Radians This work is considered exceptional by our editorial staff.

May 3, 2018
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Although an angle in radians
seems a trivial quantity
compared to its degree equivalent,
it exceeds degrees in its elegance.

A tolerant, uncomplaining denominator
gracefully balances a weightless platform
on its invisible head,
while two abstract concrete pillars
point to the critical points
of a single cycle of a periodic function.






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