tag:blogger.com,1999:blog-4730773743666324035.post1176928208211659183..comments2023-11-16T13:20:00.273-03:00Comments on NĂºmeros y algo mas...: 159 - Un ejercito de cuadradosClaudiohttp://www.blogger.com/profile/08887776875701773421noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-4730773743666324035.post-35528188556630728782009-07-13T18:23:11.095-03:002009-07-13T18:23:11.095-03:00Correcto Daniel, esa era la respuesta.Correcto Daniel, esa era la respuesta.Claudiohttps://www.blogger.com/profile/08887776875701773421noreply@blogger.comtag:blogger.com,1999:blog-4730773743666324035.post-3215408231876829062009-07-13T17:08:59.191-03:002009-07-13T17:08:59.191-03:00La primera vez con dos incorporaciones seguidas cr...La primera vez con dos incorporaciones seguidas creo que es:<br />232 = 14^2 6^2<br />233 = 13^2 8^2<br />234 = 15^2 3^2<br /><br />Y la segunda pregunta:<br />800 = 28^2 4^2<br />801 = 24^2 15^2<br />802 = 21^2 19^2<br />808 = 22^2 18^2<br />809 = 28^2 5^2<br />810 = 27^2 9^2Daniel CQhttps://www.blogger.com/profile/05587799575920941898noreply@blogger.com