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OEIS A000037: Non-squares
OEIS A00210: Beatty sequences floor(n(e−1)) and Rayleigh's complementary partition
OEIS A000339: Partitions into non-integral powers
Turning Number Theory into Music: OEIS Integer Sequences in Pure Data
OEIS A000192: Generalized Euler Numbers
OEIS A000178: The Superfactorial
C++ : Integer sequences implementation C++
OEIS A000155: Rounding the Modified Bessel Function K_1 to Integers
OEIS A000324: The Infinite Coprime Sequence and the Lucas Connection
OEIS A000139: Two-stack sortable permutations and friends
OEIS A000268: Iterated Exponentials
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Last Updated: September 29, 2026
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Summary
Generate a custom integer sequence for type parameter offsets In this Deep Dive we unpack OEIS A000338. We explore its Today we explore A000320, the generalized tangent numbers with d(5,n). We trace their history—from Sloan's foundational ... Join us as we unpack A000037, the non-squares. We'll see how a simple floor formula We explore A000339, the number A_N of pairs (i1,i2) of positive Turning Abstract Number Theory into Generative Music via Pure Data & OEIS. In this patch, I'm fetching In this episode we zoom in on OEIS A000192, Generalized Euler Numbers, and ask what the word “generalized” really means ... In this episode we explore OEIS An accessible tour of A000155—the nearest In this Deep Dive, we investigate A000324 from the OEIS — a In this OEIS Deep Dive, we explore A000139, a remarkably interconnected A000268, the Iterated Exponentials
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