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There are three ways to enter the triangular array of numbers in the diagram below, starting with 1, and counting from 1 -2 in order, finishing with the two in the bottom row.
How many ways are there to count 1 - 2 - 3 in the following array?
And 1 - 2- 3 - 4 on this?
Can you generalize?
Can you explain what you find?
Draw a 'doodle' - a closed intersecting curve drawn without taking pencil from paper. What can you prove about the intersections?
I want some cubes painted with three blue faces and three red faces. How many different cubes can be painted like that?