The next levelpic.twitter.com/KzN1DeYLMU
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I don't think that quite qualifies as "anomalous". Change in x divided by change in x equals one is exactly why (x)' = 1
One elentary property of anomalous cancellations is clearly that it only works for 6's and 9's, which have a discrete 180-degree rotational symmetry. Clearly no accident.
Oh the sarcasm! 


13/65 = 1/5 15/75 = 1/5 16/32 = 1/2 16/64 = 1/4 16/96 = 1/6 17/85 = 1/5 19/95 = 1/5 26/65 = 2/5 27/54 = 2/4 38/76 = 3/6 39/65 = 3/5 49/98 = 4/8
d/dx x = 1 cancel the d and the x and you get 1
I guess canceling x also gives one. Is this some kind of double anomaly?
you'd better show the penultimate stage with the De l'Hopital's rule.
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