Revision history of "Perfect set"

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  • (cur | prev) 15:43, 3 June 2009Mkelly1 (talk | contribs). . (864 bytes) (+864). . (New page: To understand what a '''perfect set''' is, one must understand the concept of a '''limit point''' (aka accumulation point). A point <math>p</math> is a limit point of a set S if for any si...)