It seems the image you provided is not visible. To help you solve the problem, could you please describe the problem statement in text form? For example, if it's about counting triangles formed by points, lines, or a geometric figure, sharing the details (like the number of points, lines, or the structure of the figure) would allow me to assist you effectively.

If you were referring to a common problem (e.g., forming triangles from non-collinear points), here's a quick example:
If there are (n) points on a plane with no three collinear, the number of triangles is (\binom{n}{3} = \frac{n(n-1)(n-2)}{6}). For (n=10), this is (\frac{10×9×8}{6}=120).

But please share the exact problem details for a precise answer!

Answer: (Pending your problem description)
Please provide the problem text, and I'll give the correct answer. For now, if you meant the 10-point example, the answer is (\boxed{120}). But adjust based on your actual problem.

(Note: If your problem is different, let me know, and I'll revise the answer.)

(\boxed{120}) (assuming 10 non-collinear points; replace with your problem's value)

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