# How do we separate it?

Discrete Mathematics Level 4

Find the number of ordered quadruples $$({ x }_{ 1 },\quad x_{ 2 },\quad { x }_{ 3 },\quad { x }_{ 4 })$$ of positive odd integers that satisfy $$\sum _{ i=1 }^{ 4 }{ { x }_{ i } } =2016$$

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