User:Matthew Scroggs

I made /u/OEISbot in reddit: a bot which describes and links to any OEIS sequences mentioned on reddit. You can read about how it works here

Sequences I've Added

• A256120: Number of tautologies in propositional calculus of length n.
• A257175: The smallest m such that the m-th triangular number is greater than or equal to half the n-th triangular number.
• A258272: The smallest amount which cannot be made with fewer than n British coins.
• A258274: The smallest number of cents which cannot be made with fewer than n American coins.
• A261155: The highest rugby (union) score that can be made in n or fewer ways.
• A263987: Number of ways of ordering integers 1 to n such that each number is either a factor of or larger than its predecessor.
• A277275: Number of contradictions in propositional calculus of length n.
• A277276: Number of tautologies and contradictions in propositional calculus of length n.
• A285176: Elastic numbers: numbers n with two or more digits such that for any number m made by inserting any number of 0's between the digits of n, m is a multiple of n.
• A286334: The smallest number a such that there exists an integer b such that a/b is equal to n% rounded to the nearest percent.
• A305461: The number of one-digit numbers, k, in base n such that k^2 and k^3 end in the same digit.
• A321235: Haiku numbers.
• A334247: Number of acyclic orientations of the edges of an n-dimensional cube.
• A334248: Number of distinct acyclic orientations of the edges of an n-dimensional cube.
• A334304: Number of distinct acyclic orientations of the edges of an n-dimensional cube with complete graphs as facets.
• A334306: Number of distinct acyclic orientations of the edges of a three-dimensional n-sided prism with complete graphs as faces.
• A340266: The number of degrees of freedom in a quadrilateral cell for a serendipity finite element space of order n.
• A350799: The number of decimal places of Pi that are computed correctly when using Machin's formula with n terms of the Taylor series.
• A350843: The least number of terms needed in the Taylor series approximation of arctan(1/239) such that Machin's formula with n terms in the Taylor series approximation of arctan(1/5) achieves the most correct digits of Pi.
• A367038: Number of 2^n-page booklets that can be made with n folds.