# Stanley's Saga

The protagonist of this story, Stanley, is standing peacefully at coordinates $$(0, \space 0)$$ without any concern in his life whatsoever.

Now, Stanley will move at coordinates $$(3, \space 4)$$.

If Stanley only goes either up, or right, or up-right (corresponding vectors in their respective order: $$\vec{u}(0, \space 1)$$, $$\vec{r}(1, \space 0)$$ , $$\vec{ur}(1, \space 1)$$), on how many ways can Stanley accomplish this tremendous stunt?

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