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A003301
Numerators of coefficients of Green function for cubic lattice.
[ "1", "2", "8", "496", "9088", "12032", "12004352", "4139008", "51347456", "378357612544", "4097254359040", "2921482158080", "9353679601664", "4929181267787776", "5689554887507968", "41627810786525052928", "37882178449895849984" ]
[ "nonn", "easy", "frac" ]
17
0
2
[ "A003301", "A003302" ]
[ "M1907" ]
N. J. A. Sloane
2017-08-06T22:47:16
oeisdata/seq/A003/A003301.seq
324c21baf5122a821a17f049a188f744
A003302
Denominators of coefficients of Green function for cubic lattice.
[ "1", "9", "81", "8505", "229635", "413343", "531972441", "227988189", "3419822835", "29824274944035", "375785864294841", "307461161695779", "1116569481947829", "660923243352964935", "849758455739526345", "6875395665388507657395" ]
[ "nonn", "easy", "frac" ]
16
0
2
[ "A003301", "A003302" ]
[ "M4655" ]
N. J. A. Sloane
2017-08-06T22:47:38
oeisdata/seq/A003/A003302.seq
fc9904e6c27fba01362cf4bd258d7c86
A003303
Numerators of spin-wave coefficients for cubic lattice.
[ "1", "9", "297", "7587", "1086939", "51064263", "5995159677", "423959714955", "281014370213715", "26702465299878195", "5723872792950096855", "682922353396120790085", "358992734790795421416975", "51516147618272668808063475" ]
[ "nonn", "easy", "frac" ]
23
0
2
null
[ "M4672" ]
N. J. A. Sloane
2023-10-22T02:25:36
oeisdata/seq/A003/A003303.seq
24aec4c0a2da3cc884ccc27362268f29
A003304
Number of figure 8's with 2n edges on the square lattice.
[ "2", "8", "32", "144", "708", "3696", "20296", "115624", "676828", "4044744", "24565432" ]
[ "nonn", "more" ]
19
2
1
null
[ "M1850" ]
N. J. A. Sloane
2023-10-21T20:00:26
oeisdata/seq/A003/A003304.seq
7550b741fc21ac5093ac9c0c4b341631
A003305
Figure 8's with 2n edges on the square lattice.
[ "2", "8", "40", "208", "1120", "6200", "35236", "204664", "1210392", "7266824", "44184288" ]
[ "nonn", "more" ]
21
4
1
[ "A002931", "A003304", "A003305" ]
[ "M1860" ]
N. J. A. Sloane
2023-10-22T00:14:45
oeisdata/seq/A003/A003305.seq
9165aa59cf3c0525cd3ab19eadc83e05
A003306
Numbers k such that 2*3^k + 1 is prime.
[ "0", "1", "2", "4", "5", "6", "9", "16", "17", "30", "54", "57", "60", "65", "132", "180", "320", "696", "782", "822", "897", "1252", "1454", "4217", "5480", "6225", "7842", "12096", "13782", "17720", "43956", "64822", "82780", "105106", "152529", "165896", "191814", "529680", "1074726", "1086112", "1175232", "1277862", "1346542", "3123036", "3648969", "5570081", "6236772", "10852677" ]
[ "nonn" ]
65
1
3
[ "A003306", "A003307", "A056802", "A111974" ]
[ "M0951" ]
N. J. A. Sloane, Chris K. Caldwell
2023-02-20T15:18:24
oeisdata/seq/A003/A003306.seq
3037b9b72fe60956af007c39ad04b9fe
A003307
Numbers k such that 2*3^k - 1 is prime.
[ "1", "2", "3", "7", "8", "12", "20", "23", "27", "35", "56", "62", "68", "131", "222", "384", "387", "579", "644", "1772", "3751", "5270", "6335", "8544", "9204", "12312", "18806", "21114", "49340", "75551", "90012", "128295", "143552", "147488", "1010743", "1063844", "1360104" ]
[ "nonn", "hard", "nice" ]
56
1
2
[ "A001771", "A002235", "A003306", "A003307", "A005541", "A046865", "A046866", "A046867", "A056725", "A079363", "A079906", "A079907" ]
[ "M0823" ]
N. J. A. Sloane
2021-12-24T08:17:54
oeisdata/seq/A003/A003307.seq
54a1cd5835278ec8282f021a214b4c48
A003308
a(n) = 2*n^(n-2).
[ "2", "2", "6", "32", "250", "2592", "33614", "524288", "9565938", "200000000", "4715895382", "123834728448", "3584320788074", "113387824750592", "3892390136718750", "144115188075855872", "5724846103019631586", "242879062193188503552" ]
[ "nonn" ]
12
1
1
[ "A000272", "A003308" ]
null
Joseph Moser (jmoser(AT)wcupa.edu)
2022-08-01T08:21:45
oeisdata/seq/A003/A003308.seq
3381763ed263e815fcc306a11bb81383
A003309
Ludic numbers: apply the same sieve as Eratosthenes, but cross off every k-th remaining number.
[ "1", "2", "3", "5", "7", "11", "13", "17", "23", "25", "29", "37", "41", "43", "47", "53", "61", "67", "71", "77", "83", "89", "91", "97", "107", "115", "119", "121", "127", "131", "143", "149", "157", "161", "173", "175", "179", "181", "193", "209", "211", "221", "223", "227", "233", "235", "239", "247", "257", "265", "277", "283", "287", "301", "307", "313" ]
[ "nonn", "easy", "nice" ]
129
1
2
[ "A000959", "A003309", "A003310", "A003311", "A008578", "A100464", "A100585", "A100586", "A192490", "A192503", "A192504", "A192512", "A192607", "A235491", "A237056", "A237126", "A237427", "A254100", "A255127", "A255324", "A255407", "A255408", "A255420", "A255421", "A255422", "A260435", "A260436", "A260717", "A260723", "A260741", "A260742", "A272565", "A297158", "A302032", "A302036", "A302038", "A376236", "A376237" ]
[ "M0655" ]
N. J. A. Sloane
2024-12-22T15:56:38
oeisdata/seq/A003/A003309.seq
f3117f3b6902169f640609a39af35b35
A003310
Generated by a sieve.
[ "3", "4", "5", "7", "8", "11", "13", "17", "19", "20", "26", "29", "32", "37", "38", "43", "49", "50", "56", "62", "67", "68", "71", "73", "86", "89", "91", "98", "103", "113", "116", "121", "127", "131", "133", "137", "140", "151", "158", "161", "169", "173", "179", "182", "188", "200", "206", "209", "211", "221", "227", "230", "239", "242", "247", "253", "259", "271", "277", "278" ]
[ "nonn", "easy" ]
25
1
1
[ "A003309", "A003310", "A100464" ]
[ "M2305" ]
N. J. A. Sloane
2023-10-21T17:56:49
oeisdata/seq/A003/A003310.seq
a08208a20b9710fd6796e3ff9f96684a
A003311
Write down the numbers from 3 to infinity. Take next number, M say, that has not been crossed off. Counting through the numbers that have not yet been crossed off after that M, cross off the first, (M+1)st, (2M+1)st, (3M+1)st, etc. Repeat. The numbers that are left form the sequence.
[ "3", "5", "8", "11", "15", "18", "23", "27", "32", "38", "42", "47", "53", "57", "63", "71", "75", "78", "90", "93", "98", "105", "113", "117", "123", "132", "137", "140", "147", "161", "165", "168", "176", "183", "188", "197", "206", "212", "215", "227", "233", "237", "243", "252", "258", "267", "278", "282", "287", "293", "303", "312", "317", "323" ]
[ "nonn" ]
24
1
1
[ "A003309", "A003310", "A003311", "A003312", "A052548", "A100464", "A100562", "A100585" ]
[ "M2436" ]
N. J. A. Sloane
2023-10-22T00:14:25
oeisdata/seq/A003/A003311.seq
10f8d4e02d477889b4252fba15d55add
A003312
a(1) = 3; for n>0, a(n+1) = a(n) + floor((a(n)-1)/2).
[ "3", "4", "5", "7", "10", "14", "20", "29", "43", "64", "95", "142", "212", "317", "475", "712", "1067", "1600", "2399", "3598", "5396", "8093", "12139", "18208", "27311", "40966", "61448", "92171", "138256", "207383", "311074", "466610", "699914", "1049870", "1574804", "2362205", "3543307", "5314960", "7972439", "11958658", "17937986", "26906978" ]
[ "nonn", "easy", "nice" ]
66
1
1
[ "A003309", "A003310", "A003311", "A003312", "A006999", "A061418", "A070885", "A100464", "A100562" ]
[ "M2308" ]
N. J. A. Sloane
2023-10-29T01:42:49
oeisdata/seq/A003/A003312.seq
e7d50e0ec3bf8c5d32456ecb9a22dbab
A003313
Length of shortest addition chain for n.
[ "0", "1", "2", "2", "3", "3", "4", "3", "4", "4", "5", "4", "5", "5", "5", "4", "5", "5", "6", "5", "6", "6", "6", "5", "6", "6", "6", "6", "7", "6", "7", "5", "6", "6", "7", "6", "7", "7", "7", "6", "7", "7", "7", "7", "7", "7", "8", "6", "7", "7", "7", "7", "8", "7", "8", "7", "8", "8", "8", "7", "8", "8", "8", "6", "7", "7", "8", "7", "8", "8", "9", "7", "8", "8", "8", "8", "8", "8", "9", "7", "8", "8", "8", "8", "8", "8", "9", "8", "9", "8", "9", "8", "9", "9", "9", "7", "8", "8", "8", "8" ]
[ "nonn", "nice", "look" ]
175
1
3
[ "A003064", "A003065", "A003313", "A005766", "A014701", "A079300", "A230528" ]
[ "M0255" ]
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003313.seq
b716fe988e2d20b0172590830d9da5ff
A003314
Binary entropy function: a(1)=0; for n > 1, a(n) = n + min { a(k)+a(n-k) : 1 <= k <= n-1 }.
[ "0", "2", "5", "8", "12", "16", "20", "24", "29", "34", "39", "44", "49", "54", "59", "64", "70", "76", "82", "88", "94", "100", "106", "112", "118", "124", "130", "136", "142", "148", "154", "160", "167", "174", "181", "188", "195", "202", "209", "216", "223", "230", "237", "244", "251", "258", "265", "272", "279", "286", "293", "300", "307", "314", "321", "328", "335" ]
[ "nonn", "easy", "nice" ]
84
1
2
[ "A003314", "A054248", "A070941", "A123753" ]
[ "M1345" ]
N. J. A. Sloane
2023-03-30T01:49:24
oeisdata/seq/A003/A003314.seq
5d937ac28525713803da249cb1a8105e
A003315
Representing n as sum of increasing powers.
[ "1", "2", "3", "1", "2", "3", "4", "5", "1", "2", "3", "2", "3", "4", "5", "1", "2", "3", "4", "5", "3", "4", "5", "2", "1", "2", "3", "2", "3", "4", "2", "3", "2", "3", "4", "1", "2", "3", "4", "3", "4", "3", "2", "2", "3", "4", "3", "4", "1", "2", "3", "2", "3", "4", "5", "6", "2", "3", "3", "3", "4", "5", "2", "1", "2", "3", "4", "2", "3" ]
[ "nonn" ]
15
1
2
null
[ "M0405" ]
N. J. A. Sloane
2014-12-12T15:16:28
oeisdata/seq/A003/A003315.seq
965489b99666530fe81c128302e933a9
A003316
Sum of lengths of longest increasing subsequences of all permutations of n elements.
[ "1", "3", "12", "58", "335", "2261", "17465", "152020", "1473057", "15730705", "183571817", "2324298010", "31737207034", "464904410985", "7272666016725", "121007866402968", "2133917906948645", "39756493513248129", "780313261631908137", "16093326774432620874", "347958942706716524974" ]
[ "nonn", "nice", "easy" ]
57
1
2
[ "A003316", "A008304", "A047874", "A214152", "A321273", "A321274" ]
[ "M2930" ]
N. J. A. Sloane and Richard Stanley
2024-04-24T13:24:43
oeisdata/seq/A003/A003316.seq
bfe25acfe3ad9527b5c66554ca9df07c
A003317
Number of unlabeled minimally 2-connected graphs with n nodes (also called "blocks").
[ "1", "1", "2", "3", "6", "12", "28", "68", "184", "526", "1602", "5075", "16711", "56428", "195003", "685649", "2447882", "8850157", "32359428", "119492766", "445236635", "1672636369", "6331624545", "24138404479", "92640942148", "357805122286", "1390318899884", "5433781135206" ]
[ "nonn", "nice" ]
29
3
3
[ "A002218", "A003317", "A054316", "A054317" ]
[ "M0799" ]
N. J. A. Sloane
2022-01-31T01:23:38
oeisdata/seq/A003/A003317.seq
0f61b29847dadda5d0009973d10340ce
A003318
a(n+1) = 1 + a( floor(n/1) ) + a( floor(n/2) ) + ... + a( floor(n/n) ).
[ "1", "2", "4", "7", "12", "18", "28", "39", "55", "74", "100", "127", "167", "208", "261", "322", "399", "477", "581", "686", "820", "967", "1142", "1318", "1545", "1778", "2053", "2347", "2697", "3048", "3486", "3925", "4441", "4986", "5610", "6250", "7024", "7799", "8680", "9604", "10673", "11743", "13008", "14274", "15718", "17239", "18937", "20636" ]
[ "nonn" ]
59
1
2
[ "A003238", "A003318" ]
[ "M1052" ]
N. J. A. Sloane
2023-10-22T00:16:41
oeisdata/seq/A003/A003318.seq
2f25c42e75e713193043ed29df5da6dd
A003319
Number of connected permutations of [1..n] (those not fixing [1..j] for 0 < j < n). Also called indecomposable permutations, or irreducible permutations.
[ "1", "1", "1", "3", "13", "71", "461", "3447", "29093", "273343", "2829325", "31998903", "392743957", "5201061455", "73943424413", "1123596277863", "18176728317413", "311951144828863", "5661698774848621", "108355864447215063", "2181096921557783605", "46066653228356851631", "1018705098450570562877" ]
[ "nonn", "easy", "nice" ]
429
0
4
[ "A000698", "A003319", "A051296", "A059438", "A074664", "A084938", "A089949", "A090238", "A111184", "A113869", "A144107", "A167894", "A259472", "A260503", "A261214", "A261239", "A261253", "A261254", "A263484", "A272656", "A272657", "A356291", "A370380", "A370381" ]
[ "M2948" ]
N. J. A. Sloane
2025-01-06T06:30:54
oeisdata/seq/A003/A003319.seq
2d02d3c3bba1b0d21b9f9d03f73b623d
A003320
a(n) = max_{k=0..n} k^(n-k).
[ "1", "1", "1", "2", "4", "9", "27", "81", "256", "1024", "4096", "16384", "78125", "390625", "1953125", "10077696", "60466176", "362797056", "2176782336", "13841287201", "96889010407", "678223072849", "4747561509943", "35184372088832", "281474976710656", "2251799813685248" ]
[ "nonn", "easy", "nice" ]
72
0
4
[ "A003320", "A003992", "A031435", "A056155" ]
[ "M1198" ]
N. J. A. Sloane, R. K. Guy
2023-04-07T12:21:25
oeisdata/seq/A003/A003320.seq
9d831acd926395d6ddeec2eb2888c958
A003321
Smallest n-th order perfect digital invariant or PDI: smallest number > 1 equal to sum of n-th powers of its digits, or 0 if no such number exists.
[ "2", "0", "153", "1634", "4150", "548834", "1741725", "24678050", "146511208", "4679307774", "32164049650", "0", "564240140138", "28116440335967", "0", "4338281769391370", "233411150132317", "0", "1517841543307505039", "63105425988599693916" ]
[ "nonn", "base", "nice" ]
45
1
1
[ "A001694", "A003321", "A005188", "A005934", "A007532", "A014576", "A023052", "A033835", "A033836", "A033837", "A033838", "A033839", "A033840", "A033841", "A046074", "A046761" ]
[ "M5403" ]
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003321.seq
31c64bdbd1904ac90bb3e0eab76fb6b1
A003322
Necklace permutations.
[ "1", "1", "1", "2", "4", "14", "57", "347", "2375", "20752", "200805", "2293192", "28097136", "381963696", "5651257984", "87997162749", "1478237810536", "26259254617337", "491527066667949", "9640606422165480" ]
[ "nonn", "more", "nice" ]
33
1
4
null
[ "M1282" ]
N. J. A. Sloane
2022-06-17T16:15:09
oeisdata/seq/A003/A003322.seq
e452631c57b1e1bcf9bde0e78aec628c
A003323
Multicolor Ramsey numbers R(3,3,...,3), where there are n 3's.
[ "2", "3", "6", "17" ]
[ "nonn", "more", "hard" ]
78
0
1
[ "A003323", "A045652", "A073591", "A343607" ]
[ "M2594" ]
N. J. A. Sloane
2025-03-13T08:55:05
oeisdata/seq/A003/A003323.seq
c898611fc0cc94b30236b56eeb19f6e2
A003324
A nonrepetitive sequence.
[ "1", "2", "3", "4", "1", "4", "3", "2", "1", "2", "3", "2", "1", "4", "3", "4", "1", "2", "3", "4", "1", "4", "3", "4", "1", "2", "3", "2", "1", "4", "3", "2", "1", "2", "3", "4", "1", "4", "3", "2", "1", "2", "3", "2", "1", "4", "3", "2", "1", "2", "3", "4", "1", "4", "3", "4", "1", "2", "3", "2", "1", "4", "3", "4", "1", "2", "3", "4", "1" ]
[ "nonn", "nice", "easy" ]
55
1
2
[ "A003324", "A004767", "A016813", "A292077", "A343500", "A343501" ]
[ "M0443" ]
N. J. A. Sloane
2025-02-26T16:44:21
oeisdata/seq/A003/A003324.seq
0896a97b86a1d1982b0161888bb62207
A003325
Numbers that are the sum of 2 positive cubes.
[ "2", "9", "16", "28", "35", "54", "65", "72", "91", "126", "128", "133", "152", "189", "217", "224", "243", "250", "280", "341", "344", "351", "370", "407", "432", "468", "513", "520", "539", "559", "576", "637", "686", "728", "730", "737", "756", "793", "854", "855", "945", "1001", "1008", "1024", "1027", "1064", "1072", "1125", "1216", "1241", "1332", "1339", "1343" ]
[ "nonn", "easy", "nice" ]
104
1
1
[ "A000578", "A001235", "A003072", "A003325", "A003826", "A004999", "A010052", "A010057", "A011541", "A024670", "A027750", "A045980", "A085323", "A202679" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003325.seq
c21e653c1d26a3c3c5ca8f3bc94140c0
A003326
Nearest integer to Bernoulli(2n)/(-4n).
[ "0", "0", "0", "0", "0", "0", "0", "0", "-2", "13", "-141", "1804", "-27414", "487468", "-10026348", "236192434", "-6317862398", "190439655626", "-6425425249653", "241207241774251", "-10020155328258126", "458387180159766539", "-22989944171828251745", "1259023596072554784854" ]
[ "sign" ]
18
1
9
null
null
N. J. A. Sloane
2023-10-21T18:19:39
oeisdata/seq/A003/A003326.seq
dbb4b28f6bb0a04a2d8d3d6e345896e7
A003327
Numbers that are the sum of 4 positive cubes in 1 or more way.
[ "4", "11", "18", "25", "30", "32", "37", "44", "51", "56", "63", "67", "70", "74", "81", "82", "88", "89", "93", "100", "107", "108", "119", "126", "128", "130", "135", "137", "142", "144", "145", "149", "154", "156", "161", "163", "168", "180", "182", "187", "191", "193", "198", "200", "205", "206", "217", "219", "224", "226", "233", "240", "243", "245", "252", "254" ]
[ "nonn", "easy" ]
39
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A025403", "A025411", "A047700", "A057905" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003327.seq
f6990426f14297093e95d74f356f26e6
A003328
Numbers that are the sum of 5 positive cubes.
[ "5", "12", "19", "26", "31", "33", "38", "40", "45", "52", "57", "59", "64", "68", "71", "75", "78", "82", "83", "89", "90", "94", "96", "97", "101", "108", "109", "115", "116", "120", "127", "129", "131", "134", "135", "136", "138", "143", "145", "146", "150", "152", "153", "155", "157", "162", "164", "169", "171", "172", "176", "181", "183", "188", "190", "192", "194", "195", "199" ]
[ "nonn", "easy" ]
34
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700", "A048297", "A048926", "A057906" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003328.seq
73567f6aa4bd45349b982b72902bc93f
A003329
Numbers that are the sum of 6 positive cubes.
[ "6", "13", "20", "27", "32", "34", "39", "41", "46", "48", "53", "58", "60", "65", "67", "69", "72", "76", "79", "83", "84", "86", "90", "91", "95", "97", "98", "102", "104", "105", "109", "110", "116", "117", "121", "123", "124", "128", "130", "132", "135", "136", "137", "139", "142", "143", "144", "146", "147", "151", "153", "154", "156", "158", "160", "161", "162", "163", "165", "170" ]
[ "nonn", "easy" ]
35
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003329", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700", "A048929", "A048930", "A048931", "A057907" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003329.seq
527a935cd315f31fc883097d12152d99
A003330
Numbers that are the sum of 7 positive cubes.
[ "7", "14", "21", "28", "33", "35", "40", "42", "47", "49", "54", "56", "59", "61", "66", "68", "70", "73", "75", "77", "80", "84", "85", "87", "91", "92", "94", "96", "98", "99", "103", "105", "106", "110", "111", "112", "113", "117", "118", "122", "124", "125", "129", "131", "132", "133", "136", "137", "138", "140", "143", "144", "145", "147", "148", "150", "151", "152", "154" ]
[ "nonn", "easy" ]
28
1
1
[ "A000404", "A000408", "A000414", "A000578", "A003072", "A003325", "A003327", "A003330", "A003331", "A003335", "A003336", "A003341", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A004829", "A047700" ]
null
N. J. A. Sloane
2023-10-21T18:22:32
oeisdata/seq/A003/A003330.seq
816af2ff1b6ec15cce8d4a2a5026a00c
A003331
Numbers that are the sum of 8 positive cubes.
[ "8", "15", "22", "29", "34", "36", "41", "43", "48", "50", "55", "57", "60", "62", "64", "67", "69", "71", "74", "76", "78", "81", "83", "85", "86", "88", "92", "93", "95", "97", "99", "100", "102", "104", "106", "107", "111", "112", "113", "114", "118", "119", "120", "121", "123", "125", "126", "130", "132", "133", "134", "137", "138", "139", "140", "141", "144", "145", "146", "148", "149" ]
[ "nonn", "easy" ]
31
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003331", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700" ]
null
N. J. A. Sloane
2021-12-26T20:43:59
oeisdata/seq/A003/A003331.seq
237d131cd0204cec08289b28b4495d48
A003332
Numbers that are the sum of 9 positive cubes.
[ "9", "16", "23", "30", "35", "37", "42", "44", "49", "51", "56", "58", "61", "63", "65", "68", "70", "72", "75", "77", "79", "82", "84", "86", "87", "89", "91", "93", "94", "96", "98", "100", "101", "103", "105", "107", "108", "110", "112", "113", "114", "115", "119", "120", "121", "122", "124", "126", "127", "128", "129", "131", "133", "134", "135", "138", "139", "140", "141", "142", "145", "146", "147" ]
[ "nonn", "easy" ]
34
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003332", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-04-24T12:12:08
oeisdata/seq/A003/A003332.seq
cbdb29495d3d9183fffddcaf61cead19
A003333
Numbers that are the sum of 10 positive cubes.
[ "10", "17", "24", "31", "36", "38", "43", "45", "50", "52", "57", "59", "62", "64", "66", "69", "71", "73", "76", "78", "80", "83", "85", "87", "88", "90", "92", "94", "95", "97", "99", "101", "102", "104", "106", "108", "109", "111", "113", "114", "115", "116", "118", "120", "121", "122", "123", "125", "127", "128", "129", "130", "132", "134", "135", "136", "137", "139", "140", "141", "142" ]
[ "nonn", "easy" ]
24
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003333", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-10-21T18:23:31
oeisdata/seq/A003/A003333.seq
90e6fd439ff78ec15d5eae526173f568
A003334
Numbers that are the sum of 11 positive cubes.
[ "11", "18", "25", "32", "37", "39", "44", "46", "51", "53", "58", "60", "63", "65", "67", "70", "72", "74", "77", "79", "81", "84", "86", "88", "89", "91", "93", "95", "96", "98", "100", "102", "103", "105", "107", "109", "110", "112", "114", "115", "116", "117", "119", "121", "122", "123", "124", "126", "128", "129", "130", "131", "133", "135", "136", "137", "138", "140", "141", "142", "143", "144" ]
[ "nonn", "easy" ]
23
1
1
[ "A000404", "A000408", "A000414", "A000534", "A003072", "A003325", "A003327", "A003334", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700", "A047701", "A180968", "A332107", "A332111" ]
null
N. J. A. Sloane
2023-10-21T18:24:13
oeisdata/seq/A003/A003334.seq
933978ada8c9e1d2512601180a2e843c
A003335
Numbers that are the sum of 12 positive cubes.
[ "12", "19", "26", "33", "38", "40", "45", "47", "52", "54", "59", "61", "64", "66", "68", "71", "73", "75", "78", "80", "82", "85", "87", "89", "90", "92", "94", "96", "97", "99", "101", "103", "104", "106", "108", "110", "111", "113", "115", "116", "117", "118", "120", "122", "123", "124", "125", "127", "129", "130", "131", "132", "134", "136", "137", "138", "139", "141", "142" ]
[ "nonn", "easy" ]
22
1
1
[ "A000404", "A000408", "A000414", "A000578", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-10-21T18:24:51
oeisdata/seq/A003/A003335.seq
4a683608e09a4d55cde1a74774b09c51
A003336
Numbers that are the sum of 2 positive 4th powers.
[ "2", "17", "32", "82", "97", "162", "257", "272", "337", "512", "626", "641", "706", "881", "1250", "1297", "1312", "1377", "1552", "1921", "2402", "2417", "2482", "2592", "2657", "3026", "3697", "4097", "4112", "4177", "4352", "4721", "4802", "5392", "6497", "6562", "6577", "6642", "6817", "7186", "7857", "8192", "8962", "10001", "10016", "10081", "10256", "10625" ]
[ "nonn", "easy" ]
67
1
1
[ "A000404", "A000408", "A000414", "A000583", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A020897", "A047700", "A060387", "A088687" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003336.seq
42710f4d0c0b6f358883cdf4faa3ea5a
A003337
Numbers n which are the sum of 3 nonzero 4th powers.
[ "3", "18", "33", "48", "83", "98", "113", "163", "178", "243", "258", "273", "288", "338", "353", "418", "513", "528", "593", "627", "642", "657", "707", "722", "768", "787", "882", "897", "962", "1137", "1251", "1266", "1298", "1313", "1328", "1331", "1378", "1393", "1458", "1506", "1553", "1568", "1633", "1808", "1875", "1922", "1937", "2002", "2177" ]
[ "nonn", "easy" ]
38
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003294", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700", "A047714", "A309762", "A336536", "A344188" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003337.seq
3df73f2135fd3a4236b244ea61ffe3f4
A003338
Numbers that are the sum of 4 nonzero 4th powers.
[ "4", "19", "34", "49", "64", "84", "99", "114", "129", "164", "179", "194", "244", "259", "274", "289", "304", "324", "339", "354", "369", "419", "434", "499", "514", "529", "544", "594", "609", "628", "643", "658", "673", "674", "708", "723", "738", "769", "784", "788", "803", "849", "868", "883", "898", "913", "963", "978", "1024", "1043", "1138", "1153", "1218" ]
[ "nonn", "easy" ]
43
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700", "A047715", "A176197", "A309763", "A344189" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003338.seq
cdd0acc10e5ddd92429bd3520f0d8617
A003339
Numbers that are the sum of 5 positive 4th powers.
[ "5", "20", "35", "50", "65", "80", "85", "100", "115", "130", "145", "165", "180", "195", "210", "245", "260", "275", "290", "305", "320", "325", "340", "355", "370", "385", "405", "420", "435", "450", "500", "515", "530", "545", "560", "580", "595", "610", "625", "629", "644", "659", "674", "675", "689", "690", "709", "724", "739", "754", "755", "770", "785", "789", "800" ]
[ "nonn", "easy" ]
36
1
1
[ "A000583", "A003328", "A003338", "A003339", "A003340", "A003350", "A047716", "A344190", "A344238" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003339.seq
8070f42fa498827b87dd559b13767e5d
A003340
Numbers that are the sum of 6 positive 4th powers.
[ "6", "21", "36", "51", "66", "81", "86", "96", "101", "116", "131", "146", "161", "166", "181", "196", "211", "226", "246", "261", "276", "291", "306", "321", "326", "336", "341", "356", "371", "386", "401", "406", "421", "436", "451", "466", "486", "501", "516", "531", "546", "561", "576", "581", "596", "611", "626", "630", "641", "645", "660", "661", "675", "676", "690" ]
[ "nonn", "easy" ]
37
1
1
[ "A000583", "A003329", "A003339", "A003340", "A003341", "A003351", "A345559", "A345813" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003340.seq
fd970f42757aed2efb4be4fa5af59875
A003341
Numbers that are the sum of 7 positive 4th powers.
[ "7", "22", "37", "52", "67", "82", "87", "97", "102", "112", "117", "132", "147", "162", "167", "177", "182", "197", "212", "227", "242", "247", "262", "277", "292", "307", "322", "327", "337", "342", "352", "357", "372", "387", "402", "407", "417", "422", "437", "452", "467", "482", "487", "502", "517", "532", "547", "562", "567", "577", "582", "592", "597", "612", "627" ]
[ "nonn", "easy" ]
31
1
1
[ "A000583", "A003330", "A003340", "A003341", "A003342", "A003352", "A047718", "A345568", "A345823" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003341.seq
789e9e6b0552879844cc8211582bf851
A003342
Numbers that are the sum of 8 positive 4th powers.
[ "8", "23", "38", "53", "68", "83", "88", "98", "103", "113", "118", "128", "133", "148", "163", "168", "178", "183", "193", "198", "213", "228", "243", "248", "258", "263", "278", "293", "308", "323", "328", "338", "343", "353", "358", "368", "373", "388", "403", "408", "418", "423", "433", "438", "453", "468", "483", "488", "498", "503", "518", "533", "548", "563", "568" ]
[ "nonn", "easy" ]
32
1
1
[ "A000583", "A003331", "A003341", "A003342", "A003343", "A003353", "A345577", "A345833" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003342.seq
d1392d43e70833f5975c3f3e812fd998
A003343
Numbers that are the sum of 9 positive 4th powers.
[ "9", "24", "39", "54", "69", "84", "89", "99", "104", "114", "119", "129", "134", "144", "149", "164", "169", "179", "184", "194", "199", "209", "214", "229", "244", "249", "259", "264", "274", "279", "294", "309", "324", "329", "339", "344", "354", "359", "369", "374", "384", "389", "404", "409", "419", "424", "434", "439", "449", "454", "469", "484", "489", "499", "504" ]
[ "nonn", "easy" ]
25
1
1
[ "A003332", "A003342", "A003343", "A003344", "A003354", "A345586", "A345843" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003343.seq
d38b1f9f890667a9c940232afaed8aef
A003344
Numbers that are the sum of 10 positive 4th powers.
[ "10", "25", "40", "55", "70", "85", "90", "100", "105", "115", "120", "130", "135", "145", "150", "160", "165", "170", "180", "185", "195", "200", "210", "215", "225", "230", "245", "250", "260", "265", "275", "280", "290", "295", "310", "325", "330", "340", "345", "355", "360", "370", "375", "385", "390", "400", "405", "410", "420", "425", "435", "440", "450", "455", "465" ]
[ "nonn", "easy" ]
30
1
1
[ "A000583", "A003333", "A003343", "A003344", "A003355", "A047721", "A345595", "A345853" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003344.seq
3fd7169f832f8a019d5817bc160a599e
A003345
Numbers that are the sum of 11 positive 4th powers.
[ "11", "26", "41", "56", "71", "86", "91", "101", "106", "116", "121", "131", "136", "146", "151", "161", "166", "171", "176", "181", "186", "196", "201", "211", "216", "226", "231", "241", "246", "251", "261", "266", "276", "281", "291", "296", "306", "311", "326", "331", "341", "346", "356", "361", "371", "376", "386", "391", "401", "406", "411", "416", "421", "426", "436" ]
[ "nonn", "easy" ]
29
1
1
[ "A000583", "A003345" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003345.seq
70846e12e62ad44207244b4dcc0bc9ec
A003346
Numbers that are the sum of 12 positive 4th powers.
[ "12", "27", "42", "57", "72", "87", "92", "102", "107", "117", "122", "132", "137", "147", "152", "162", "167", "172", "177", "182", "187", "192", "197", "202", "212", "217", "227", "232", "242", "247", "252", "257", "262", "267", "277", "282", "292", "297", "307", "312", "322", "327", "332", "342", "347", "357", "362", "372", "377", "387", "392", "402", "407", "412", "417" ]
[ "nonn", "easy" ]
31
1
1
[ "A000404", "A000408", "A000414", "A000583", "A003072", "A003325", "A003327", "A003335", "A003336", "A003346", "A003347", "A003357", "A003358", "A003368", "A003369", "A003379", "A003380", "A003390", "A003391", "A004801", "A004802", "A004812", "A004813", "A004823", "A047700" ]
null
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003346.seq
e941bf8e2b77d2551429d5cd5def80ca
A003347
Numbers that are the sum of 2 positive 5th powers.
[ "2", "33", "64", "244", "275", "486", "1025", "1056", "1267", "2048", "3126", "3157", "3368", "4149", "6250", "7777", "7808", "8019", "8800", "10901", "15552", "16808", "16839", "17050", "17831", "19932", "24583", "32769", "32800", "33011", "33614", "33792", "35893", "40544", "49575", "59050", "59081", "59292", "60073", "62174", "65536", "66825", "75856" ]
[ "nonn" ]
28
1
1
[ "A000584", "A003336", "A003347", "A003348", "A003358", "A088703" ]
null
N. J. A. Sloane
2022-09-09T17:24:40
oeisdata/seq/A003/A003347.seq
54aab76d00c24039e2c0c6fa369153c6
A003348
Numbers that are the sum of 3 positive 5th powers.
[ "3", "34", "65", "96", "245", "276", "307", "487", "518", "729", "1026", "1057", "1088", "1268", "1299", "1510", "2049", "2080", "2291", "3072", "3127", "3158", "3189", "3369", "3400", "3611", "4150", "4181", "4392", "5173", "6251", "6282", "6493", "7274", "7778", "7809", "7840", "8020", "8051", "8262", "8801", "8832", "9043", "9375", "9824", "10902", "10933" ]
[ "nonn", "easy" ]
23
1
1
[ "A000584", "A003337", "A003347", "A003348", "A003349", "A344641", "A345010" ]
null
N. J. A. Sloane
2021-07-31T17:03:30
oeisdata/seq/A003/A003348.seq
675b14be8577d2ea4201659540b90bd9
A003349
Numbers that are the sum of 4 positive 5th powers.
[ "4", "35", "66", "97", "128", "246", "277", "308", "339", "488", "519", "550", "730", "761", "972", "1027", "1058", "1089", "1120", "1269", "1300", "1331", "1511", "1542", "1753", "2050", "2081", "2112", "2292", "2323", "2534", "3073", "3104", "3128", "3159", "3190", "3221", "3315", "3370", "3401", "3432", "3612", "3643", "3854", "4096", "4151", "4182", "4213" ]
[ "nonn", "easy" ]
36
1
1
[ "A000584", "A003338", "A003348", "A003349", "A003350", "A344642", "A344644" ]
null
N. J. A. Sloane
2022-12-12T03:15:09
oeisdata/seq/A003/A003349.seq
776c2f416803096e0138f49e2634a92f
A003350
Numbers that are the sum of 5 positive 5th powers.
[ "5", "36", "67", "98", "129", "160", "247", "278", "309", "340", "371", "489", "520", "551", "582", "731", "762", "793", "973", "1004", "1028", "1059", "1090", "1121", "1152", "1215", "1270", "1301", "1332", "1363", "1512", "1543", "1574", "1754", "1785", "1996", "2051", "2082", "2113", "2144", "2293", "2324", "2355", "2535", "2566", "2777", "3074", "3105", "3129" ]
[ "nonn", "easy" ]
31
1
1
[ "A000584", "A003339", "A003349", "A003350", "A003351", "A336725", "A342685", "A344643" ]
null
N. J. A. Sloane
2021-07-31T16:55:44
oeisdata/seq/A003/A003350.seq
f3350345c2c8ae6f131c03759fab44ad
A003351
Numbers that are the sum of 6 positive 5th powers.
[ "6", "37", "68", "99", "130", "161", "192", "248", "279", "310", "341", "372", "403", "490", "521", "552", "583", "614", "732", "763", "794", "825", "974", "1005", "1029", "1036", "1060", "1091", "1122", "1153", "1184", "1216", "1247", "1271", "1302", "1333", "1364", "1395", "1458", "1513", "1544", "1575", "1606", "1755", "1786", "1817", "1997", "2028", "2052" ]
[ "nonn", "easy" ]
22
1
1
[ "A000584", "A003340", "A003350", "A003351", "A003352", "A345507", "A346356" ]
null
N. J. A. Sloane
2021-07-31T16:37:10
oeisdata/seq/A003/A003351.seq
0250527d0dd9cdf6e2942c44c7f43b9a
A003352
Numbers that are the sum of 7 positive 5th powers.
[ "7", "38", "69", "100", "131", "162", "193", "224", "249", "280", "311", "342", "373", "404", "435", "491", "522", "553", "584", "615", "646", "733", "764", "795", "826", "857", "975", "1006", "1030", "1037", "1061", "1068", "1092", "1123", "1154", "1185", "1216", "1217", "1248", "1272" ]
[ "nonn", "easy" ]
24
1
1
[ "A000584", "A003341", "A003351", "A003352", "A003353", "A345605", "A346278" ]
null
N. J. A. Sloane
2021-07-31T16:25:00
oeisdata/seq/A003/A003352.seq
37b40e8a025618750fa47ff8e8f69434
A003353
Numbers that are the sum of 8 positive 5th powers.
[ "8", "39", "70", "101", "132", "163", "194", "225", "250", "256", "281", "312", "343", "374", "405", "436", "467", "492", "523", "554", "585", "616", "647", "678", "734", "765", "796", "827", "858", "889", "976", "1007", "1031", "1038", "1062", "1069", "1093", "1100", "1124", "1155", "1186", "1217", "1218", "1248", "1249", "1273", "1280", "1304", "1311", "1335", "1366" ]
[ "nonn", "easy" ]
21
1
1
[ "A000584", "A003342", "A003352", "A003353", "A003354", "A345610", "A346326" ]
null
N. J. A. Sloane
2021-07-31T16:18:43
oeisdata/seq/A003/A003353.seq
8b3311030dccb3b1762d03b8a35ac74d
A003354
Numbers that are the sum of 9 positive 5th powers.
[ "9", "40", "71", "102", "133", "164", "195", "226", "251", "257", "282", "288", "313", "344", "375", "406", "437", "468", "493", "499", "524", "555", "586", "617", "648", "679", "710", "735", "766", "797", "828", "859", "890", "921", "977", "1008", "1032", "1039", "1063", "1070", "1094", "1101", "1125", "1132", "1156", "1187", "1218", "1219", "1249", "1250", "1274" ]
[ "nonn", "easy" ]
22
1
1
[ "A000584", "A003343", "A003353", "A003354", "A003355", "A345619", "A346336" ]
null
N. J. A. Sloane
2021-07-31T16:18:33
oeisdata/seq/A003/A003354.seq
0ff87872fefc523487e674777e82263e
A003355
Numbers that are the sum of 10 positive 5th powers.
[ "10", "41", "72", "103", "134", "165", "196", "227", "252", "258", "283", "289", "314", "320", "345", "376", "407", "438", "469", "494", "500", "525", "531", "556", "587", "618", "649", "680", "711", "736", "742", "767", "798", "829", "860", "891", "922", "953", "978", "1009", "1033", "1040", "1064", "1071", "1095", "1102", "1126", "1133", "1157", "1164", "1188", "1219" ]
[ "nonn", "easy" ]
21
1
1
[ "A000584", "A003344", "A003354", "A003355", "A345634", "A346346" ]
null
N. J. A. Sloane
2021-07-31T16:18:53
oeisdata/seq/A003/A003355.seq
acde76421af2f9bcb5c6350018a246ba
A003356
Numbers that are the sum of 11 positive 5th powers.
[ "11", "42", "73", "104", "135", "166", "197", "228", "253", "259", "284", "290", "315", "321", "346", "352", "377", "408", "439", "470", "495", "501", "526", "532", "557", "563", "588", "619", "650", "681", "712", "737", "743", "768", "774", "799", "830", "861", "892", "923", "954", "979", "985", "1010", "1034", "1041", "1065", "1072", "1096", "1103", "1127", "1134" ]
[ "nonn", "easy" ]
22
1
1
[ "A000404", "A000408", "A000414", "A000584", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-03T07:40:38
oeisdata/seq/A003/A003356.seq
36bdce1e01c2816177facb13b3215989
A003357
Numbers that are the sum of 12 positive 5th powers.
[ "12", "43", "74", "105", "136", "167", "198", "229", "254", "260", "285", "291", "316", "322", "347", "353", "378", "384", "409", "440", "471", "496", "502", "527", "533", "558", "564", "589", "595", "620", "651", "682", "713", "738", "744", "769", "775", "800", "806", "831", "862", "893", "924", "955", "980", "986", "1011", "1017", "1035", "1042", "1066", "1073", "1097" ]
[ "nonn", "easy" ]
19
1
1
[ "A000584", "A003335", "A003346", "A003347", "A003356", "A003357", "A003368", "A003379", "A003390", "A004801", "A004812", "A004823" ]
null
N. J. A. Sloane
2020-08-03T11:49:24
oeisdata/seq/A003/A003357.seq
c17ff096e1ce8e91b801025a3855f17d
A003358
Numbers that are the sum of 2 nonzero 6th powers.
[ "2", "65", "128", "730", "793", "1458", "4097", "4160", "4825", "8192", "15626", "15689", "16354", "19721", "31250", "46657", "46720", "47385", "50752", "62281", "93312", "117650", "117713", "118378", "121745", "133274", "164305", "235298", "262145", "262208", "262873", "266240", "277769", "308800", "379793", "524288" ]
[ "nonn", "easy" ]
28
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700", "A088677", "A106318" ]
null
N. J. A. Sloane
2022-09-09T22:33:25
oeisdata/seq/A003/A003358.seq
aa1362ac1d5be931159d81f77b17761a
A003359
Numbers that are the sum of 3 nonzero 6th powers.
[ "3", "66", "129", "192", "731", "794", "857", "1459", "1522", "2187", "4098", "4161", "4224", "4826", "4889", "5554", "8193", "8256", "8921", "12288", "15627", "15690", "15753", "16355", "16418", "17083", "19722", "19785", "20450", "23817", "31251", "31314", "31979", "35346", "46658", "46721", "46784", "46875", "47386", "47449" ]
[ "nonn", "easy" ]
24
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-01T23:47:17
oeisdata/seq/A003/A003359.seq
f8ef1da09d3afbad776d1ba36d409e75
A003360
Numbers that are the sum of 4 positive 6th powers.
[ "4", "67", "130", "193", "256", "732", "795", "858", "921", "1460", "1523", "1586", "2188", "2251", "2916", "4099", "4162", "4225", "4288", "4827", "4890", "4953", "5555", "5618", "6283", "8194", "8257", "8320", "8922", "8985", "9650", "12289", "12352", "13017", "15628", "15691", "15754", "15817", "16356", "16384", "16419", "16482", "17084", "17147", "17812" ]
[ "nonn", "easy" ]
21
1
1
[ "A001014", "A003360" ]
null
N. J. A. Sloane
2020-08-04T17:18:45
oeisdata/seq/A003/A003360.seq
53b72a983f5dd2cdfb3fc7766fc02683
A003361
Numbers that are the sum of 5 positive 6th powers.
[ "5", "68", "131", "194", "257", "320", "733", "796", "859", "922", "985", "1461", "1524", "1587", "1650", "2189", "2252", "2315", "2917", "2980", "3645", "4100", "4163", "4226", "4289", "4352", "4828", "4891", "4954", "5017", "5556", "5619", "5682", "6284", "6347", "7012", "8195", "8258", "8321", "8384", "8923", "8986", "9049", "9651", "9714", "10379", "12290" ]
[ "nonn", "easy" ]
20
1
1
[ "A001014", "A003361" ]
null
N. J. A. Sloane
2020-08-03T07:46:46
oeisdata/seq/A003/A003361.seq
324919635c66afaf957ca0bd72424213
A003362
Numbers that are the sum of 6 positive 6th powers.
[ "6", "69", "132", "195", "258", "321", "384", "734", "797", "860", "923", "986", "1049", "1462", "1525", "1588", "1651", "1714", "2190", "2253", "2316", "2379", "2918", "2981", "3044", "3646", "3709", "4101", "4164", "4227", "4290", "4353", "4374", "4416", "4829", "4892", "4955", "5018", "5081", "5557", "5620", "5683", "5746", "6285", "6348", "6411", "7013" ]
[ "nonn", "easy" ]
35
1
1
[ "A001014", "A003362", "A336725" ]
null
N. J. A. Sloane
2022-03-27T16:26:20
oeisdata/seq/A003/A003362.seq
df93f19c6375b4d78f4062946800dc48
A003363
Numbers that are the sum of 7 positive 6th powers.
[ "7", "70", "133", "196", "259", "322", "385", "448", "735", "798", "861", "924", "987", "1050", "1113", "1463", "1526", "1589", "1652", "1715", "1778", "2191", "2254", "2317", "2380", "2443", "2919", "2982", "3045", "3108", "3647", "3710", "3773", "4102", "4165", "4228", "4291", "4354", "4375", "4417", "4438", "4480", "4830", "4893", "4956", "5019", "5082" ]
[ "nonn", "easy" ]
29
1
1
[ "A001014", "A003363" ]
null
N. J. A. Sloane
2022-11-08T13:59:02
oeisdata/seq/A003/A003363.seq
37802dffd3e5910afe2fec0bcd057076
A003364
Numbers that are the sum of 8 positive 6th powers.
[ "8", "71", "134", "197", "260", "323", "386", "449", "512", "736", "799", "862", "925", "988", "1051", "1114", "1177", "1464", "1527", "1590", "1653", "1716", "1779", "1842", "2192", "2255", "2318", "2381", "2444", "2507", "2920", "2983", "3046", "3109", "3172", "3648", "3711", "3774", "3837", "4103", "4166", "4229", "4292", "4355", "4376", "4418", "4439", "4481" ]
[ "nonn", "easy" ]
22
1
1
[ "A000404", "A000408", "A000414", "A001014", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-04T15:32:37
oeisdata/seq/A003/A003364.seq
b61cca4ea39b3cb563bc35ce90d0af52
A003365
Numbers that are the sum of 9 positive 6th powers.
[ "9", "72", "135", "198", "261", "324", "387", "450", "513", "576", "737", "800", "863", "926", "989", "1052", "1115", "1178", "1241", "1465", "1528", "1591", "1654", "1717", "1780", "1843", "1906", "2193", "2256", "2319", "2382", "2445", "2508", "2571", "2921", "2984", "3047", "3110", "3173", "3236", "3649", "3712", "3775", "3838", "3901", "4104", "4167", "4230" ]
[ "nonn", "easy" ]
23
1
1
[ "A001014", "A003365" ]
null
N. J. A. Sloane
2023-04-24T12:12:44
oeisdata/seq/A003/A003365.seq
6af4149b1f2fef6b2671e1e84d774928
A003366
Numbers that are the sum of 10 positive 6th powers.
[ "10", "73", "136", "199", "262", "325", "388", "451", "514", "577", "640", "738", "801", "864", "927", "990", "1053", "1116", "1179", "1242", "1305", "1466", "1529", "1592", "1655", "1718", "1781", "1844", "1907", "1970", "2194", "2257", "2320", "2383", "2446", "2509", "2572", "2635", "2922", "2985", "3048", "3111", "3174", "3237", "3300", "3650", "3713", "3776" ]
[ "nonn", "easy" ]
18
1
1
[ "A001014", "A003366" ]
null
N. J. A. Sloane
2020-08-04T14:58:17
oeisdata/seq/A003/A003366.seq
28c5732e6b6f9ba69b716a45b0b3f1e5
A003367
Numbers that are the sum of 11 positive 6th powers.
[ "11", "74", "137", "200", "263", "326", "389", "452", "515", "578", "641", "704", "739", "802", "865", "928", "991", "1054", "1117", "1180", "1243", "1306", "1369", "1467", "1530", "1593", "1656", "1719", "1782", "1845", "1908", "1971", "2034", "2195", "2258", "2321", "2384" ]
[ "nonn" ]
19
1
1
null
null
N. J. A. Sloane
2020-08-04T17:18:51
oeisdata/seq/A003/A003367.seq
90e50710efb3f3a8c82e7d59af478bd3
A003368
Numbers that are the sum of 12 positive 6th powers.
[ "12", "75", "138", "201", "264", "327", "390", "453", "516", "579", "642", "705", "740", "768", "803", "866", "929", "992", "1055", "1118", "1181", "1244", "1307", "1370", "1433", "1468", "1531", "1594", "1657", "1720", "1783", "1846", "1909", "1972", "2035", "2098", "2196", "2259", "2322", "2385", "2448", "2511", "2574", "2637", "2700", "2763", "2924", "2987" ]
[ "nonn", "easy" ]
23
1
1
[ "A001014", "A003335", "A003346", "A003357", "A003358", "A003367", "A003368", "A003379", "A003390", "A004801", "A004812", "A004823" ]
null
N. J. A. Sloane
2020-08-06T22:07:11
oeisdata/seq/A003/A003368.seq
e5b5cd02d861890b250901f25a010247
A003369
Numbers that are the sum of 2 positive 7th powers.
[ "2", "129", "256", "2188", "2315", "4374", "16385", "16512", "18571", "32768", "78126", "78253", "80312", "94509", "156250", "279937", "280064", "282123", "296320", "358061", "559872", "823544", "823671", "825730", "839927", "901668", "1103479", "1647086", "2097153", "2097280", "2099339", "2113536" ]
[ "nonn", "easy" ]
25
1
1
[ "A000404", "A001015", "A003325", "A003336", "A003347", "A003358", "A003369", "A003380", "A088719" ]
null
N. J. A. Sloane
2020-08-03T08:52:10
oeisdata/seq/A003/A003369.seq
b297f465d031f72f6940b94390f28f70
A003370
Numbers that are the sum of 3 positive 7th powers.
[ "3", "130", "257", "384", "2189", "2316", "2443", "4375", "4502", "6561", "16386", "16513", "16640", "18572", "18699", "20758", "32769", "32896", "34955", "49152", "78127", "78254", "78381", "80313", "80440", "82499", "94510", "94637", "96696", "110893", "156251", "156378", "158437", "172634", "234375", "279938", "280065", "280192", "282124", "282251" ]
[ "nonn", "easy" ]
18
1
1
[ "A001015", "A003370" ]
null
N. J. A. Sloane
2020-08-04T17:16:36
oeisdata/seq/A003/A003370.seq
cd65579fb906575ae0c302144fd464a7
A003371
Numbers that are the sum of 4 positive 7th powers.
[ "4", "131", "258", "385", "512", "2190", "2317", "2444", "2571", "4376", "4503", "4630", "6562", "6689", "8748", "16387", "16514", "16641", "16768", "18573", "18700", "18827", "20759", "20886", "22945", "32770", "32897", "33024", "34956", "35083", "37142", "49153", "49280", "51339", "65536", "78128", "78255", "78382", "78509" ]
[ "nonn", "easy" ]
31
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2022-05-25T10:49:04
oeisdata/seq/A003/A003371.seq
684c56e695a595eb2ba8b60e6590e81e
A003372
Numbers that are the sum of 5 positive 7th powers.
[ "5", "132", "259", "386", "513", "640", "2191", "2318", "2445", "2572", "2699", "4377", "4504", "4631", "4758", "6563", "6690", "6817", "8749", "8876", "10935", "16388", "16515", "16642", "16769", "16896", "18574", "18701", "18828", "18955", "20760", "20887", "21014", "22946", "23073", "25132", "32771", "32898", "33025", "33152", "34957", "35084", "35211" ]
[ "nonn", "easy" ]
17
1
1
[ "A001015", "A003372" ]
null
N. J. A. Sloane
2020-08-04T17:16:26
oeisdata/seq/A003/A003372.seq
290da34e96b8da2e067c6e361aab675b
A003373
Numbers that are the sum of 6 positive 7th powers.
[ "6", "133", "260", "387", "514", "641", "768", "2192", "2319", "2446", "2573", "2700", "2827", "4378", "4505", "4632", "4759", "4886", "6564", "6691", "6818", "6945", "8750", "8877", "9004", "10936", "11063", "13122", "16389", "16516", "16643", "16770", "16897", "17024", "18575", "18702", "18829", "18956", "19083", "20761", "20888" ]
[ "nonn", "easy" ]
14
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-01T23:47:57
oeisdata/seq/A003/A003373.seq
396e88b304e4acf44eb14f3290223eeb
A003374
Numbers that are the sum of 7 positive 7th powers.
[ "7", "134", "261", "388", "515", "642", "769", "896", "2193", "2320", "2447", "2574", "2701", "2828", "2955", "4379", "4506", "4633", "4760", "4887", "5014", "6565", "6692", "6819", "6946", "7073", "8751", "8878", "9005", "9132", "10937", "11064", "11191", "13123", "13250", "15309", "16390", "16517", "16644", "16771", "16898", "17025", "17152", "18576" ]
[ "nonn", "easy" ]
19
1
1
[ "A001015", "A003374", "A336725" ]
null
N. J. A. Sloane
2020-12-01T18:02:57
oeisdata/seq/A003/A003374.seq
5a9fd530fa715f4267f3c3e8ed259f87
A003375
Numbers that are the sum of 8 positive 7th powers.
[ "8", "135", "262", "389", "516", "643", "770", "897", "1024", "2194", "2321", "2448", "2575", "2702", "2829", "2956", "3083", "4380", "4507", "4634", "4761", "4888", "5015", "5142", "6566", "6693", "6820", "6947", "7074", "7201", "8752", "8879", "9006", "9133", "9260", "10938", "11065", "11192", "11319", "13124", "13251", "13378", "15310", "15437", "16391" ]
[ "nonn", "easy" ]
13
1
1
[ "A001015", "A003375" ]
null
N. J. A. Sloane
2020-08-03T08:53:28
oeisdata/seq/A003/A003375.seq
468ae0b38371cf55dbb86d1a305664e0
A003376
Numbers that are the sum of 9 positive 7th powers.
[ "9", "136", "263", "390", "517", "644", "771", "898", "1025", "1152", "2195", "2322", "2449", "2576", "2703", "2830", "2957", "3084", "3211", "4381", "4508", "4635", "4762", "4889", "5016", "5143", "5270", "6567", "6694", "6821", "6948", "7075", "7202", "7329", "8753", "8880", "9007", "9134", "9261", "9388", "10939", "11066", "11193", "11320", "11447", "13125" ]
[ "nonn", "easy" ]
12
1
1
[ "A001015", "A003376" ]
null
N. J. A. Sloane
2020-08-03T10:17:59
oeisdata/seq/A003/A003376.seq
f3d06a9e83189650b4c7e9eb096197c7
A003377
Numbers that are the sum of 10 positive 7th powers.
[ "10", "137", "264", "391", "518", "645", "772", "899", "1026", "1153", "1280", "2196", "2323", "2450", "2577", "2704", "2831", "2958", "3085", "3212", "3339", "4382", "4509", "4636", "4763", "4890", "5017", "5144", "5271", "5398", "6568", "6695", "6822", "6949", "7076", "7203", "7330", "7457", "8754", "8881", "9008", "9135", "9262", "9389", "9516", "10940" ]
[ "nonn", "easy" ]
11
1
1
[ "A001015", "A003377" ]
null
N. J. A. Sloane
2020-08-03T10:18:28
oeisdata/seq/A003/A003377.seq
8dc9d7a4e73a8748137ae1df3359ebe3
A003378
Numbers that are the sum of 11 positive 7th powers.
[ "11", "138", "265", "392", "519", "646", "773", "900", "1027", "1154", "1281", "1408", "2197", "2324", "2451", "2578", "2705", "2832", "2959", "3086", "3213", "3340", "3467", "4383", "4510", "4637", "4764", "4891", "5018", "5145", "5272", "5399", "5526", "6569", "6696", "6823", "6950", "7077", "7204", "7331", "7458", "7585", "8755", "8882", "9009", "9136" ]
[ "nonn", "easy" ]
14
1
1
[ "A001015", "A003378" ]
null
N. J. A. Sloane
2020-08-04T15:30:56
oeisdata/seq/A003/A003378.seq
c68578057d97a457b0c605cc6206f544
A003379
Numbers that are the sum of 12 positive 7th powers.
[ "12", "139", "266", "393", "520", "647", "774", "901", "1028", "1155", "1282", "1409", "1536", "2198", "2325", "2452", "2579", "2706", "2833", "2960", "3087", "3214", "3341", "3468", "3595", "4384", "4511", "4638", "4765", "4892", "5019", "5146", "5273", "5400", "5527", "5654", "6570", "6697", "6824", "6951", "7078", "7205", "7332", "7459", "7586", "7713" ]
[ "nonn", "easy" ]
14
1
1
[ "A001015", "A003335", "A003346", "A003357", "A003368", "A003369", "A003378", "A003379", "A003390", "A004801", "A004812", "A004823" ]
null
N. J. A. Sloane
2020-08-06T22:07:40
oeisdata/seq/A003/A003379.seq
55450880be88b4110ae82a1f270437cb
A003380
Numbers that are the sum of 2 nonzero 8th powers.
[ "2", "257", "512", "6562", "6817", "13122", "65537", "65792", "72097", "131072", "390626", "390881", "397186", "456161", "781250", "1679617", "1679872", "1686177", "1745152", "2070241", "3359232", "5764802", "5765057", "5771362", "5830337", "6155426", "7444417", "11529602", "16777217", "16777472", "16783777", "16842752" ]
[ "nonn", "easy" ]
42
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A004875", "A047700", "A155468" ]
null
N. J. A. Sloane
2024-04-27T20:03:03
oeisdata/seq/A003/A003380.seq
f30d30a6f50ac6cdc2c4084808171992
A003381
Numbers that are the sum of 3 nonzero 8th powers.
[ "3", "258", "513", "768", "6563", "6818", "7073", "13123", "13378", "19683", "65538", "65793", "66048", "72098", "72353", "78658", "131073", "131328", "137633", "196608", "390627", "390882", "391137", "397187", "397442", "403747", "456162", "456417", "462722", "521697", "781251", "781506", "787811", "846786" ]
[ "nonn" ]
25
1
1
[ "A001016", "A003381" ]
null
N. J. A. Sloane
2023-05-02T11:11:46
oeisdata/seq/A003/A003381.seq
749748e86e1d16ca70d11c348833e5d5
A003382
Numbers that are the sum of 4 nonzero 8th powers.
[ "4", "259", "514", "769", "1024", "6564", "6819", "7074", "7329", "13124", "13379", "13634", "19684", "19939", "26244", "65539", "65794", "66049", "66304", "72099", "72354", "72609", "78659", "78914", "85219", "131074", "131329", "131584", "137634", "137889", "144194", "196609", "196864", "203169", "262144" ]
[ "nonn" ]
26
1
1
[ "A000404", "A000408", "A000414", "A001016", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-12-01T10:30:52
oeisdata/seq/A003/A003382.seq
2ced99053eebda1ecfae2280481dc762
A003383
Numbers that are the sum of 5 nonzero 8th powers.
[ "5", "260", "515", "770", "1025", "1280", "6565", "6820", "7075", "7330", "7585", "13125", "13380", "13635", "13890", "19685", "19940", "20195", "26245", "26500", "32805", "65540", "65795", "66050", "66305", "66560", "72100", "72355", "72610", "72865", "78660", "78915", "79170", "85220", "85475", "91780", "131075" ]
[ "nonn", "easy" ]
30
1
1
[ "A000404", "A000408", "A000414", "A001016", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-10-29T21:49:07
oeisdata/seq/A003/A003383.seq
ed274ab5a8c91cee1630bebe163c5adc
A003384
Numbers that are the sum of 6 nonzero 8th powers.
[ "6", "261", "516", "771", "1026", "1281", "1536", "6566", "6821", "7076", "7331", "7586", "7841", "13126", "13381", "13636", "13891", "14146", "19686", "19941", "20196", "20451", "26246", "26501", "26756", "32806", "33061", "39366", "65541", "65796", "66051", "66306", "66561", "66816", "72101", "72356", "72611", "72866", "73121" ]
[ "nonn", "easy" ]
20
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700", "A133093" ]
null
N. J. A. Sloane
2020-08-01T23:48:20
oeisdata/seq/A003/A003384.seq
be265260fe668ee72d8cd55cf95065f9
A003385
Numbers that are the sum of 7 nonzero 8th powers.
[ "7", "262", "517", "772", "1027", "1282", "1537", "1792", "6567", "6822", "7077", "7332", "7587", "7842", "8097", "13127", "13382", "13637", "13892", "14147", "14402", "19687", "19942", "20197", "20452", "20707", "26247", "26502", "26757", "27012", "32807", "33062", "33317", "39367", "39622", "45927", "65542", "65797", "66052" ]
[ "nonn", "easy" ]
34
1
1
[ "A000404", "A000408", "A000414", "A001016", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-10-29T21:49:28
oeisdata/seq/A003/A003385.seq
f4f150e028fed8dfbcd570b9f3232ebd
A003386
Numbers that are the sum of 8 nonzero 8th powers.
[ "8", "263", "518", "773", "1028", "1283", "1538", "1793", "2048", "6568", "6823", "7078", "7333", "7588", "7843", "8098", "8353", "13128", "13383", "13638", "13893", "14148", "14403", "14658", "19688", "19943", "20198", "20453", "20708", "20963", "26248", "26503", "26758", "27013", "27268", "32808", "33063", "33318", "33573" ]
[ "nonn", "easy" ]
31
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003386", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-04-24T12:14:12
oeisdata/seq/A003/A003386.seq
4acfe10923bc9afcc4d7a90c9d91257d
A003387
Numbers that are the sum of 9 nonzero 8th powers.
[ "9", "264", "519", "774", "1029", "1284", "1539", "1794", "2049", "2304", "6569", "6824", "7079", "7334", "7589", "7844", "8099", "8354", "8609", "13129", "13384", "13639", "13894", "14149", "14404", "14659", "14914", "19689", "19944", "20199", "20454", "20709", "20964", "21219", "26249", "26504", "26759", "27014", "27269" ]
[ "nonn", "easy" ]
28
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2023-10-29T21:49:42
oeisdata/seq/A003/A003387.seq
2687a255928725315ab2761e9da700db
A003388
Sum of 10 nonzero 8th powers.
[ "10", "265", "520", "775", "1030", "1285", "1540", "1795", "2050", "2305", "2560", "6570", "6825", "7080", "7335", "7590", "7845", "8100", "8355", "8610", "8865", "13130", "13385", "13640", "13895", "14150", "14405", "14660", "14915", "15170", "19690", "19945", "20200", "20455", "20710", "20965", "21220", "21475", "26250", "26505" ]
[ "nonn", "easy" ]
11
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-01T23:48:51
oeisdata/seq/A003/A003388.seq
8f1e2903f83ac02ce0f63771f1fbb60a
A003389
Numbers that are the sum of 11 positive 8th powers.
[ "11", "266", "521", "776", "1031", "1286", "1541", "1796", "2051", "2306", "2561", "2816", "6571", "6826", "7081", "7336", "7591", "7846", "8101", "8356", "8611", "8866", "9121", "13131", "13386", "13641", "13896", "14151", "14406", "14661", "14916", "15171", "15426", "19691", "19946", "20201", "20456", "20711", "20966", "21221", "21476", "21731", "26251" ]
[ "nonn", "easy" ]
23
1
1
[ "A001016", "A003389", "A004884" ]
null
N. J. A. Sloane
2020-08-04T15:49:53
oeisdata/seq/A003/A003389.seq
e72a1e456b32bcd0d5829715806a2c33
A003390
Sum of 12 nonzero 8th powers.
[ "12", "267", "522", "777", "1032", "1287", "1542", "1797", "2052", "2307", "2562", "2817", "3072", "6572", "6827", "7082", "7337", "7592", "7847", "8102", "8357", "8612", "8867", "9122", "9377", "13132", "13387", "13642", "13897", "14152", "14407", "14662", "14917", "15172", "15427", "15682", "19692", "19947", "20202", "20457" ]
[ "nonn", "easy" ]
19
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-01T23:49:14
oeisdata/seq/A003/A003390.seq
779be56b57319655e60e23cb23011fba
A003391
Numbers that are the sum of 2 positive 9th powers.
[ "2", "513", "1024", "19684", "20195", "39366", "262145", "262656", "281827", "524288", "1953126", "1953637", "1972808", "2215269", "3906250", "10077697", "10078208", "10097379", "10339840", "12030821", "20155392", "40353608", "40354119", "40373290", "40615751", "42306732", "50431303", "80707214", "134217729", "134218240", "134237411" ]
[ "nonn", "easy" ]
17
1
1
[ "A001017", "A003380", "A003391", "A004802" ]
null
N. J. A. Sloane
2020-08-04T15:50:02
oeisdata/seq/A003/A003391.seq
4a137b75674e57b0f1b29a47d069c35f
A003392
Numbers that are the sum of 3 positive 9th powers.
[ "3", "514", "1025", "1536", "19685", "20196", "20707", "39367", "39878", "59049", "262146", "262657", "263168", "281828", "282339", "301510", "524289", "524800", "543971", "786432", "1953127", "1953638", "1954149", "1972809", "1973320", "1992491", "2215270", "2215781", "2234952", "2477413", "3906251", "3906762", "3925933", "4168394", "5859375" ]
[ "nonn", "easy" ]
18
1
1
[ "A001017", "A003392" ]
null
N. J. A. Sloane
2020-08-04T19:54:21
oeisdata/seq/A003/A003392.seq
192ca40cfc8e2815918a571651cb3ef8
A003393
Numbers that are the sum of 4 positive 9th powers.
[ "4", "515", "1026", "1537", "2048", "19686", "20197", "20708", "21219", "39368", "39879", "40390", "59050", "59561", "78732", "262147", "262658", "263169", "263680", "281829", "282340", "282851", "301511", "302022", "321193", "524290", "524801", "525312", "543972", "544483", "563654", "786433", "786944", "806115", "1048576", "1953128", "1953639" ]
[ "nonn", "easy" ]
19
1
1
[ "A000404", "A000408", "A000414", "A003072", "A003325", "A003327", "A003328", "A003329", "A003330", "A003331", "A003332", "A003333", "A003334", "A003335", "A003336", "A003337", "A003338", "A003339", "A003340", "A003341", "A003342", "A003343", "A003344", "A003345", "A003346", "A003347", "A003348", "A003349", "A003350", "A003351", "A003352", "A003353", "A003354", "A003355", "A003356", "A003357", "A003358", "A003359", "A003360", "A003361", "A003362", "A003363", "A003364", "A003365", "A003366", "A003367", "A003368", "A003369", "A003370", "A003371", "A003372", "A003373", "A003374", "A003375", "A003376", "A003377", "A003378", "A003379", "A003380", "A003381", "A003382", "A003383", "A003384", "A003385", "A003387", "A003388", "A003389", "A003390", "A003391", "A003392", "A003393", "A003394", "A003395", "A003396", "A003397", "A003398", "A003399", "A004800", "A004801", "A004802", "A004803", "A004804", "A004805", "A004806", "A004807", "A004808", "A004809", "A004810", "A004811", "A004812", "A004813", "A004814", "A004815", "A004816", "A004817", "A004818", "A004819", "A004820", "A004821", "A004822", "A004823", "A047700" ]
null
N. J. A. Sloane
2020-08-04T15:33:03
oeisdata/seq/A003/A003393.seq
3f597a059303374dc0db8ad04be096a7
A003394
Numbers that are the sum of 5 positive 9th powers.
[ "5", "516", "1027", "1538", "2049", "2560", "19687", "20198", "20709", "21220", "21731", "39369", "39880", "40391", "40902", "59051", "59562", "60073", "78733", "79244", "98415", "262148", "262659", "263170", "263681", "264192", "281830", "282341", "282852", "283363", "301512", "302023", "302534", "321194", "321705", "340876", "524291", "524802" ]
[ "nonn", "easy" ]
18
1
1
[ "A001017", "A003394" ]
null
N. J. A. Sloane
2020-08-04T19:48:12
oeisdata/seq/A003/A003394.seq
072c7919fae7eb55f57a0544a875a947
A003395
Numbers that are the sum of 6 positive 9th powers.
[ "6", "517", "1028", "1539", "2050", "2561", "3072", "19688", "20199", "20710", "21221", "21732", "22243", "39370", "39881", "40392", "40903", "41414", "59052", "59563", "60074", "60585", "78734", "79245", "79756", "98416", "98927", "118098", "262149", "262660", "263171", "263682", "264193", "264704", "281831", "282342", "282853", "283364", "283875" ]
[ "nonn", "easy" ]
23
1
1
[ "A001017", "A003395" ]
null
N. J. A. Sloane
2020-08-04T15:07:05
oeisdata/seq/A003/A003395.seq
f52f45f36645532628eb9ea4907a9547
A003396
Numbers that are the sum of 7 positive 9th powers.
[ "7", "518", "1029", "1540", "2051", "2562", "3073", "3584", "19689", "20200", "20711", "21222", "21733", "22244", "22755", "39371", "39882", "40393", "40904", "41415", "41926", "59053", "59564", "60075", "60586", "61097", "78735", "79246", "79757", "80268", "98417", "98928", "99439", "118099", "118610", "137781", "262150", "262661", "263172", "263683" ]
[ "nonn", "easy" ]
12
1
1
null
null
N. J. A. Sloane
2020-08-02T21:22:24
oeisdata/seq/A003/A003396.seq
bd804d23b6bee03337d9eef77764a1f8
A003397
Numbers that are the sum of 8 positive 9th powers.
[ "8", "519", "1030", "1541", "2052", "2563", "3074", "3585", "4096", "19690", "20201", "20712", "21223", "21734", "22245", "22756", "23267", "39372", "39883", "40394", "40905", "41416", "41927", "42438", "59054", "59565", "60076", "60587", "61098", "61609", "78736", "79247", "79758", "80269", "80780", "98418", "98929", "99440", "99951", "118100" ]
[ "nonn", "easy" ]
12
1
1
null
null
N. J. A. Sloane
2020-08-02T21:22:34
oeisdata/seq/A003/A003397.seq
481b3a311e1f4d0ff68a8a178cf8924a
A003398
Numbers that are the sum of 9 positive 9th powers.
[ "9", "520", "1031", "1542", "2053", "2564", "3075", "3586", "4097", "4608", "19691", "20202", "20713", "21224", "21735", "22246", "22757", "23268", "23779", "39373", "39884", "40395", "40906", "41417", "41928", "42439", "42950", "59055", "59566", "60077", "60588", "61099", "61610", "62121", "78737", "79248", "79759", "80270", "80781", "81292", "98419" ]
[ "nonn", "easy" ]
19
1
1
[ "A001017", "A003398", "A336725" ]
null
N. J. A. Sloane
2020-12-01T14:34:22
oeisdata/seq/A003/A003398.seq
0bbf840aebb93a6ae73897e198f887ae
A003399
Sum of 10 positive 9th powers.
[ "10", "521", "1032", "1543", "2054", "2565", "3076", "3587", "4098", "4609", "5120", "19692", "20203", "20714", "21225", "21736", "22247", "22758", "23269", "23780", "24291", "39374", "39885", "40396", "40907", "41418", "41929", "42440", "42951", "43462", "59056", "59567", "60078", "60589", "61100", "61611", "62122", "62633", "78738" ]
[ "nonn" ]
11
1
1
null
null
N. J. A. Sloane
2020-08-01T17:46:45
oeisdata/seq/A003/A003399.seq
f4090daab3c982fa0297d35256658c88
A003400
Number of asymmetric (not necessarily connected) graphs with n nodes.
[ "1", "0", "0", "0", "0", "8", "152", "3696", "135004", "7971848", "805364776", "144123121972" ]
[ "nonn", "nice", "hard", "more" ]
42
1
6
[ "A000088", "A003400", "A124059", "A275867" ]
[ "M4575" ]
N. J. A. Sloane
2025-02-16T08:32:27
oeisdata/seq/A003/A003400.seq
2c1aff1b1f26922c688365f9b91b76d0