tag:blogger.com,1999:blog-28168432653988927602023-11-15T08:35:17.779-08:00telefonos para el 2015Anonymoushttp://www.blogger.com/profile/05980129905667322291noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-2816843265398892760.post-10074084769802531752014-12-08T09:38:00.000-08:002014-12-08T09:40:26.510-08:00barcos 2015Un <b>barco</b> es cualquier <a href="http://es.wikipedia.org/wiki/Construcci%C3%B3n" title="Construcción">construcción</a> <a href="http://es.wikipedia.org/wiki/Concavidad" title="Concavidad">cóncava</a> y <a href="http://es.wikipedia.org/wiki/Fusiforme" title="Fusiforme">fusiforme</a>, de <a href="http://es.wikipedia.org/wiki/Madera" title="Madera">madera</a>, <a href="http://es.wikipedia.org/wiki/Metal" title="Metal">metal</a>, <a href="http://es.wikipedia.org/wiki/Fibra_de_vidrio" title="Fibra de vidrio">fibra de vidrio</a> u otro material, incluso de <a href="http://es.wikipedia.org/wiki/Hormig%C3%B3n" title="Hormigón">hormigón</a>, como el <a href="http://es.wikipedia.org/wiki/SS_Faith" title="SS Faith">SS <i>Faith</i></a>, que por su forma es capaz de <a href="http://es.wikipedia.org/wiki/Flotabilidad" title="Flotabilidad">flotar</a> en el <a href="http://es.wikipedia.org/wiki/Agua" title="Agua">agua</a> y que se utiliza para navegar como <a href="http://es.wikipedia.org/wiki/Transporte" title="Transporte">medio de transporte</a>. Es, por consiguiente, un término genérico con el que se puede referir tanto a una ligera <a href="http://es.wikipedia.org/wiki/Canoa" title="Canoa">canoa</a> como a un <a href="http://es.wikipedia.org/wiki/Portaaviones" title="Portaaviones">portaaviones</a>.<br />
<img src="http://www.fondear.org/Brokers/Articulos%20Brokers/Nauttia/Nauttia_Numarine_03.jpg" height="212" id="irc_mi" style="margin-top: 91px;" width="481" />Anonymoushttp://www.blogger.com/profile/05980129905667322291noreply@blogger.com0tag:blogger.com,1999:blog-2816843265398892760.post-18432660444351327882014-12-01T09:31:00.001-08:002014-12-08T09:40:40.223-08:00los mejores telefonos<br />
<h3 style="color: blue;">
<b>El </b><b>teléfono es un dispositivo de <a href="http://es.wikipedia.org/wiki/Telecomunicaci%C3%B3n" title="Telecomunicación">telecomunicación</a> diseñado para transmitir señales acústicas a distancia por medio de señales eléctricas.</b></h3>
<h3 style="color: blue;">
<b>Durante mucho tiempo <a href="http://es.wikipedia.org/wiki/Alexander_Graham_Bell" title="Alexander Graham Bell">Alexander Graham Bell</a> fue considerado el inventor del teléfono, junto con <a href="http://es.wikipedia.org/wiki/Elisha_Gray" title="Elisha Gray">Elisha Gray</a>. Sin embargo Graham Bell no fue el inventor de este <a href="http://es.wikipedia.org/wiki/M%C3%A1quina" title="Máquina">aparato</a>, sino solamente el primero en <a href="http://es.wikipedia.org/wiki/Patente" title="Patente">patentarlo</a>.
Esto ocurrió en 1876. El 11 de junio de 2002 el Congreso de Estados
Unidos aprobó la resolución 269, por la que se reconocía que el inventor
del teléfono había sido <a href="http://es.wikipedia.org/wiki/Antonio_Meucci" title="Antonio Meucci">Antonio Meucci</a>, que lo llamó <i>teletrófono</i>, y no Alexander Graham Bell.<sup class="reference" id="cite_ref-1"><a href="http://es.wikipedia.org/wiki/Tel%C3%A9fono#cite_note-1">1</a></sup>
En 1871 Meucci solo pudo, por dificultades económicas, presentar una
breve descripción de su invento, pero no formalizar la patente ante la
Oficina de Patentes de <a href="http://es.wikipedia.org/wiki/Estados_Unidos" title="Estados Unidos">Estados Unidos</a>.</b></h3>
<h3 style="color: blue;">
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" 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Anonymoushttp://www.blogger.com/profile/05980129905667322291noreply@blogger.com0