Talk:Bitwise IO: Difference between revisions

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+What does this mean:
-Please explain the intent and application regarding the betwixtion of the Big O [O(n)] notation in psychological engineering terms without using infinity or infinity -1 as it relates to the infrastructural architecture and roll-out of the next 100 years or, at very least the denominator's place thereof and how these expressions relate:
 '(((128 >> shift) & *buf) >> (7 - shift))'
+to this"
-and
 accu & (1 << (bits - 1))) *buf |= mask;
-//The even-pairing switch over of the endianess side(where the base^base+1 approaches limit when even powers are expressed meaning the odds become the evens of the base n^n+1=n thus the reciprocal[operator] expression n+1^n = n+1 unless the integral base becomes the unit base such that each nibble is a reflection or whatever.
+//n^n+1 approaches limit when even powers are expressed meaning the odds become the evens of the base n^n+1=n thus the reciprocal[operator] expression n+1^n = n+1 when the integral base forms such that each nibble is a reflection or whatever except in (1^(1+1))+1). Now how to implement all three operational bases(+,*,^) into an integral algebra equation such that 3:2 forms in the expression.