chunky v0.12.0 Chunky.Sequence.OEIS.Multiples View Source

Sequences from the Online Encyclopedia of Integer Sequences dealing with multiples and additions.

Available Sequences

A002975 - Primitive weird numbers: weird numbers with no proper weird divisors. - :a002975 - create_sequence_a002975/1
A004144 - Nonhypotenuse numbers (indices of positive squares that are not the sums of 2 distinct nonzero squares). - :a004144 - create_sequence_a004144/1
A005153 - Practical numbers: positive integers m such that every k <= sigma(m) is a sum of distinct divisors of m. Also called panarithmic numbers. - :a005153 - create_sequence_a005153/1
A005835 - Pseudoperfect (or semiperfect) numbers n: some subset of the proper divisors of n sums to n. - :a005835 - create_sequence_a005835/1
A006036 - Primitive pseudoperfect numbers. - :a006036 - create_sequence_a006036/1
A006037 - Weird numbers: abundant (A005101) but not pseudoperfect (A005835). - :a006037 - create_sequence_a006037/1
A006753 - Smith (or joke) numbers: composite numbers n such that sum of digits of n = sum of digits of prime factors of n (counted with multiplicity). - :a006753 - create_sequence_a006753/1
A007770 - Happy numbers: numbers whose trajectory under iteration of sum of squares of digits map (see A003132) includes 1. - :a007770 - create_sequence_a007770/1
A008585 - a(n) = 3*n. - :a008585 - create_sequence_a008585/1
A008586 - Multiples of 4. - :a008586 - create_sequence_a008586/1
A008587 - Multiples of 5. - :a008587 - create_sequence_a008587/1
A008588 - Nonnegative multiples of 6. - :a008588 - create_sequence_a008588/1
A008589 - Multiples of 7. - :a008589 - create_sequence_a008589/1
A008590 - Multiples of 8. - :a008590 - create_sequence_a008590/1
A008591 - Multiples of 9. - :a008591 - create_sequence_a008591/1
A008592 - Multiples of 10: a(n) = 10 * n. - :a008592 - create_sequence_a008592/1
A008593 - Multiples of 11. - :a008593 - create_sequence_a008593/1
A008594 - Multiples of 12. - :a008594 - create_sequence_a008594/1
A008595 - Multiples of 13. - :a008595 - create_sequence_a008595/1
A008596 - Multiples of 14. - :a008596 - create_sequence_a008596/1
A008597 - Multiples of 15. - :a008597 - create_sequence_a008597/1
A008598 - Multiples of 16. - :a008598 - create_sequence_a008598/1
A008599 - Multiples of 17. - :a008599 - create_sequence_a008599/1
A008600 - Multiples of 18. - :a008600 - create_sequence_a008600/1
A008601 - Multiples of 19. - :a008601 - create_sequence_a008601/1
A008602 - Multiples of 20. - :a008602 - create_sequence_a008602/1
A008603 - Multiples of 21. - :a008603 - create_sequence_a008603/1
A008604 - Multiples of 22. - :a008604 - create_sequence_a008604/1
A008605 - Multiples of 23. - :a008605 - create_sequence_a008605/1
A008606 - Multiples of 24. - :a008606 - create_sequence_a008606/1
A008607 - Multiples of 25. - :a008607 - create_sequence_a008607/1
A009003 - Hypotenuse numbers (squares are sums of 2 nonzero squares). - :a009003 - create_sequence_a009003/1
A016825 - Positive integers congruent to 2 mod 4: a(n) = 4*n+2, for n >= 0. - :a016825 - create_sequence_a016825/1
A019506 - Hoax numbers: composite numbers whose digit-sum equals the sum of the digit-sums of its distinct prime factors. - :a019506 - create_sequence_a019506/1
A031177 - Unhappy numbers: numbers having period-8 2-digitized sequences. - :a031177 - create_sequence_a031177/1
A054377 - Primary pseudoperfect numbers: numbers n > 1 such that 1/n + sum 1/p = 1, where the sum is over the primes p | n. - :a054377 - create_sequence_a054377/1
A169823 - Multiples of 60. - :a169823 - create_sequence_a169823/1
A169825 - Multiples of 420. - :a169825 - create_sequence_a169825/1
A169827 - Multiples of 840. - :a169827 - create_sequence_a169827/1
A044102 - Multiples of 36. - :a044102 - create_sequence_a044102/1
A062768 - Multiples of 6 such that the sum of the digits is equal to 6. - :a062768 - create_sequence_a062768/1
A063416 - Multiples of 7 whose sum of digits is equal to 7. - :a063416 - create_sequence_a063416/1
A063997 - Multiples of 4 whose digits add to 4. - :a063997 - create_sequence_a063997/1
A069537 - Multiples of 2 with digit sum = 2. - :a069537 - create_sequence_a069537/1
A069540 - Multiples of 5 with digit sum 5. - :a069540 - create_sequence_a069540/1
A069543 - Multiples of 8 with digit sum 8. - :a069543 - create_sequence_a069543/1
A085959 - Multiples of 37. - :a085959 - create_sequence_a085959/1
A121023 - Multiples of 3 containing a 3 in their decimal representation. - :a121023 - create_sequence_a121023/1
A121024 - Multiples of 4 containing a 4 in their decimal representation. - :a121024 - create_sequence_a121024/1
A121025 - Multiples of 5 containing a 5 in their decimal representation. - :a121025 - create_sequence_a121025/1
A121026 - Multiples of 6 containing a 6 in their decimal representation. - :a121026 - create_sequence_a121026/1
A121027 - Multiples of 7 containing a 7 in their decimal representation. - :a121027 - create_sequence_a121027/1
A121028 - Multiples of 8 containing an 8 in their decimal representation. - :a121028 - create_sequence_a121028/1
A121029 - Multiples of 9 containing a 9 in their decimal representation. - :a121029 - create_sequence_a121029/1
A121030 - Multiples of 10 containing a 10 in their decimal representation. - :a121030 - create_sequence_a121030/1
A121031 - Multiples of 11 containing an 11 in their decimal representation. - :a121031 - create_sequence_a121031/1
A121032 - Multiples of 12 containing a 12 in their decimal representation. - :a121032 - create_sequence_a121032/1
A121033 - Multiples of 13 containing a 13 in their decimal representation. - :a121033 - create_sequence_a121033/1
A121034 - Multiples of 14 containing a 14 in their decimal representation. - :a121034 - create_sequence_a121034/1
A121035 - Multiples of 15 containing a 15 in their decimal representation. - :a121035 - create_sequence_a121035/1
A121036 - Multiples of 16 containing a 16 in their decimal representation. - :a121036 - create_sequence_a121036/1
A121037 - Multiples of 17 containing a 17 in their decimal representation. - :a121037 - create_sequence_a121037/1
A121038 - Multiples of 18 containing a 18 in their decimal representation. - :a121038 - create_sequence_a121038/1
A121039 - Multiples of 19 containing a 19 in their decimal representation. - :a121039 - create_sequence_a121039/1
A121040 - Multiples of 20 containing a 20 in their decimal representation. - :a121040 - create_sequence_a121040/1
A135628 - Multiples of 28. - :a135628 - create_sequence_a135628/1
A135631 - Multiples of 31. - :a135631 - create_sequence_a135631/1
A138591 - Sums of two or more consecutive nonnegative integers. - :a138591 - create_sequence_a138591/1
A152691 - Multiples of 64. - :a152691 - create_sequence_a152691/1
A174312 - 32*n. - :a174312 - create_sequence_a174312/1
A194472 - Erdős-Nicolas numbers. - :a194472 - create_sequence_a194472/1
A195819 - Multiples of 29. - :a195819 - create_sequence_a195819/1
A249674 - a(n) = 30*n. - :a249674 - create_sequence_a249674/1
A252994 - Multiples of 26. - :a252994 - create_sequence_a252994/1
A305548 - a(n) = 27*n. - :a305548 - create_sequence_a305548/1

Link to this section Summary

Functions

OEIS Sequence A002975 - Primitive weird numbers: weird numbers with no proper weird divisors.

OEIS Sequence A004144 - Nonhypotenuse numbers (indices of positive squares that are not the sums of 2 distinct nonzero squares).

create_sequence_a005153(opts)

OEIS Sequence A005153 - Practical numbers: positive integers m such that every k <= sigma(m) is a sum of distinct divisors of m. Also called panarithmic numbers.

create_sequence_a005835(opts)

OEIS Sequence A005835 - Pseudoperfect (or semiperfect) numbers n: some subset of the proper divisors of n sums to n.

create_sequence_a006036(opts)

OEIS Sequence A006036 - Primitive pseudoperfect numbers.

create_sequence_a006037(opts)

OEIS Sequence A006037 - Weird numbers: abundant (A005101) but not pseudoperfect (A005835).

create_sequence_a006753(opts)

OEIS Sequence A006753 - Smith (or joke) numbers: composite numbers n such that sum of digits of n = sum of digits of prime factors of n (counted with multiplicity).

create_sequence_a007770(opts)

OEIS Sequence A007770 - Happy numbers: numbers whose trajectory under iteration of sum of squares of digits map (see A003132) includes 1.

create_sequence_a008585(opts)

OEIS Sequence A008585 - a(n) = 3*n.

create_sequence_a008586(opts)

OEIS Sequence A008586 - Multiples of 4.

create_sequence_a008587(opts)

OEIS Sequence A008587 - Multiples of 5.

create_sequence_a008588(opts)

OEIS Sequence A008588 - Nonnegative multiples of 6.

create_sequence_a008589(opts)

OEIS Sequence A008589 - Multiples of 7.

create_sequence_a008590(opts)

OEIS Sequence A008590 - Multiples of 8.

create_sequence_a008591(opts)

OEIS Sequence A008591 - Multiples of 9.

create_sequence_a008592(opts)

OEIS Sequence A008592 - Multiples of 10: a(n) = 10 * n.

create_sequence_a008593(opts)

OEIS Sequence A008593 - Multiples of 11.

create_sequence_a008594(opts)

OEIS Sequence A008594 - Multiples of 12.

create_sequence_a008595(opts)

OEIS Sequence A008595 - Multiples of 13.

create_sequence_a008596(opts)

OEIS Sequence A008596 - Multiples of 14.

create_sequence_a008597(opts)

OEIS Sequence A008597 - Multiples of 15.

create_sequence_a008598(opts)

OEIS Sequence A008598 - Multiples of 16.

create_sequence_a008599(opts)

OEIS Sequence A008599 - Multiples of 17.

create_sequence_a008600(opts)

OEIS Sequence A008600 - Multiples of 18.

create_sequence_a008601(opts)

OEIS Sequence A008601 - Multiples of 19.

create_sequence_a008602(opts)

OEIS Sequence A008602 - Multiples of 20.

create_sequence_a008603(opts)

OEIS Sequence A008603 - Multiples of 21.

create_sequence_a008604(opts)

OEIS Sequence A008604 - Multiples of 22.

create_sequence_a008605(opts)

OEIS Sequence A008605 - Multiples of 23.

create_sequence_a008606(opts)

OEIS Sequence A008606 - Multiples of 24.

create_sequence_a008607(opts)

OEIS Sequence A008607 - Multiples of 25.

create_sequence_a009003(opts)

OEIS Sequence A009003 - Hypotenuse numbers (squares are sums of 2 nonzero squares).

create_sequence_a016825(opts)

OEIS Sequence A016825 - Positive integers congruent to 2 mod 4: a(n) = 4*n+2, for n >= 0.

create_sequence_a019506(opts)

OEIS Sequence A019506 - Hoax numbers: composite numbers whose digit-sum equals the sum of the digit-sums of its distinct prime factors.

create_sequence_a031177(opts)

OEIS Sequence A031177 - Unhappy numbers: numbers having period-8 2-digitized sequences.

create_sequence_a044102(opts)

OEIS Sequence A044102 - Multiples of 36.

create_sequence_a054377(opts)

OEIS Sequence A054377 - Primary pseudoperfect numbers: numbers n > 1 such that 1/n + sum 1/p = 1, where the sum is over the primes p | n.

create_sequence_a062768(opts)

OEIS Sequence A062768 - Multiples of 6 such that the sum of the digits is equal to 6.

create_sequence_a063416(opts)

OEIS Sequence A063416 - Multiples of 7 whose sum of digits is equal to 7.

create_sequence_a063997(opts)

OEIS Sequence A063997 - Multiples of 4 whose digits add to 4.

create_sequence_a069537(opts)

OEIS Sequence A069537 - Multiples of 2 with digit sum = 2.

create_sequence_a069540(opts)

OEIS Sequence A069540 - Multiples of 5 with digit sum 5.

create_sequence_a069543(opts)

OEIS Sequence A069543 - Multiples of 8 with digit sum 8.

create_sequence_a085959(opts)

OEIS Sequence A085959 - Multiples of 37.

create_sequence_a121023(opts)

OEIS Sequence A121023 - Multiples of 3 containing a 3 in their decimal representation.

create_sequence_a121024(opts)

OEIS Sequence A121024 - Multiples of 4 containing a 4 in their decimal representation.

create_sequence_a121025(opts)

OEIS Sequence A121025 - Multiples of 5 containing a 5 in their decimal representation.

create_sequence_a121026(opts)

OEIS Sequence A121026 - Multiples of 6 containing a 6 in their decimal representation.

create_sequence_a121027(opts)

OEIS Sequence A121027 - Multiples of 7 containing a 7 in their decimal representation.

create_sequence_a121028(opts)

OEIS Sequence A121028 - Multiples of 8 containing an 8 in their decimal representation.

create_sequence_a121029(opts)

OEIS Sequence A121029 - Multiples of 9 containing a 9 in their decimal representation.

create_sequence_a121030(opts)

OEIS Sequence A121030 - Multiples of 10 containing a 10 in their decimal representation.

create_sequence_a121031(opts)

OEIS Sequence A121031 - Multiples of 11 containing an 11 in their decimal representation.

create_sequence_a121032(opts)

OEIS Sequence A121032 - Multiples of 12 containing a 12 in their decimal representation.

create_sequence_a121033(opts)

OEIS Sequence A121033 - Multiples of 13 containing a 13 in their decimal representation.

create_sequence_a121034(opts)

OEIS Sequence A121034 - Multiples of 14 containing a 14 in their decimal representation.

create_sequence_a121035(opts)

OEIS Sequence A121035 - Multiples of 15 containing a 15 in their decimal representation.

create_sequence_a121036(opts)

OEIS Sequence A121036 - Multiples of 16 containing a 16 in their decimal representation.

create_sequence_a121037(opts)

OEIS Sequence A121037 - Multiples of 17 containing a 17 in their decimal representation.

create_sequence_a121038(opts)

OEIS Sequence A121038 - Multiples of 18 containing a 18 in their decimal representation.

create_sequence_a121039(opts)

OEIS Sequence A121039 - Multiples of 19 containing a 19 in their decimal representation.

create_sequence_a121040(opts)

OEIS Sequence A121040 - Multiples of 20 containing a 20 in their decimal representation.

create_sequence_a135628(opts)

OEIS Sequence A135628 - Multiples of 28.

create_sequence_a135631(opts)

OEIS Sequence A135631 - Multiples of 31.

create_sequence_a138591(opts)

OEIS Sequence A138591 - Sums of two or more consecutive nonnegative integers.

create_sequence_a152691(opts)

OEIS Sequence A152691 - Multiples of 64.

create_sequence_a169823(opts)

OEIS Sequence A169823 - Multiples of 60.

create_sequence_a169825(opts)

OEIS Sequence A169825 - Multiples of 420.

create_sequence_a169827(opts)

OEIS Sequence A169827 - Multiples of 840.

create_sequence_a174312(opts)

OEIS Sequence A174312 - 32*n.

create_sequence_a194472(opts)

OEIS Sequence A194472 - Erdős-Nicolas numbers.

create_sequence_a195819(opts)

OEIS Sequence A195819 - Multiples of 29.

create_sequence_a249674(opts)

OEIS Sequence A249674 - a(n) = 30*n.

create_sequence_a252994(opts)

OEIS Sequence A252994 - Multiples of 26.

create_sequence_a305548(opts)

OEIS Sequence A305548 - a(n) = 27*n.

seq_a002975(idx, last)

seq_a004144(idx, last)

seq_a005153(idx, last)

seq_a005835(idx, last)

seq_a006036(idx, last)

seq_a006037(idx, last)

seq_a006753(idx, last)

seq_a007770(idx, last)

seq_a008585(idx)

seq_a008586(idx)

seq_a008587(idx)

seq_a008588(idx)

seq_a008589(idx)

seq_a008590(idx)

seq_a008591(idx)

seq_a008592(idx)

seq_a008593(idx)

seq_a008594(idx)

seq_a008595(idx)

seq_a008596(idx)

seq_a008597(idx)

seq_a008598(idx)

seq_a008599(idx)

seq_a008600(idx)

seq_a008601(idx)

seq_a008602(idx)

seq_a008603(idx)

seq_a008604(idx)

seq_a008605(idx)

seq_a008606(idx)

seq_a008607(idx)

seq_a009003(idx, last)

seq_a016825(idx, last)

seq_a019506(idx, last)

seq_a031177(idx, last)

seq_a044102(idx)

seq_a062768(idx, last)

seq_a063416(idx, last)

seq_a063997(idx, last)

seq_a069537(idx, last)

seq_a069540(idx, last)

seq_a069543(idx, last)

seq_a085959(idx)

seq_a121023(idx, last)

seq_a121024(idx, last)

seq_a121025(idx, last)

seq_a121026(idx, last)

seq_a121027(idx, last)

seq_a121028(idx, last)

seq_a121029(idx, last)

seq_a121030(idx, last)

seq_a121031(idx, last)

seq_a121032(idx, last)

seq_a121033(idx, last)

seq_a121034(idx, last)

seq_a121035(idx, last)

seq_a121036(idx, last)

seq_a121037(idx, last)

seq_a121038(idx, last)

seq_a121039(idx, last)

seq_a121040(idx, last)

seq_a135628(idx)

seq_a135631(idx)

seq_a138591(idx, last)

seq_a152691(idx)

seq_a169823(idx)

seq_a169825(idx)

seq_a169827(idx)

seq_a174312(idx)

seq_a194472(idx, last)

seq_a195819(idx)

seq_a249674(idx)

seq_a252994(idx)

seq_a305548(idx)

Link to this section Functions

create_sequence_a002975(opts)

OEIS Sequence A002975 - Primitive weird numbers: weird numbers with no proper weird divisors.

From OEIS A002975:

Primitive weird numbers: weird numbers with no proper weird divisors. (Formerly M5340)

Sequence IDs: :a002975

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a002975) |> Sequence.take!(3)
[70,836,4030]

create_sequence_a004144(opts)

OEIS Sequence A004144 - Nonhypotenuse numbers (indices of positive squares that are not the sums of 2 distinct nonzero squares).

From OEIS A004144:

Nonhypotenuse numbers (indices of positive squares that are not the sums of 2 distinct nonzero squares). (Formerly M0542)

Sequence IDs: :a004144

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a004144) |> Sequence.take!(68)
[1,2,3,4,6,7,8,9,11,12,14,16,18,19,21,22,23,24,27,28,31,32,33,36,38,42,43,44,46,47,48,49,54,56,57,59,62,63,64,66,67,69,71,72,76,77,79,81,83,84,86,88,92,93,94,96,98,99,103,107,108,112,114,118,121,124,126,127]

create_sequence_a005153(opts)

OEIS Sequence A005153 - Practical numbers: positive integers m such that every k <= sigma(m) is a sum of distinct divisors of m. Also called panarithmic numbers.

From OEIS A005153:

Practical numbers: positive integers m such that every k <= sigma(m) is a sum of distinct divisors of m. Also called panarithmic numbers. (Formerly M0991)

Sequence IDs: :a005153

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a005153) |> Sequence.take!(60)
[1,2,4,6,8,12,16,18,20,24,28,30,32,36,40,42,48,54,56,60,64,66,72,78,80,84,88,90,96,100,104,108,112,120,126,128,132,140,144,150,156,160,162,168,176,180,192,196,198,200,204,208,210,216,220,224,228,234,240,252]

create_sequence_a005835(opts)

OEIS Sequence A005835 - Pseudoperfect (or semiperfect) numbers n: some subset of the proper divisors of n sums to n.

From OEIS A005835:

Pseudoperfect (or semiperfect) numbers n: some subset of the proper divisors of n sums to n. (Formerly M4094)

Sequence IDs: :a005835

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a005835) |> Sequence.take!(62)
[6,12,18,20,24,28,30,36,40,42,48,54,56,60,66,72,78,80,84,88,90,96,100,102,104,108,112,114,120,126,132,138,140,144,150,156,160,162,168,174,176,180,186,192,196,198,200,204,208,210,216,220,222,224,228,234,240,246,252,258,260,264]

create_sequence_a006036(opts)

OEIS Sequence A006036 - Primitive pseudoperfect numbers.

From OEIS A006036:

Primitive pseudoperfect numbers. (Formerly M4133)

Sequence IDs: :a006036

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a006036) |> Sequence.take!(69)
[6,20,28,88,104,272,304,350,368,464,490,496,550,572,650,748,770,910,945,1184,1190,1312,1330,1376,1430,1504,1575,1610,1696,1870,1888,1952,2002,2030,2090,2170,2205,2210,2470,2530,2584,2590,2870,2990,3010,3128,3190,3230,3290,3410,3465,3496,3710,3770,3944,4070,4095,4130,4216,4270,4288,4408,4510,4544,4672,4690,4712,4730,4970]

create_sequence_a006037(opts)

OEIS Sequence A006037 - Weird numbers: abundant (A005101) but not pseudoperfect (A005835).

From OEIS A006037:

Weird numbers: abundant (A005101) but not pseudoperfect (A005835). (Formerly M5339)

Sequence IDs: :a006037

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a006037) |> Sequence.take!(5)
[70,836,4030,5830,7192]

create_sequence_a006753(opts)

OEIS Sequence A006753 - Smith (or joke) numbers: composite numbers n such that sum of digits of n = sum of digits of prime factors of n (counted with multiplicity).

From OEIS A006753:

Smith (or joke) numbers: composite numbers n such that sum of digits of n = sum of digits of prime factors of n (counted with multiplicity). (Formerly M3582)

Sequence IDs: :a006753

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a006753) |> Sequence.take!(52)
[4,22,27,58,85,94,121,166,202,265,274,319,346,355,378,382,391,438,454,483,517,526,535,562,576,588,627,634,636,645,648,654,663,666,690,706,728,729,762,778,825,852,861,895,913,915,922,958,985,1086,1111,1165]

create_sequence_a007770(opts)

OEIS Sequence A007770 - Happy numbers: numbers whose trajectory under iteration of sum of squares of digits map (see A003132) includes 1.

From OEIS A007770:

Happy numbers: numbers whose trajectory under iteration of sum of squares of digits map (see A003132) includes 1. (Formerly )

Sequence IDs: :a007770

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a007770) |> Sequence.take!(54)
[1,7,10,13,19,23,28,31,32,44,49,68,70,79,82,86,91,94,97,100,103,109,129,130,133,139,167,176,188,190,192,193,203,208,219,226,230,236,239,262,263,280,291,293,301,302,310,313,319,320,326,329,331,338]

create_sequence_a008585(opts)

OEIS Sequence A008585 - a(n) = 3*n.

From OEIS A008585:

a(n) = 3*n. (Formerly )

Sequence IDs: :a008585

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008585) |> Sequence.take!(60)
[0,3,6,9,12,15,18,21,24,27,30,33,36,39,42,45,48,51,54,57,60,63,66,69,72,75,78,81,84,87,90,93,96,99,102,105,108,111,114,117,120,123,126,129,132,135,138,141,144,147,150,153,156,159,162,165,168,171,174,177]

create_sequence_a008586(opts)

OEIS Sequence A008586 - Multiples of 4.

From OEIS A008586:

Multiples of 4. (Formerly )

Sequence IDs: :a008586

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008586) |> Sequence.take!(58)
[0,4,8,12,16,20,24,28,32,36,40,44,48,52,56,60,64,68,72,76,80,84,88,92,96,100,104,108,112,116,120,124,128,132,136,140,144,148,152,156,160,164,168,172,176,180,184,188,192,196,200,204,208,212,216,220,224,228]

create_sequence_a008587(opts)

OEIS Sequence A008587 - Multiples of 5.

From OEIS A008587:

Multiples of 5. (Formerly )

Sequence IDs: :a008587

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008587) |> Sequence.take!(56)
[0,5,10,15,20,25,30,35,40,45,50,55,60,65,70,75,80,85,90,95,100,105,110,115,120,125,130,135,140,145,150,155,160,165,170,175,180,185,190,195,200,205,210,215,220,225,230,235,240,245,250,255,260,265,270,275]

create_sequence_a008588(opts)

OEIS Sequence A008588 - Nonnegative multiples of 6.

From OEIS A008588:

Nonnegative multiples of 6. (Formerly )

Sequence IDs: :a008588

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008588) |> Sequence.take!(59)
[0,6,12,18,24,30,36,42,48,54,60,66,72,78,84,90,96,102,108,114,120,126,132,138,144,150,156,162,168,174,180,186,192,198,204,210,216,222,228,234,240,246,252,258,264,270,276,282,288,294,300,306,312,318,324,330,336,342,348]

create_sequence_a008589(opts)

OEIS Sequence A008589 - Multiples of 7.

From OEIS A008589:

Multiples of 7. (Formerly )

Sequence IDs: :a008589

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008589) |> Sequence.take!(55)
[0,7,14,21,28,35,42,49,56,63,70,77,84,91,98,105,112,119,126,133,140,147,154,161,168,175,182,189,196,203,210,217,224,231,238,245,252,259,266,273,280,287,294,301,308,315,322,329,336,343,350,357,364,371,378]

create_sequence_a008590(opts)

OEIS Sequence A008590 - Multiples of 8.

From OEIS A008590:

Multiples of 8. (Formerly )

Sequence IDs: :a008590

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008590) |> Sequence.take!(55)
[0,8,16,24,32,40,48,56,64,72,80,88,96,104,112,120,128,136,144,152,160,168,176,184,192,200,208,216,224,232,240,248,256,264,272,280,288,296,304,312,320,328,336,344,352,360,368,376,384,392,400,408,416,424,432]

create_sequence_a008591(opts)

OEIS Sequence A008591 - Multiples of 9.

From OEIS A008591:

Multiples of 9. (Formerly )

Sequence IDs: :a008591

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008591) |> Sequence.take!(54)
[0,9,18,27,36,45,54,63,72,81,90,99,108,117,126,135,144,153,162,171,180,189,198,207,216,225,234,243,252,261,270,279,288,297,306,315,324,333,342,351,360,369,378,387,396,405,414,423,432,441,450,459,468,477]

create_sequence_a008592(opts)

OEIS Sequence A008592 - Multiples of 10: a(n) = 10 * n.

From OEIS A008592:

Multiples of 10: a(n) = 10 * n. (Formerly )

Sequence IDs: :a008592

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008592) |> Sequence.take!(54)
[0,10,20,30,40,50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,260,270,280,290,300,310,320,330,340,350,360,370,380,390,400,410,420,430,440,450,460,470,480,490,500,510,520,530]

create_sequence_a008593(opts)

OEIS Sequence A008593 - Multiples of 11.

From OEIS A008593:

Multiples of 11. (Formerly )

Sequence IDs: :a008593

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008593) |> Sequence.take!(54)
[0,11,22,33,44,55,66,77,88,99,110,121,132,143,154,165,176,187,198,209,220,231,242,253,264,275,286,297,308,319,330,341,352,363,374,385,396,407,418,429,440,451,462,473,484,495,506,517,528,539,550,561,572,583]

create_sequence_a008594(opts)

OEIS Sequence A008594 - Multiples of 12.

From OEIS A008594:

Multiples of 12. (Formerly )

Sequence IDs: :a008594

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008594) |> Sequence.take!(54)
[0,12,24,36,48,60,72,84,96,108,120,132,144,156,168,180,192,204,216,228,240,252,264,276,288,300,312,324,336,348,360,372,384,396,408,420,432,444,456,468,480,492,504,516,528,540,552,564,576,588,600,612,624,636]

create_sequence_a008595(opts)

OEIS Sequence A008595 - Multiples of 13.

From OEIS A008595:

Multiples of 13. (Formerly )

Sequence IDs: :a008595

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008595) |> Sequence.take!(53)
[0,13,26,39,52,65,78,91,104,117,130,143,156,169,182,195,208,221,234,247,260,273,286,299,312,325,338,351,364,377,390,403,416,429,442,455,468,481,494,507,520,533,546,559,572,585,598,611,624,637,650,663,676]

create_sequence_a008596(opts)

OEIS Sequence A008596 - Multiples of 14.

From OEIS A008596:

Multiples of 14. (Formerly )

Sequence IDs: :a008596

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008596) |> Sequence.take!(53)
[0,14,28,42,56,70,84,98,112,126,140,154,168,182,196,210,224,238,252,266,280,294,308,322,336,350,364,378,392,406,420,434,448,462,476,490,504,518,532,546,560,574,588,602,616,630,644,658,672,686,700,714,728]

create_sequence_a008597(opts)

OEIS Sequence A008597 - Multiples of 15.

From OEIS A008597:

Multiples of 15. (Formerly )

Sequence IDs: :a008597

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008597) |> Sequence.take!(53)
[0,15,30,45,60,75,90,105,120,135,150,165,180,195,210,225,240,255,270,285,300,315,330,345,360,375,390,405,420,435,450,465,480,495,510,525,540,555,570,585,600,615,630,645,660,675,690,705,720,735,750,765,780]

create_sequence_a008598(opts)

OEIS Sequence A008598 - Multiples of 16.

From OEIS A008598:

Multiples of 16. (Formerly )

Sequence IDs: :a008598

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008598) |> Sequence.take!(53)
[0,16,32,48,64,80,96,112,128,144,160,176,192,208,224,240,256,272,288,304,320,336,352,368,384,400,416,432,448,464,480,496,512,528,544,560,576,592,608,624,640,656,672,688,704,720,736,752,768,784,800,816,832]

create_sequence_a008599(opts)

OEIS Sequence A008599 - Multiples of 17.

From OEIS A008599:

Multiples of 17. (Formerly )

Sequence IDs: :a008599

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008599) |> Sequence.take!(53)
[0,17,34,51,68,85,102,119,136,153,170,187,204,221,238,255,272,289,306,323,340,357,374,391,408,425,442,459,476,493,510,527,544,561,578,595,612,629,646,663,680,697,714,731,748,765,782,799,816,833,850,867,884]

create_sequence_a008600(opts)

OEIS Sequence A008600 - Multiples of 18.

From OEIS A008600:

Multiples of 18. (Formerly )

Sequence IDs: :a008600

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008600) |> Sequence.take!(53)
[0,18,36,54,72,90,108,126,144,162,180,198,216,234,252,270,288,306,324,342,360,378,396,414,432,450,468,486,504,522,540,558,576,594,612,630,648,666,684,702,720,738,756,774,792,810,828,846,864,882,900,918,936]

create_sequence_a008601(opts)

OEIS Sequence A008601 - Multiples of 19.

From OEIS A008601:

Multiples of 19. (Formerly )

Sequence IDs: :a008601

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008601) |> Sequence.take!(53)
[0,19,38,57,76,95,114,133,152,171,190,209,228,247,266,285,304,323,342,361,380,399,418,437,456,475,494,513,532,551,570,589,608,627,646,665,684,703,722,741,760,779,798,817,836,855,874,893,912,931,950,969,988]

create_sequence_a008602(opts)

OEIS Sequence A008602 - Multiples of 20.

From OEIS A008602:

Multiples of 20. (Formerly )

Sequence IDs: :a008602

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008602) |> Sequence.take!(51)
[0,20,40,60,80,100,120,140,160,180,200,220,240,260,280,300,320,340,360,380,400,420,440,460,480,500,520,540,560,580,600,620,640,660,680,700,720,740,760,780,800,820,840,860,880,900,920,940,960,980,1000]

create_sequence_a008603(opts)

OEIS Sequence A008603 - Multiples of 21.

From OEIS A008603:

Multiples of 21. (Formerly )

Sequence IDs: :a008603

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008603) |> Sequence.take!(48)
[0,21,42,63,84,105,126,147,168,189,210,231,252,273,294,315,336,357,378,399,420,441,462,483,504,525,546,567,588,609,630,651,672,693,714,735,756,777,798,819,840,861,882,903,924,945,966,987]

create_sequence_a008604(opts)

OEIS Sequence A008604 - Multiples of 22.

From OEIS A008604:

Multiples of 22. (Formerly )

Sequence IDs: :a008604

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008604) |> Sequence.take!(46)
[0,22,44,66,88,110,132,154,176,198,220,242,264,286,308,330,352,374,396,418,440,462,484,506,528,550,572,594,616,638,660,682,704,726,748,770,792,814,836,858,880,902,924,946,968,990]

create_sequence_a008605(opts)

OEIS Sequence A008605 - Multiples of 23.

From OEIS A008605:

Multiples of 23. (Formerly )

Sequence IDs: :a008605

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008605) |> Sequence.take!(51)
[0,23,46,69,92,115,138,161,184,207,230,253,276,299,322,345,368,391,414,437,460,483,506,529,552,575,598,621,644,667,690,713,736,759,782,805,828,851,874,897,920,943,966,989,1012,1035,1058,1081,1104,1127,1150]

create_sequence_a008606(opts)

OEIS Sequence A008606 - Multiples of 24.

From OEIS A008606:

Multiples of 24. (Formerly )

Sequence IDs: :a008606

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008606) |> Sequence.take!(51)
[0,24,48,72,96,120,144,168,192,216,240,264,288,312,336,360,384,408,432,456,480,504,528,552,576,600,624,648,672,696,720,744,768,792,816,840,864,888,912,936,960,984,1008,1032,1056,1080,1104,1128,1152,1176,1200]

create_sequence_a008607(opts)

OEIS Sequence A008607 - Multiples of 25.

From OEIS A008607:

Multiples of 25. (Formerly )

Sequence IDs: :a008607

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a008607) |> Sequence.take!(50)
[0,25,50,75,100,125,150,175,200,225,250,275,300,325,350,375,400,425,450,475,500,525,550,575,600,625,650,675,700,725,750,775,800,825,850,875,900,925,950,975,1000,1025,1050,1075,1100,1125,1150,1175,1200,1225]

create_sequence_a009003(opts)

OEIS Sequence A009003 - Hypotenuse numbers (squares are sums of 2 nonzero squares).

From OEIS A009003:

Hypotenuse numbers (squares are sums of 2 nonzero squares). (Formerly )

Sequence IDs: :a009003

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a009003) |> Sequence.take!(64)
[5,10,13,15,17,20,25,26,29,30,34,35,37,39,40,41,45,50,51,52,53,55,58,60,61,65,68,70,73,74,75,78,80,82,85,87,89,90,91,95,97,100,101,102,104,105,106,109,110,111,113,115,116,117,119,120,122,123,125,130,135,136,137,140]

create_sequence_a016825(opts)

OEIS Sequence A016825 - Positive integers congruent to 2 mod 4: a(n) = 4*n+2, for n >= 0.

From OEIS A016825:

Positive integers congruent to 2 mod 4: a(n) = 4*n+2, for n >= 0. (Formerly )

Sequence IDs: :a016825

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a016825) |> Sequence.take!(59)
[2,6,10,14,18,22,26,30,34,38,42,46,50,54,58,62,66,70,74,78,82,86,90,94,98,102,106,110,114,118,122,126,130,134,138,142,146,150,154,158,162,166,170,174,178,182,186,190,194,198,202,206,210,214,218,222,226,230,234]

create_sequence_a019506(opts)

OEIS Sequence A019506 - Hoax numbers: composite numbers whose digit-sum equals the sum of the digit-sums of its distinct prime factors.

From OEIS A019506:

Hoax numbers: composite numbers whose digit-sum equals the sum of the digit-sums of its distinct prime factors. (Formerly )

Sequence IDs: :a019506

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a019506) |> Sequence.take!(50)
[22,58,84,85,94,136,160,166,202,234,250,265,274,308,319,336,346,355,361,364,382,391,424,438,454,456,476,483,516,517,526,535,562,627,634,644,645,650,654,660,663,690,702,706,732,735,762,778,855,860]

create_sequence_a031177(opts)

OEIS Sequence A031177 - Unhappy numbers: numbers having period-8 2-digitized sequences.

From OEIS A031177:

Unhappy numbers: numbers having period-8 2-digitized sequences. (Formerly )

Sequence IDs: :a031177

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a031177) |> Sequence.take!(68)
[2,3,4,5,6,8,9,11,12,14,15,16,17,18,20,21,22,24,25,26,27,29,30,33,34,35,36,37,38,39,40,41,42,43,45,46,47,48,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,69,71,72,73,74,75,76,77,78,80,81,83]

create_sequence_a044102(opts)

OEIS Sequence A044102 - Multiples of 36.

From OEIS A044102:

Multiples of 36. (Formerly )

Sequence IDs: :a044102

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a044102) |> Sequence.take!(48)
[0,36,72,108,144,180,216,252,288,324,360,396,432,468,504,540,576,612,648,684,720,756,792,828,864,900,936,972,1008,1044,1080,1116,1152,1188,1224,1260,1296,1332,1368,1404,1440,1476,1512,1548,1584,1620,1656,1692]

create_sequence_a054377(opts)

OEIS Sequence A054377 - Primary pseudoperfect numbers: numbers n > 1 such that 1/n + sum 1/p = 1, where the sum is over the primes p | n.

From OEIS A054377:

Primary pseudoperfect numbers: numbers n > 1 such that 1/n + sum 1/p = 1, where the sum is over the primes p | n. (Formerly )

Sequence IDs: :a054377

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a054377) |> Sequence.take!(8)
[2,6,42,1806,47058,2214502422,52495396602,8490421583559688410706771261086]

create_sequence_a062768(opts)

OEIS Sequence A062768 - Multiples of 6 such that the sum of the digits is equal to 6.

From OEIS A062768:

Multiples of 6 such that the sum of the digits is equal to 6. (Formerly )

Sequence IDs: :a062768

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a062768) |> Sequence.take!(46)
[6,24,42,60,114,132,150,204,222,240,312,330,402,420,510,600,1014,1032,1050,1104,1122,1140,1212,1230,1302,1320,1410,1500,2004,2022,2040,2112,2130,2202,2220,2310,2400,3012,3030,3102,3120,3210,3300,4002,4020,4110]

create_sequence_a063416(opts)

OEIS Sequence A063416 - Multiples of 7 whose sum of digits is equal to 7.

From OEIS A063416:

Multiples of 7 whose sum of digits is equal to 7. (Formerly )

Sequence IDs: :a063416

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a063416) |> Sequence.take!(38)
[7,70,133,322,511,700,1015,1141,1204,1330,2023,2212,2401,3031,3220,4102,5110,7000,10024,10150,10213,10402,11032,11221,11410,12040,12103,13111,13300,15001,20041,20104,20230,21112,21301,22120,23002,24010]

create_sequence_a063997(opts)

OEIS Sequence A063997 - Multiples of 4 whose digits add to 4.

From OEIS A063997:

Multiples of 4 whose digits add to 4. (Formerly )

Sequence IDs: :a063997

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a063997) |> Sequence.take!(36)
[4,40,112,220,400,1012,1120,1300,2020,2200,3100,4000,10012,10120,10300,11020,11200,12100,13000,20020,20200,21100,22000,30100,31000,40000,100012,100120,100300,101020,101200,102100,103000,110020,110200,111100]

create_sequence_a069537(opts)

OEIS Sequence A069537 - Multiples of 2 with digit sum = 2.

From OEIS A069537:

Multiples of 2 with digit sum = 2. (Formerly )

Sequence IDs: :a069537

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a069537) |> Sequence.take!(29)
[2,20,110,200,1010,1100,2000,10010,10100,11000,20000,100010,100100,101000,110000,200000,1000010,1000100,1001000,1010000,1100000,2000000,10000010,10000100,10001000,10010000,10100000,11000000,20000000]

create_sequence_a069540(opts)

OEIS Sequence A069540 - Multiples of 5 with digit sum 5.

From OEIS A069540:

Multiples of 5 with digit sum 5. (Formerly )

Sequence IDs: :a069540

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a069540) |> Sequence.take!(39)
[5,50,140,230,320,410,500,1040,1130,1220,1310,1400,2030,2120,2210,2300,3020,3110,3200,4010,4100,5000,10040,10130,10220,10310,10400,11030,11120,11210,11300,12020,12110,12200,13010,13100,14000,20030,20120]

create_sequence_a069543(opts)

OEIS Sequence A069543 - Multiples of 8 with digit sum 8.

From OEIS A069543:

Multiples of 8 with digit sum 8. (Formerly )

Sequence IDs: :a069543

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a069543) |> Sequence.take!(40)
[8,80,152,224,440,512,800,1016,1160,1232,1304,1520,2024,2240,2312,2600,3032,3104,3320,4040,4112,4400,5120,6200,8000,10016,10160,10232,10304,10520,11024,11240,11312,11600,12032,12104,12320,13040,13112,13400]

create_sequence_a085959(opts)

OEIS Sequence A085959 - Multiples of 37.

From OEIS A085959:

Multiples of 37. (Formerly )

Sequence IDs: :a085959

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a085959) |> Sequence.take!(48)
[0,37,74,111,148,185,222,259,296,333,370,407,444,481,518,555,592,629,666,703,740,777,814,851,888,925,962,999,1036,1073,1110,1147,1184,1221,1258,1295,1332,1369,1406,1443,1480,1517,1554,1591,1628,1665,1702,1739]

create_sequence_a121023(opts)

OEIS Sequence A121023 - Multiples of 3 containing a 3 in their decimal representation.

From OEIS A121023:

Multiples of 3 containing a 3 in their decimal representation. (Formerly )

Sequence IDs: :a121023

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121023) |> Sequence.take!(53)
[3,30,33,36,39,63,93,123,132,135,138,153,183,213,231,234,237,243,273,300,303,306,309,312,315,318,321,324,327,330,333,336,339,342,345,348,351,354,357,360,363,366,369,372,375,378,381,384,387,390,393,396,399]

create_sequence_a121024(opts)

OEIS Sequence A121024 - Multiples of 4 containing a 4 in their decimal representation.

From OEIS A121024:

Multiples of 4 containing a 4 in their decimal representation. (Formerly )

Sequence IDs: :a121024

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121024) |> Sequence.take!(53)
[4,24,40,44,48,64,84,104,124,140,144,148,164,184,204,224,240,244,248,264,284,304,324,340,344,348,364,384,400,404,408,412,416,420,424,428,432,436,440,444,448,452,456,460,464,468,472,476,480,484,488,492,496]

create_sequence_a121025(opts)

OEIS Sequence A121025 - Multiples of 5 containing a 5 in their decimal representation.

From OEIS A121025:

Multiples of 5 containing a 5 in their decimal representation. (Formerly )

Sequence IDs: :a121025

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121025) |> Sequence.take!(54)
[5,15,25,35,45,50,55,65,75,85,95,105,115,125,135,145,150,155,165,175,185,195,205,215,225,235,245,250,255,265,275,285,295,305,315,325,335,345,350,355,365,375,385,395,405,415,425,435,445,450,455,465,475,485]

create_sequence_a121026(opts)

OEIS Sequence A121026 - Multiples of 6 containing a 6 in their decimal representation.

From OEIS A121026:

Multiples of 6 containing a 6 in their decimal representation. (Formerly )

Sequence IDs: :a121026

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121026) |> Sequence.take!(53)
[6,36,60,66,96,126,156,162,168,186,216,246,264,276,306,336,360,366,396,426,456,462,468,486,516,546,564,576,600,606,612,618,624,630,636,642,648,654,660,666,672,678,684,690,696,726,756,762,768,786,816,846,864]

create_sequence_a121027(opts)

OEIS Sequence A121027 - Multiples of 7 containing a 7 in their decimal representation.

From OEIS A121027:

Multiples of 7 containing a 7 in their decimal representation. (Formerly )

Sequence IDs: :a121027

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121027) |> Sequence.take!(50)
[7,70,77,147,175,217,273,287,357,371,378,427,476,497,567,574,637,672,679,700,707,714,721,728,735,742,749,756,763,770,777,784,791,798,847,875,917,973,987,1057,1071,1078,1127,1176,1197,1267,1274,1337,1372,1379]

create_sequence_a121028(opts)

OEIS Sequence A121028 - Multiples of 8 containing an 8 in their decimal representation.

From OEIS A121028:

Multiples of 8 containing an 8 in their decimal representation. (Formerly )

Sequence IDs: :a121028

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121028) |> Sequence.take!(51)
[8,48,80,88,128,168,184,208,248,280,288,328,368,384,408,448,480,488,528,568,584,608,648,680,688,728,768,784,800,808,816,824,832,840,848,856,864,872,880,888,896,928,968,984,1008,1048,1080,1088,1128,1168,1184]

create_sequence_a121029(opts)

OEIS Sequence A121029 - Multiples of 9 containing a 9 in their decimal representation.

From OEIS A121029:

Multiples of 9 containing a 9 in their decimal representation. (Formerly )

Sequence IDs: :a121029

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121029) |> Sequence.take!(48)
[9,90,99,189,198,279,297,369,396,459,495,549,594,639,693,729,792,819,891,900,909,918,927,936,945,954,963,972,981,990,999,1089,1098,1179,1197,1269,1296,1359,1395,1449,1494,1539,1593,1629,1692,1719,1791,1809]

create_sequence_a121030(opts)

OEIS Sequence A121030 - Multiples of 10 containing a 10 in their decimal representation.

From OEIS A121030:

Multiples of 10 containing a 10 in their decimal representation. (Formerly )

Sequence IDs: :a121030

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121030) |> Sequence.take!(44)
[10,100,110,210,310,410,510,610,710,810,910,1000,1010,1020,1030,1040,1050,1060,1070,1080,1090,1100,1110,1210,1310,1410,1510,1610,1710,1810,1910,2010,2100,2110,2210,2310,2410,2510,2610,2710,2810,2910,3010,3100]

create_sequence_a121031(opts)

OEIS Sequence A121031 - Multiples of 11 containing an 11 in their decimal representation.

From OEIS A121031:

Multiples of 11 containing an 11 in their decimal representation. (Formerly )

Sequence IDs: :a121031

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121031) |> Sequence.take!(39)
[11,110,1100,1111,1122,1133,1144,1155,1166,1177,1188,1199,2112,2211,3113,3311,4114,4411,5115,5511,6116,6611,7117,7711,8118,8811,9119,9911,11000,11011,11022,11033,11044,11055,11066,11077,11088,11099,11110]

create_sequence_a121032(opts)

OEIS Sequence A121032 - Multiples of 12 containing a 12 in their decimal representation.

From OEIS A121032:

Multiples of 12 containing a 12 in their decimal representation. (Formerly )

Sequence IDs: :a121032

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121032) |> Sequence.take!(43)
[12,120,312,612,912,1128,1200,1212,1224,1236,1248,1260,1272,1284,1296,1512,1812,2112,2124,2412,2712,3012,3120,3312,3612,3912,4128,4212,4512,4812,5112,5124,5412,5712,6012,6120,6312,6612,6912,7128,7212,7512,7812]

create_sequence_a121033(opts)

OEIS Sequence A121033 - Multiples of 13 containing a 13 in their decimal representation.

From OEIS A121033:

Multiples of 13 containing a 13 in their decimal representation. (Formerly )

Sequence IDs: :a121033

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121033) |> Sequence.take!(38)
[13,130,1131,1300,1313,1326,1339,1352,1365,1378,1391,2132,2613,3133,3913,4134,5135,5213,6136,6513,7137,7813,8138,9113,9139,10413,11310,11323,11336,11349,11362,11375,11388,11713,13000,13013,13026,13039]

create_sequence_a121034(opts)

OEIS Sequence A121034 - Multiples of 14 containing a 14 in their decimal representation.

From OEIS A121034:

Multiples of 14 containing a 14 in their decimal representation. (Formerly )

Sequence IDs: :a121034

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121034) |> Sequence.take!(40)
[14,140,714,1148,1400,1414,1428,1442,1456,1470,1484,1498,2114,2142,2814,3514,4144,4214,4914,5614,6146,6314,7014,7140,7714,8148,8414,9114,9142,9814,10514,11144,11214,11410,11424,11438,11452,11466,11480,11494]

create_sequence_a121035(opts)

OEIS Sequence A121035 - Multiples of 15 containing a 15 in their decimal representation.

From OEIS A121035:

Multiples of 15 containing a 15 in their decimal representation. (Formerly )

Sequence IDs: :a121035

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121035) |> Sequence.take!(43)
[15,150,315,615,915,1155,1215,1500,1515,1530,1545,1560,1575,1590,1815,2115,2415,2715,3015,3150,3315,3615,3915,4155,4215,4515,4815,5115,5415,5715,6015,6150,6315,6615,6915,7155,7215,7515,7815,8115,8415,8715,9015]

create_sequence_a121036(opts)

OEIS Sequence A121036 - Multiples of 16 containing a 16 in their decimal representation.

From OEIS A121036:

Multiples of 16 containing a 16 in their decimal representation. (Formerly )

Sequence IDs: :a121036

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121036) |> Sequence.take!(42)
[16,160,416,816,1168,1216,1600,1616,1632,1648,1664,1680,1696,2016,2160,2416,2816,3168,3216,3616,4016,4160,4416,4816,5168,5216,5616,6016,6160,6416,6816,7168,7216,7616,8016,8160,8416,8816,9168,9216,9616,10016]

create_sequence_a121037(opts)

OEIS Sequence A121037 - Multiples of 17 containing a 17 in their decimal representation.

From OEIS A121037:

Multiples of 17 containing a 17 in their decimal representation. (Formerly )

Sequence IDs: :a121037

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121037) |> Sequence.take!(37)
[17,170,1173,1700,1717,1734,1751,1768,1785,2176,3179,3417,5117,6171,6817,7174,8177,8517,10217,11713,11730,11747,11764,11781,11798,11917,12172,13175,13617,14178,15317,17000,17017,17034,17051,17068,17085]

create_sequence_a121038(opts)

OEIS Sequence A121038 - Multiples of 18 containing a 18 in their decimal representation.

From OEIS A121038:

Multiples of 18 containing a 18 in their decimal representation. (Formerly )

Sequence IDs: :a121038

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121038) |> Sequence.take!(39)
[18,180,918,1188,1800,1818,1836,1854,1872,1890,2718,3186,3618,4518,5184,5418,6318,7182,7218,8118,9018,9180,9918,10188,10818,11718,11808,11826,11844,11862,11880,11898,12186,12618,13518,14184,14418,15318,16182]

create_sequence_a121039(opts)

OEIS Sequence A121039 - Multiples of 19 containing a 19 in their decimal representation.

From OEIS A121039:

Multiples of 19 containing a 19 in their decimal representation. (Formerly )

Sequence IDs: :a121039

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121039) |> Sequence.take!(37)
[19,190,1197,1900,1919,1938,1957,1976,1995,3192,3819,4199,5719,6194,7619,9196,9519,11191,11419,11913,11932,11951,11970,11989,12198,13319,14193,15219,17119,17195,19000,19019,19038,19057,19076,19095,19114]

create_sequence_a121040(opts)

OEIS Sequence A121040 - Multiples of 20 containing a 20 in their decimal representation.

From OEIS A121040:

Multiples of 20 containing a 20 in their decimal representation. (Formerly )

Sequence IDs: :a121040

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a121040) |> Sequence.take!(44)
[20,120,200,220,320,420,520,620,720,820,920,1020,1120,1200,1220,1320,1420,1520,1620,1720,1820,1920,2000,2020,2040,2060,2080,2120,2200,2220,2320,2420,2520,2620,2720,2820,2920,3020,3120,3200,3220,3320,3420,3520]

create_sequence_a135628(opts)

OEIS Sequence A135628 - Multiples of 28.

From OEIS A135628:

Multiples of 28. (Formerly )

Sequence IDs: :a135628

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a135628) |> Sequence.take!(50)
[0,28,56,84,112,140,168,196,224,252,280,308,336,364,392,420,448,476,504,532,560,588,616,644,672,700,728,756,784,812,840,868,896,924,952,980,1008,1036,1064,1092,1120,1148,1176,1204,1232,1260,1288,1316,1344,1372]

create_sequence_a135631(opts)

OEIS Sequence A135631 - Multiples of 31.

From OEIS A135631:

Multiples of 31. (Formerly )

Sequence IDs: :a135631

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a135631) |> Sequence.take!(49)
[0,31,62,93,124,155,186,217,248,279,310,341,372,403,434,465,496,527,558,589,620,651,682,713,744,775,806,837,868,899,930,961,992,1023,1054,1085,1116,1147,1178,1209,1240,1271,1302,1333,1364,1395,1426,1457,1488]

create_sequence_a138591(opts)

OEIS Sequence A138591 - Sums of two or more consecutive nonnegative integers.

From OEIS A138591:

Sums of two or more consecutive nonnegative integers. (Formerly )

Sequence IDs: :a138591

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a138591) |> Sequence.take!(71)
[1,3,5,6,7,9,10,11,12,13,14,15,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,65,66,67,68,69,70,71,72,73,74,75,76,77]

create_sequence_a152691(opts)

OEIS Sequence A152691 - Multiples of 64.

From OEIS A152691:

Multiples of 64. (Formerly )

Sequence IDs: :a152691

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a152691) |> Sequence.take!(46)
[0,64,128,192,256,320,384,448,512,576,640,704,768,832,896,960,1024,1088,1152,1216,1280,1344,1408,1472,1536,1600,1664,1728,1792,1856,1920,1984,2048,2112,2176,2240,2304,2368,2432,2496,2560,2624,2688,2752,2816,2880]

create_sequence_a169823(opts)

OEIS Sequence A169823 - Multiples of 60.

From OEIS A169823:

Multiples of 60. (Formerly )

Sequence IDs: :a169823

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a169823) |> Sequence.take!(46)
[0,60,120,180,240,300,360,420,480,540,600,660,720,780,840,900,960,1020,1080,1140,1200,1260,1320,1380,1440,1500,1560,1620,1680,1740,1800,1860,1920,1980,2040,2100,2160,2220,2280,2340,2400,2460,2520,2580,2640,2700]

create_sequence_a169825(opts)

OEIS Sequence A169825 - Multiples of 420.

From OEIS A169825:

Multiples of 420. (Formerly )

Sequence IDs: :a169825

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a169825) |> Sequence.take!(41)
[0,420,840,1260,1680,2100,2520,2940,3360,3780,4200,4620,5040,5460,5880,6300,6720,7140,7560,7980,8400,8820,9240,9660,10080,10500,10920,11340,11760,12180,12600,13020,13440,13860,14280,14700,15120,15540,15960,16380,16800]

create_sequence_a169827(opts)

OEIS Sequence A169827 - Multiples of 840.

From OEIS A169827:

Multiples of 840. (Formerly )

Sequence IDs: :a169827

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a169827) |> Sequence.take!(39)
[0,840,1680,2520,3360,4200,5040,5880,6720,7560,8400,9240,10080,10920,11760,12600,13440,14280,15120,15960,16800,17640,18480,19320,20160,21000,21840,22680,23520,24360,25200,26040,26880,27720,28560,29400,30240,31080,31920]

create_sequence_a174312(opts)

OEIS Sequence A174312 - 32*n.

From OEIS A174312:

32*n. (Formerly )

Sequence IDs: :a174312

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a174312) |> Sequence.take!(51)
[0,32,64,96,128,160,192,224,256,288,320,352,384,416,448,480,512,544,576,608,640,672,704,736,768,800,832,864,896,928,960,992,1024,1056,1088,1120,1152,1184,1216,1248,1280,1312,1344,1376,1408,1440,1472,1504,1536,1568,1600]

create_sequence_a194472(opts)

OEIS Sequence A194472 - Erdős-Nicolas numbers.

From OEIS A194472:

Erdős-Nicolas numbers. (Formerly )

Sequence IDs: :a194472

Finite: False

Offset: 1

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a194472) |> Sequence.take!(5)
[24,2016,8190,42336,45864]

create_sequence_a195819(opts)

OEIS Sequence A195819 - Multiples of 29.

From OEIS A195819:

Multiples of 29. (Formerly )

Sequence IDs: :a195819

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a195819) |> Sequence.take!(47)
[0,29,58,87,116,145,174,203,232,261,290,319,348,377,406,435,464,493,522,551,580,609,638,667,696,725,754,783,812,841,870,899,928,957,986,1015,1044,1073,1102,1131,1160,1189,1218,1247,1276,1305,1334]

create_sequence_a249674(opts)

OEIS Sequence A249674 - a(n) = 30*n.

From OEIS A249674:

a(n) = 30*n. (Formerly )

Sequence IDs: :a249674

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a249674) |> Sequence.take!(49)
[0,30,60,90,120,150,180,210,240,270,300,330,360,390,420,450,480,510,540,570,600,630,660,690,720,750,780,810,840,870,900,930,960,990,1020,1050,1080,1110,1140,1170,1200,1230,1260,1290,1320,1350,1380,1410,1440]

create_sequence_a252994(opts)

OEIS Sequence A252994 - Multiples of 26.

From OEIS A252994:

Multiples of 26. (Formerly )

Sequence IDs: :a252994

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a252994) |> Sequence.take!(54)
[0,26,52,78,104,130,156,182,208,234,260,286,312,338,364,390,416,442,468,494,520,546,572,598,624,650,676,702,728,754,780,806,832,858,884,910,936,962,988,1014,1040,1066,1092,1118,1144,1170,1196,1222,1248,1274,1300,1326,1352,1378]

create_sequence_a305548(opts)

OEIS Sequence A305548 - a(n) = 27*n.

From OEIS A305548:

a(n) = 27*n. (Formerly )

Sequence IDs: :a305548

Finite: False

Offset: 0

Example

iex> Sequence.create(Elixir.Chunky.Sequence.OEIS.Multiples, :a305548) |> Sequence.take!(57)
[0,27,54,81,108,135,162,189,216,243,270,297,324,351,378,405,432,459,486,513,540,567,594,621,648,675,702,729,756,783,810,837,864,891,918,945,972,999,1026,1053,1080,1107,1134,1161,1188,1215,1242,1269,1296,1323,1350,1377,1404,1431,1458,1485,1512]