at what point are numbers meaningful(not zero) vs meaningless(zero).
according to the many, 0.00...1 is zero or equivalently 1/10000000..., obviously 1/h = 0.
And then lets classify 1000..., which is obviously a hitomi number, as h_1, 10^n + 10^n-1 = 0.0...011 = 1/h_1 + 1/h_10. Using hitomi's understanding/principle, the elementary size of x in H is |x| = h.
and thus the elementary simplification of 1/h_1 + 1/h_10 = 1/h + 1/h = 0.
the crux complication of elementary -> hitomi field, i.e elementary -> crux -> hitomi, has always been an area I felt was too much work for me to care about.
the last hitomi thread I tried thinking about it: >>13170261
but I just thought that maybe 1, 2, ..., c creates a secondary crux complication between the prime crux and the elementary numbers.
tell me the exact number of zeros so that 0.0...1 is not zero?