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i0!+i1!+i2!+⋯+i100!= ?\large { i }^{ 0! }+{ i }^{ 1! }+{ i }^{ 2! }+\cdots +{ i }^{ 100! }= \, ? i0!+i1!+i2!+⋯+i100!=?
Clarifications:
i=−1i = \sqrt{-1} i=−1.
!!! denotes the factorial notation. For example, 8!=1×2×3×⋯×88! = 1\times2\times3\times\cdots\times8 8!=1×2×3×⋯×8.
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