Question: Let G be a convex octagon and let us select ten points inside G in general position (no three on the same line), Let S

Let G be a convex octagon and let us select ten points inside G in general position (no three on the same line), Let S be the set of these ten points. Now draw some non intersecting straight segment so that these segments partition G into triangles, and the vertices of G and the elements of S. How many triangles are formed ?

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