂⊕7260B₁⊕7260B₂
(l=241)	483	-----	121A₁⊕120A₂⊕121B₁⊕121B₂	29.403	7381A₁⊕7260A₂⊕7381B₁⊕7381B₂
(l=242)	485	-----	122A₁⊕121A₂⊕121B₁⊕121B₂	29.646	7503A₁⊕7381A₂⊕7381B₁⊕7381B₂
(l=243)	487	-----	122A₁⊕121A₂⊕122B₁⊕122B₂	29.890	7503A₁⊕7381A₂⊕7503B₁⊕7503B₂
(l=244)	489	-----	123A₁⊕122A₂⊕122B₁⊕122B₂	30.135	7626A₁⊕7503A₂⊕7503B₁⊕7503B₂
(l=245)	491	-----	123A₁⊕122A₂⊕123B₁⊕123B₂	30.381	7626A₁⊕7503A₂⊕7626B₁⊕7626B₂
(l=246)	493	-----	124A₁⊕123A₂⊕123B₁⊕123B₂	30.628	7750A₁⊕7626A₂⊕7626B₁⊕7626B₂
(l=247)	495	-----	124A₁⊕123A₂⊕124B₁⊕124B₂	30.876	7750A₁⊕7626A₂⊕7750B₁⊕7750B₂
(l=248)	497	-----	125A₁⊕124A₂⊕124B₁⊕124B₂	31.125	7875A₁⊕7750A₂⊕7750B₁⊕7750B₂
(l=249)	499	-----	125A₁⊕124A₂⊕125B₁⊕125B₂	31.375	7875A₁⊕7750A₂⊕7875B₁⊕7875B₂
(l=250)	501	-----	126A₁⊕125A₂⊕125B₁⊕125B₂	31.626	8001A₁⊕7875A₂⊕7875B₁⊕7875B₂
(l=251)	503	-----	126A₁⊕125A₂⊕126B₁⊕126B₂	31.878	8001A₁⊕7875A₂⊕8001B₁⊕8001B₂
(l=252)	505	-----	127A₁⊕126A₂⊕126B₁⊕126B₂	32.131	8128A₁⊕8001A₂⊕8001B₁⊕8001B₂
(l=253)	507	-----	127A₁⊕126A₂⊕127B₁⊕127B₂	32.385	8128A₁⊕8001A₂⊕8128B₁⊕8128B₂
(l=254)	509	-----	128A₁⊕127A₂⊕127B₁⊕127B₂	32.640	8256A₁⊕8128A₂⊕8128B₁⊕8128B₂
(l=255)	511	-----	128A₁⊕127A₂⊕128B₁⊕128B₂	32.896	8256A₁⊕8128A₂⊕8256B₁⊕8256B₂
(l=256)	513	-----	129A₁⊕128A₂⊕128B₁⊕128B₂	33.153	8385A₁⊕8256A₂⊕8256B₁⊕8256B₂

Point Group C_2v

Spherical harmonics and Multipoles
Symmetric Powers of Γ_xyz

Point Group C2v

Spherical harmonics and MultipolesSymmetric Powers of Γxyz

Point Group C_2v

Spherical harmonics and Multipoles
Symmetric Powers of Γ_xyz