Download Riemann's example of an integral that is not differentiable

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Riemann’s function:
f x  


n1
n x
n2
2

a
At x  2b , gcda,2b  1, the function jumps by
8b 2
The key to the integrability is that given any positive number,
no matter how small, there are only a finite number of places
where is jump is larger than that number.
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