This shows once again, by Me, that 1/infinity is not equal to 0.
For 0^0 is any complex number x, so that
-infinity<x<infinity!
(1/infinity)^(1/infinity)? Part 2!
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(1/infinity)^(1/infinity)
Is the Number that when raised to the power of infinity, is (1/infinity) Which is any number, greater than 0 but less than 1!