Yes and No Answers besides the how many sides it has 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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC 4 5 6 Yes No no no Yes Yes no no no no no yes no no yes no yes yes no yes 484124345 484124345 484124345 484124345 484124345 484124345