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I want to be able to understand the Abel-Ruffini theorem, however to me it is quite complicated. I don't understand the correspondence between the Galois group associated with a quintic being unsolvable and the inability of the quintic to be expressed in a finite series of roots. If someone could give any intuition to the theorem or any helpful links I'd appreciate it.

J. W. Tanner
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uhhhhidk
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