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We are given two similar triangles that both have a side of length $24$.

If one of the triangles has another side of length $24$, what is the difference between the greatest possible difference and least possible difference between the longest sides of the two triangles?

Round your answer to the nearest whole number.

A

$12$

B

$0$

C

$24$

D

$6$

E

The difference is infinitely large.

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