# Floor function

Algebra Level 3

Find the last 7 digits (from left to right) of $$\left\lfloor \dfrac { { 10 }^{ 9999 } }{ 10^{ 3333 }+2016 } \right\rfloor$$.

Notation: $$\lfloor \cdot \rfloor$$ denotes the floor function.

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