Pascal’s triangle shows the simplicity and elegance of mathematics. The method of construction is as follows: the diagonals are all 1’s, and each element in the next row is the sum of the two numbers in the row above it. For example, consider the third row. We have the numbers 1,3,3,1. The ones at the ends will always be there. The first 3 is formed as above the 3 we have the numbers 2 and 1, so we add those together. The second 3 actually ALSO has the same two numbers (sharing the 2), so we add
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