Sorites Paradox
(aka the paradox of the heap)
A pile of 10,000 grains of sand constitutes a heap; one grain does not. No problem so far, but it is impossible to put your finger on the number of grains at which a non-heap turns into a heap.
The paradox is an illustration of fuzzy logic, which recognises that although two categories may be quite clear at the extremes—e.g., heap/non-heap, good/bad, moral/immoral, tall/not tall; interrogation/torture, affection/abuse, punishment/abuse—there is no precise point at which one turns into the other; instead, there is a grey area, and dealing with these is one of the critical tests of judgment.
It is often assumed that truth is a black-and-white affair—something is either true or false, as in: children should be taught the difference between right and wrong. The Sorites paradox is an illustration of things being not so simple.
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