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Pascal's Triangle to Fibonacci sequence The Fibonacci Sequence emerges through the diagonal sums of Pascal's triangle (see Dr Ron Knott at the University of Surrey). Every term in Pascal's Triangle can be represented as a binomial term (terms of the expansion (a+b)^n) and is equally refered to as "the number of ways of picking m unordered outcomes from n possibilities, also known as a combination or combinatorial number". See MathWorld

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