tag:blogger.com,1999:blog-57123846659301519822024-03-13T15:03:51.579-07:00XII-SEMANA DE LAS CIENCIAS. PENTOMINÓS PRIMARIA Alberto J. Pérezhttp://www.blogger.com/profile/17931622177190145099noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-5712384665930151982.post-56225792542816917682017-01-04T12:09:00.000-08:002017-01-04T12:09:38.038-08:00PENTOMINÓS Y VIDEO<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">PENTOMINÓS<o:p></o:p></span></b></div>
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<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">Coas doce pezas do xogo de pentominós pódense expor e resolver un gran número de problemas. Precisamente iso é o que os converteu nun interesante enigma.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">O pentominó é entón un xogo de 12 pezas que conforman gran número de enigmas do tipo dos crebacabezas. Un dos aspectos máis sorprendentes deste xogo é que se poden acomodar todas as pezas xuntas de maneiras inesperadas.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">Quizá resulte difícil imaxinar que coas 12 pezas pódese formar un rectángulo; máis aínda, que existe unha gran variedade de formas diferentes en que as 12 pezas poden ser acomodadas xuntas. Por exemplo, o rectángulo arriba mostrado está composto polas 12 pezas. Mide seis cadrados de ancho e dez cadrados de longo, polo que ten, entón, unha área de 70 cadrados. Existen máis de 2000 solucións distintas para armar ese rectángulo. Sorprendente, verdade? Haberá que tentar atopar outras das solucións.</span><o:p></o:p></div>
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float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 9pt;">Para identificar cada unha delas é común que se lles asignen nomes de letras, como fixo o mesmo Solomon W. Golomb, para poder designalas e lembralas con facilidade. Vexamos:<o:p></o:p></span></div>
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<a href="data:image/png;base64,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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de que es el pentominos" border="0" height="196" src="data:image/png;base64,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" style="background-color: transparent;" width="320" /></a></div>
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<span style="font-family: "verdana" , sans-serif; font-size: 12pt;"></span><span style="font-family: "verdana" , sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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Alberto J. Pérezhttp://www.blogger.com/profile/17931622177190145099noreply@blogger.com0