Sequences I authored that were accepted:


[1]  A182298   ---  Q(n), which is the smallest "complementary perimeter" among all sets of volume n

[2]  A182245   ---  Integers such that either (a) P(n) \neq f(n) + Q(g(n))  or (b) Q(n) \neq 1+f(n)+P(g(n))

[3]  A182246   ---  Integers such that P(n) is not equal to f(n)+Q(g(n))

[4]  A182266   ---  Integers such that Q(n) is not equal to 1+f(n)+P(g(n))



[5]  A182318   ---  Numbers whose tower prime factorization doesn't contain a 2

[6]  A182337   ---  Numbers whose prime tower factorization doesn't contain a 3

[7]  A182338   ---  Numbers whose prime tower factorization contains a 3

[8]  A182339   ---  Numbers whose prime tower factorization contains a 2

[9]  A182340   ---  Numbers whose prime tower factorization contains a 5

[10] A182341   ---  Numbers whose prime tower factorizatoin contains a 7



[11] A182343   ---  Primes of the form n^4 + 2

[12] A182354   ---  Primes of the form n*2^n + 3

[13] A182353   ---  Primes of the form n*2^n - 5

[14] A182352   ---  Primes of the form n*2^n - 3

[15] A182351   ---  Primes of the form n^4 - 6

[16] A182350   ---  Primes of the form n^4 - 5

[17] A182348   ---  Primes of the form n^4 - 3

[18] A182347   ---  Primes of the form n^4 - 2

[19] A182346   ---  Primes of the form n^4 + 6

[20] A182345   ---  Primes of the form n^4 + 5

[21] A182344   ---  Primes of the form n^4 + 3

[22] A182374   ---  Primes of the form n*3^n + 1 

[23] A182342   ---  Primes of the form n*2^n + 5

[24] A182375   ---  Positive integers n such that n*2^n - 3 is prime

[25] A182373   ---  Positive integers n such that n*3^n - 2 is prime



[26] A182321*  ---  Number of iterations of g(n) needed to reach 0

[27] A182380*  ---  Primes whose base 26 representation are English words

 * Currently in review


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Sequences where I added comments and such:

A198951   ---  Some tree stuff

A186053   ---  P(n)

A001005   ---  Some tree stuff

A127902   ---  Some tree stuff

A036722   ---  Some tree stuff

A182378   ---  Some tree stuff