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Totally agree. It bothered me when I was younger, though I had no idea how to explain why, but this should be deeply unsettling to everyone who encounters it:

    1/4 = 0.25      exact
    1/3 = 0.333...  infinitely repeating approximation


    1/1  a
    1/2  ah
    1/3  aH!
    1/4  ahh
    1/5  ah
    1/6  ahH!
    1/7  aHHHHHH!
    1/8  ahhh
    1/9  aH!
    1/10 ah
    1/11 aHH!
    1/12 ahhH!
    1/13 aHHHHHH!
    1/14 ahHHHHHH!
    1/15 ahH!
    1/16 ahhhh
    1/17 aHHHHHHHHHHHHHHHH!
    1/18 ahH!
    1/19 aHHHHHHHHHHHHHHHHHH!
    1/20 ahh
https://en.wikipedia.org/wiki/Repeating_decimal#Table_of_val...


Oh that number? It’s just a Laurent series. Just take the limit of the partial sums.




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