tag:blogger.com,1999:blog-4228110157994480982024-02-07T00:32:46.384-03:00El blog de 5to. A-TacuarembóEs esta nuestra bitácora 2012, como navegantes que somos de este nuevo mundo, dejaremos aquí nuestra marca.EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-422811015799448098.post-53428812990691766832012-12-05T16:33:00.001-03:002012-12-05T16:34:55.031-03:00Así participamos en la velada...<ol>
<li>Bailando chacarera . Te invito a escucharla:<a href="https://soundcloud.com/quintoatacuarembo/el-chaqueo-palavecino-juan-de" target="_blank"> "Juan de la calle" de Chaqueño Palavecino</a></li>
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<li>Interpretando junto a 5to. B: "No todos los lobos son malos" junto a la profesora de italiano Ana Lima<span id="goog_723396656"></span><span id="goog_723396657"></span> <span id="goog_723396654"></span><span id="goog_723396655"></span> <span id="goog_723396649"></span><span id="goog_723396650"></span> </li>
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EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-739907566551953412012-12-05T14:06:00.002-03:002012-12-05T14:20:17.985-03:00PINTURAS EN NUESTRAS CARPETAS<div style="text-align: center;">
<b><span style="color: #cc0000;"><span style="font-size: large;"><span style="font-family: Georgia,"Times New Roman",serif;">Para ir pensando...</span></span></span></b></div>
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<b><span style="color: #cc0000;"><span style="font-size: large;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span style="font-size: large;">P.Mondrain:</span></span></span></span></span></b></div>
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<span style="font-size: large;"><b>P.Viera:</b></span><br />
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<b><span style="color: #cc0000;"><span style="font-size: large;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span style="font-size: large;">J. Miró:</span></span></span></span></span></b></div>
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<b><span style="font-size: large;">Mandalas</span></b>:<br />
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<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-78042167635621926762012-11-15T08:22:00.000-03:002012-11-15T08:22:19.033-03:00MAtemática-Operaciones<div style="color: #a64d79; font-family: "Trebuchet MS",sans-serif;">
<u><span style="font-size: large;">Proporcionalidad directa</span></u></div>
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Ingresa a Portal Educativo de Chile (Educarchile), lee y realiza las propuestas. <a href="http://www.educarchile.cl/Portal.Base/Web/VerContenido.aspx?GUID=8e1fd940-1f8d-4fa0-9632-90eec1538b9c&ID=191859" target="_blank">Haz clic aquí</a>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-57102677871714814682012-11-06T19:39:00.003-03:002012-11-06T19:39:57.068-03:00Biología<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpbMSo_t8XkyOqv1KdB5jIP2IWmNssPfKFLBc0RLfzIBJXe6tNfU5H3qmULrgp7RBVCMl02nIj1R0-r0KsEvt_Ib92B_MrMNyQ1cyF8MWXhyAlrSLWhTvxHBMj8bSy_Zj0ltZVv9xVa_fF/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpbMSo_t8XkyOqv1KdB5jIP2IWmNssPfKFLBc0RLfzIBJXe6tNfU5H3qmULrgp7RBVCMl02nIj1R0-r0KsEvt_Ib92B_MrMNyQ1cyF8MWXhyAlrSLWhTvxHBMj8bSy_Zj0ltZVv9xVa_fF/s1600/images.jpeg" /></a></div>
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<span style="color: #cc0000;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: large;">Para contestarnos algunas preguntas:</span></span></span></div>
<div style="text-align: center;">
<a href="http://endrino.pntic.mec.es/hotp0054/ernestosuarez/genitalfemeninomultiseleccion.htm" target="_blank"><br /></a></div>
<ul>
<li><a href="http://endrino.pntic.mec.es/hotp0054/ernestosuarez/genitalfemeninomultiseleccion.htm" target="_blank">Aquí para aparato reproductor femenino</a></li>
<li><a href="http://endrino.pntic.mec.es/hotp0054/ernestosuarez/genitalmasculinomultiseleccion.htm" target="_blank">Aquí para aparato reproductor masculino</a> </li>
</ul>
<br />
<ul>
<li><a href="http://endrino.pntic.mec.es/hotp0054/ernestosuarez/celulasreproductorasordenarelementos.htm" target="_blank">Aquí para saber como funcionan los aparatos reproductores </a></li>
</ul>
<br />
<ul>
<li>Aquí para ver sobre<a href="http://www.youtube.com/watch?v=TA6BVQGwP5U" target="_blank"> "Fecundación" </a></li>
</ul>
EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-70918597341093962042012-11-01T08:04:00.000-03:002012-11-01T08:04:01.287-03:00Productos de la Miniquest: Modelos tridimensionales de eclipses<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqyRjEuwJDiP9sEyriiQthuCK2WYliPv4bLDwZql3sKVxr-wj5bpkc_aYeOGSe2m1JHKjlrzePAykTu8vE_BzmyImbOFdvbTsZg6ccHRPvp4p8QRNjmx8UGBMgsqEqKpP0qq-7YfzFaUtq/s1600/maqueta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqyRjEuwJDiP9sEyriiQthuCK2WYliPv4bLDwZql3sKVxr-wj5bpkc_aYeOGSe2m1JHKjlrzePAykTu8vE_BzmyImbOFdvbTsZg6ccHRPvp4p8QRNjmx8UGBMgsqEqKpP0qq-7YfzFaUtq/s320/maqueta.jpg" width="320" /></a></div>
<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-66222880020487081232012-10-31T08:36:00.001-03:002012-10-31T08:39:22.462-03:00Matemática<div style="text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"><u><b><span style="color: red;">Te invito a conocer más las fracciones equivalentes</span></b></u></span></div>
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<span style="color: black;"></span><br /></div>
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<span style="color: black;"></span><br /></div>
<div style="text-align: left;">
<span style="color: black;">Sigue este enlace y juega para aprender: <a href="http://www.educaplus.org/play-89-Fracciones-equivalentes.htm" target="_blank">Fracciones equivalentes</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAkp8IGLw7zvE8cToGgL4xvNanyXSOunGcUypM9iofuZ9MR0-vV3-X1VL_uPmhMIFs_hy8xkJ-VsVpgqfXgF0wKPru41Y5Db1OkgKzsiUfeDk8lB7te8iZ4lMl5gay0q9tuzsuIq3VDKMe/s1600/Equivalentes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAkp8IGLw7zvE8cToGgL4xvNanyXSOunGcUypM9iofuZ9MR0-vV3-X1VL_uPmhMIFs_hy8xkJ-VsVpgqfXgF0wKPru41Y5Db1OkgKzsiUfeDk8lB7te8iZ4lMl5gay0q9tuzsuIq3VDKMe/s320/Equivalentes.jpg" width="320" /></a></div>
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EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-41906717035746173922012-10-27T13:13:00.003-03:002012-10-27T13:13:21.644-03:00Astronomía<div class="separator" style="clear: both; text-align: center;">
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<span style="color: purple;"><u><span style="font-size: large;"><span style="font-family: Georgia,"Times New Roman",serif;">Te envito a trabajar con los astros</span></span></u></span></div>
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<span style="font-size: large;">Aquí está el enlace para acceder a la miniquest:<a href="http://phpwebquest.org/newphp/miniquest/soporte_tabbed_m.php?id_actividad=27354&id_pagina=1" target="_blank"> Eclipses</a></span></div>
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EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-56434964491842823492012-10-21T21:36:00.003-03:002012-10-21T21:36:48.119-03:00"Combate de San José" de Diógenes Hequet<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">En esta obra el artista Diógenes Hequet recreó la lucha entre las
tropas españolas y las orientales, el 25 de abril de 1811, por el
control de San José. Se observa la iglesia y el cabildo de la ciudad así
como las trincheras que habían excavado los españoles. <br />
La toma de la ciudad de San José fue uno de los combates más importantes
de las primeras semanas de la revolución oriental. La localidad
constituía un importante punto geográfico que permitía controlar las
comunicaciones entre Montevideo y el interior de la Banda Oriental. Como
producto de las heridas que sufrió en este episodio murió el primo de
José Artigas, Manuel Artigas. </span></span></div>
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EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-65278103059410287402012-10-21T21:18:00.003-03:002012-10-21T21:26:37.979-03:00Proclama de Mercedes- Abril de 1811<br />
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<span style="font-size: small;">Proclama de Mercedes</span></div>
<br />Leales y esforzados compatriotas de la Banda Oriental del Río de la Plata: vuestro<br />heroyco entusiasmado patriotismo ocupa el primer lugar en las elevadas atenciones de la Exma. Junta de Buenos Ayres, que tan dignamente nos regentea. Esta, movida del alto concepto de vuestra felicidad, os dirige todos los auxilios necesarios para perfeccionar la grande obra que habéis empezado; y que continuando con la heroycidad, que es análoga a vuestros honrados sentimientos, exterminéis a esos genios díscolos opresores de nuestro suelo, y refractarios de los derechos de nuestra respetable sociedad. Dineros, municiones y tres mil patriotas aguerridos son los primeros socorros con que la Exma. Junta os da una prueba nada equívoca del interés que toma en vuestra prosperidad: esto lo tenéis a la vista, desmintiendo las fabulosas expresiones con que os habla el fatuo Elío, en su proclama del 20 de marzo. Nada más doloroso a su vista, y a la de todos sus facciosos, que el ver marchar con pasos magestuosos, esta legión de valientes patriotas, que acompañados de vosotros van a disipar sus ambiciosos proyectos; y a sacar a sus hermanos de la opresión en que gimen, bajo la tiranía de su despótico gobierno.<br />Para conseguir el feliz éxito, y la deseada felicidad a que aspiramos, os recomiendo a<br />nombre de la Exma. Junta vuestra protectora, y en el de nuestro amado xefe, una unión fraternal, y ciego obedecimiento a las superiores órdenes de los jefes, que os vienen a preparar laureles inmortales. Unión, caros compatriotas, y estad seguros de la victoria. He convocado a todos los compatriotas caracterizados de la campaña; y todos, todos se ofrecen con sus personas y bienes, a contribuir a la defensa de nuestra justa causa.<br />¡A la empresa compatriotas! Que el triunfo es nuestro: vencer o morir sea nuestra cifra;<br />y tiemblen esos tiranos de haber excitado vuestro enojo, sin advertir que los americanos del Sur, están dispuestos a defender su patria; y a morir antes con honor, que vivir con ignominia en afrentoso cautiverio.<br />
<br />Quartel general de Mercedes, 11 de abril de 1811.<br />José ArtigasEL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-82192809071299277492012-10-09T20:58:00.002-03:002012-10-09T20:58:17.012-03:00Observando obras<span style="color: #cc0000;"><span style="font-size: large;">Con lo que has observado en la entrada anterior, clasifica estas obras por los colores seleccionados por sus autores:</span></span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Leonid Afremov</span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Magali Tello</span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Pablo Picasso</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9sBVD4M0TotnoepBBbz6Rk3nfXUio9mAeUkTd5kKGNFuA2ViKH0foNr89SyELx06mHOwYNb1nUeI2Ol5AdnnS7eE9UyP5jjzrjlnmS9uTEpLyBx2Fm21L6qiCnqYt6bzBW0CdAgZAJ-Pr/s1600/pintura4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9sBVD4M0TotnoepBBbz6Rk3nfXUio9mAeUkTd5kKGNFuA2ViKH0foNr89SyELx06mHOwYNb1nUeI2Ol5AdnnS7eE9UyP5jjzrjlnmS9uTEpLyBx2Fm21L6qiCnqYt6bzBW0CdAgZAJ-Pr/s400/pintura4.jpg" width="298" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Miller Riascos</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiztadcwxFC0Ooru00KqoAe7UWw3zO0fbhbcMY4lz3Gn_2GOvrW0rDXUUTUmSuWoR4aAHd-hDLBJq3i7yXbVV_5APn0FvTnXhCBzqheDy8jVMwjgTcRmYEz8V8oVwTY4_s5E1UrltIezPpB/s1600/pintura3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiztadcwxFC0Ooru00KqoAe7UWw3zO0fbhbcMY4lz3Gn_2GOvrW0rDXUUTUmSuWoR4aAHd-hDLBJq3i7yXbVV_5APn0FvTnXhCBzqheDy8jVMwjgTcRmYEz8V8oVwTY4_s5E1UrltIezPpB/s320/pintura3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Robert Mertens</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMn7Av1riaL4ECpjP3HWlxLv2nwgiEIpexXxRTEn16RpmsYg9t28C5kRWgJf5EdiDaCud8uyRaOH9IG_wgXrudwPseMVnCGN3Aat8Z-TAnqPLABxgJECM2OhCYzLUbx5qK2r9B_OafQDp9/s1600/pintura2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMn7Av1riaL4ECpjP3HWlxLv2nwgiEIpexXxRTEn16RpmsYg9t28C5kRWgJf5EdiDaCud8uyRaOH9IG_wgXrudwPseMVnCGN3Aat8Z-TAnqPLABxgJECM2OhCYzLUbx5qK2r9B_OafQDp9/s320/pintura2.jpg" width="278" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Daniel Castro Cuccuini</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpVuzevjA5gXAAdY5qbJDUIyDc0m6luMz4IGBvWs6fCQ32pBaf9tbbW2D2V87YvhD3Wmg9goiKb_3KX3lY087VoP_CH7SacrSjA6_IhIuZsVIVVHQv81Y3PXDkc1AraoFgQg6cqPYMWrsd/s1600/pintura1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpVuzevjA5gXAAdY5qbJDUIyDc0m6luMz4IGBvWs6fCQ32pBaf9tbbW2D2V87YvhD3Wmg9goiKb_3KX3lY087VoP_CH7SacrSjA6_IhIuZsVIVVHQv81Y3PXDkc1AraoFgQg6cqPYMWrsd/s320/pintura1.jpg" width="269" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Piet Mondrain</span></td></tr>
</tbody></table>
<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-53670844134629412522012-10-09T20:43:00.000-03:002012-10-09T20:43:18.637-03:00¿Qué es el color?“El color es luz” dice Newton y lo demuestra experimentando con prismas y descomponiendo la luz blanca.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjAo7XHKzxAqMplN6UvrzI7DEwnbFOCx_S3IT7MCIH3CDI03W2_YdGrt26oUuRtqpCe05ZTTiDMSkug6OwtiVl4AXMP9R-fvaeo_JxJ7gdh3WPOVqj0YfHWdrV98nGNlAOxcGISXc4aKay/s1600/espectro+de+newton.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjAo7XHKzxAqMplN6UvrzI7DEwnbFOCx_S3IT7MCIH3CDI03W2_YdGrt26oUuRtqpCe05ZTTiDMSkug6OwtiVl4AXMP9R-fvaeo_JxJ7gdh3WPOVqj0YfHWdrV98nGNlAOxcGISXc4aKay/s320/espectro+de+newton.jpg" width="320" /></a></div>
<br />“La pintura es color”, dice el artista Delacroix y asegura poder pintar una Venus de piel blanca, utilizando el fango como pigmento.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq8QShavwSJUBeDWHuv34KmuH-HlJ4VXr1ddQs0BOkGBdebTX4dMAXmJ-JFZTzSOLhxnE7eRsjJEAa4xN0KUvH6ju_W1QKIx32Dj-g5F2YiBoXXXl2HJBLJlNBoc9JIigYofl9nGLKbLms/s1600/vesnus+delacriox.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq8QShavwSJUBeDWHuv34KmuH-HlJ4VXr1ddQs0BOkGBdebTX4dMAXmJ-JFZTzSOLhxnE7eRsjJEAa4xN0KUvH6ju_W1QKIx32Dj-g5F2YiBoXXXl2HJBLJlNBoc9JIigYofl9nGLKbLms/s1600/vesnus+delacriox.jpg" /></a></div>
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Tendríamos entonces dos enfoques según se adhiera a una u otra postura:<br />
*COLOR-LUZ<br />
*COLOR-MATERIA <br />
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Un ejemplo claro de los dos enfoques podemos apreciarlo en la conceptualización del BLANCO y el NEGRO.<br />
El blanco, desde la Física, es la suma de todos los colores (experiencia del Disco de Newton)<br />
En el mundo del color- pigmento, el blanco es la ausencia del color, el lienzo virgen.<br />El negro, desde la Física, es la ausencia de color, en cambio en pintura, el negro se forma con la mezcla de todos los colores.<br />
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<i><span style="color: #990000;"> <b>El color, la luz, son elementos plásticos que el artista utiliza para expresar algo y/o lograr determinado impacto en el observador.</b></span></i><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3zS60ISmsD3N0hz24AjdpoCBBpCwC3-PVr5m7y2aZhOFG3LAcQ1yxhPDg3vMC8GK5jhOkU2XZg9BhWUJe6LPnFP3uGxATf6bbvu1VHncY0Gz9X2-t-pcGtWiEVUhWmHwruAANUbAkVHpz/s1600/colores-primarios4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3zS60ISmsD3N0hz24AjdpoCBBpCwC3-PVr5m7y2aZhOFG3LAcQ1yxhPDg3vMC8GK5jhOkU2XZg9BhWUJe6LPnFP3uGxATf6bbvu1VHncY0Gz9X2-t-pcGtWiEVUhWmHwruAANUbAkVHpz/s1600/colores-primarios4.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Colores primarios</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2DH3AinwluhQMIrUGZNVx3dlrszf1OAByT2AvvB8ZI0H3y72JdwO4jICgqn1tkTp4rGmwW0nprqja9LCxc7dgJkWtA7YYn4bcK4P-gV7T-P2Drmpqv9HrxwNOklB9_cL5Z1qWJgy3XNVC/s1600/colores-sec.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2DH3AinwluhQMIrUGZNVx3dlrszf1OAByT2AvvB8ZI0H3y72JdwO4jICgqn1tkTp4rGmwW0nprqja9LCxc7dgJkWtA7YYn4bcK4P-gV7T-P2Drmpqv9HrxwNOklB9_cL5Z1qWJgy3XNVC/s1600/colores-sec.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Colores secundarios</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0prj1iYZ-IbfCBg81AzxHTURVXf156-z1WH7tNUmjVjA5_oF9T88C1Eh3vrbGVH1UhpOPVwLJkDArUiHU0IJ2IqJifJFr4r3GJ-Yc0OqWFoRU5iG8bl_PVVNDoPo_0emxb9gM5Av80a2W/s1600/colores-terciarios.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg17_fVmwRKu8c8PL9_eZ0PS36jC8lxIpSGezZe_ULUbrIHoRoVXTVW4lEjYEjQRABu_B9DRIPoDRpF2K1UddC7WeLdtkbpCglMlVOENGmAuEzk5EJCK3cgbHZBknVgm3SmVLu6_1WRxrPw/s1600/colores-complementarios.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg17_fVmwRKu8c8PL9_eZ0PS36jC8lxIpSGezZe_ULUbrIHoRoVXTVW4lEjYEjQRABu_B9DRIPoDRpF2K1UddC7WeLdtkbpCglMlVOENGmAuEzk5EJCK3cgbHZBknVgm3SmVLu6_1WRxrPw/s400/colores-complementarios.jpg" width="400" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Colores complementarios </span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0prj1iYZ-IbfCBg81AzxHTURVXf156-z1WH7tNUmjVjA5_oF9T88C1Eh3vrbGVH1UhpOPVwLJkDArUiHU0IJ2IqJifJFr4r3GJ-Yc0OqWFoRU5iG8bl_PVVNDoPo_0emxb9gM5Av80a2W/s1600/colores-terciarios.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0prj1iYZ-IbfCBg81AzxHTURVXf156-z1WH7tNUmjVjA5_oF9T88C1Eh3vrbGVH1UhpOPVwLJkDArUiHU0IJ2IqJifJFr4r3GJ-Yc0OqWFoRU5iG8bl_PVVNDoPo_0emxb9gM5Av80a2W/s1600/colores-terciarios.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0prj1iYZ-IbfCBg81AzxHTURVXf156-z1WH7tNUmjVjA5_oF9T88C1Eh3vrbGVH1UhpOPVwLJkDArUiHU0IJ2IqJifJFr4r3GJ-Yc0OqWFoRU5iG8bl_PVVNDoPo_0emxb9gM5Av80a2W/s400/colores-terciarios.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Colores terciarios</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgesJRfltx6G6AX8qJXXsVG1HfJTqJHg35-fgP5iHvJGdLXFn7CpePtf4esFkHpVm85vYgA2Ptb6Bc81Sazx-0ab9T12VbEUmbpvnoWKhz1tRdP2DesUvwK3pGkvi6ybxlaRl3zblV5TT4g/s1600/crom%C3%A1tico.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgesJRfltx6G6AX8qJXXsVG1HfJTqJHg35-fgP5iHvJGdLXFn7CpePtf4esFkHpVm85vYgA2Ptb6Bc81Sazx-0ab9T12VbEUmbpvnoWKhz1tRdP2DesUvwK3pGkvi6ybxlaRl3zblV5TT4g/s320/crom%C3%A1tico.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Círculo cromático</span></td><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"> </span></td><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"> </span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Bg7ci_r_HAhmMz58n4o4SdoxI03AmYjf2RzHlcuvnVh4wDcHk7JifyUQ6daKolWhWhl8_TMem3A-15Kt60KOoJlUl35C9Lly9TTNzD_XtmDOCiOm_EhFiHASxISxeechlmaJLDUUjVMv/s1600/acrom%C3%A1ticos.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Bg7ci_r_HAhmMz58n4o4SdoxI03AmYjf2RzHlcuvnVh4wDcHk7JifyUQ6daKolWhWhl8_TMem3A-15Kt60KOoJlUl35C9Lly9TTNzD_XtmDOCiOm_EhFiHASxISxeechlmaJLDUUjVMv/s1600/acrom%C3%A1ticos.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Acromáticos</span></td></tr>
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EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-55755079011256113522012-10-05T07:15:00.003-03:002012-10-05T07:15:39.116-03:00Evitando desastres<a href="http://www.stopdisastersgame.org/es/playgame.html" target="_blank">Realiza un clic aquí y descubre este juego</a>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-64258894828979340832012-09-28T06:24:00.001-03:002012-09-28T06:24:40.803-03:00Fabricando modelos<div align="center">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i><span style="color: #330099;">Grupo 1-3-5</span></i></b></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i><span style="color: #330099;">Materiales</span> </i></b></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i> </i></b></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i>Botella
de refresco</i></b></span><span style="font-size: small;"><b><i><span style="font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span></div>
<div align="justify">
<span style="font-size: small;"><b><i><span style="font-family: Arial, Helvetica, sans-serif;">Globos</span></i></b></span><b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b></div>
<div align="justify">
<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Plastilina para sellar </span></span></i></b></div>
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<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Sorbitos </span></span></i></b><span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"></span></i></b></span><span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span></div>
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<span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span></div>
<div align="justify">
<span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Realización
práctica</span></span></i></b></span></div>
<div align="justify">
<ul>
<li>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong><em>1.-Tomar la botella y cortarle el fondo,hacer un agujero en la tapa.</em></strong></span></div>
</li>
<li>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong><em>2.-</em></strong>
<em><strong>Cortamos uno de los globos por la mitad. Estiramos
la parte ancha del globo y la colocamos en la parte inferior
de la botella como si fuera la tapa de un tambor. </strong></em></span></div>
</li>
<li>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong>3.-
Coloca otro globo en la boca de la botella permitiendo que
cuelgue hacia adentro. Doblar por fuera de la abertura para
que quede fijo.</strong></em></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong> </strong></em></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong> </strong></em></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong> </strong></em></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img align="middle" alt="" border="0" class="th imgthumb3" height="320" id="imgthumb3" src="data:image/jpeg;base64,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" style="display: inline-block; height: 120px; margin: 0px auto; width: 90px;" title="http://www.institutoculturalsucre.net/extrafiles/ECIT/biologia/bloque3/exp1/documentos/aparatoRespiratorio.HTM" width="240" /> </td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Modelo terminado</b></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<ul>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ejerce presión hacia adentro en el globo que se encuentra en la parte inferior de la botella. Observa y registra</span></span></b></i></li>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ejerce, ahora presión hacia afuera. Observa y registra.</span></span></b></i></li>
</ul>
<br />
<i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: blue;">A pensar:</span> </span></span></b></i><br />
<ol>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Identifica en el modelo los órganos correspondientes</span></span></b></i></li>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Identifica tus acciones con la respiración </span></span></b></i></li>
</ol>
</li>
</ul>
<span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b></span></div>
<div align="justify">
<span style="font-family: Comic Sans MS;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b></span></div>
<div style="text-align: center;">
<span style="font-family: Comic Sans MS; font-size: large;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;">Grupo 2 -4-6</span></i></b></span></div>
<div style="text-align: center;">
<span style="font-family: Comic Sans MS; font-size: large;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span></div>
<div style="text-align: justify;">
<span style="font-family: Comic Sans MS; font-size: large;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span><div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i><span style="color: #330099;">Materiales</span> </i></b></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i> </i></b></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b><i>Botella
de refresco</i></b></span><span style="font-size: small;"><b><i><span style="font-family: Arial, Helvetica, sans-serif;"> </span></i></b></span></div>
<div align="justify">
<span style="font-size: small;"><b><i><span style="font-family: Arial, Helvetica, sans-serif;">Globos</span></i></b></span><b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b></div>
<div align="justify">
<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Plastilina para sellar </span></span></i></b></div>
<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Sorbitos</span></span></i></b></div>
<div style="text-align: justify;">
<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b></div>
<div style="text-align: justify;">
<b><i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"> </span></span></i></b><div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i><span style="color: #330099; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Realización
práctica</span></span></i></b><strong><em> </em></strong></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong><em>1.-Tomar la botella y cortarle el fondo,hacer un agujero en la tapa.</em></strong></span></div>
<div align="justify">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong><em>2.-</em></strong>
<em><strong>Cortamos uno de los globos por la mitad. Estiramos
la parte ancha del globo y la colocamos en la parte inferior
de la botella como si fuera la tapa de un tambor. </strong></em></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong>3.-Elabora con los sorbitos un sistema en forma de "Y" invertida y en cada uno de los extremos sujeta un globo.</strong></em></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong>4.-Sujeta el dispositivo a la tapa de la botella, con el extremos sobresaliendo. </strong></em></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong><br /></strong></em></span></div>
<div style="text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMx6Ehon3J34nt1qfkNXz8M8J9AWDghV0agjchWFnUOSqVHLtJ9ahvhz_a2dC6akagWl_jYoI_hAJKJHkF9n28GGQxmEvLHBTuYrUR0LvFd7HgctjCTy4xRsgoZZ0_PI7rsNhsmDOgw7E/s1600/exper1_19.gif" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Modelo terminado</b></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br /><ul>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ejerce presión hacia adentro en el globo que se encuentra en la parte inferior de la botella. Observa y registra</span></span></b></i></li>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ejerce, ahora presión hacia afuera. Observa y registra.</span></span></b></i></li>
</ul>
<br />
<i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: blue;">A pensar:</span> </span></span></b></i><br />
<ol>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Identifica en el modelo los órganos correspondientes</span></span></b></i></li>
<li><i><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Identifica tus acciones con la respiración </span></span></b></i></li>
</ol>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong><br /></strong></em></span></div>
EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-87639295155295930942012-09-09T18:14:00.002-03:002012-09-09T18:14:22.296-03:00Basta de Bullying,denúncialo!!!<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="395" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_RKVtziTe_m7Dxz4qeT2CMEYr1iUK919ZosigQPSCu1ViYeMMBV8VWSWeFkZ0iRpjooO3mG89R_H8BowyMG9arLmnUJ5SYnVS8K1KicPP1pyjD6JioJbPtuIAaM8tQdXKxKYwXo-sIWc3/s400/Dibujo.JPG" width="400" /> </div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #741b47;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><a href="http://www.bastadebullying.com/parents.php#guiaParaPadres" target="_blank">No te quedes callado/a</a> </span></span></span></div>
<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-58174866129148751012012-09-03T16:20:00.004-03:002012-09-03T16:20:51.421-03:00Para aplicar lo aprendidoObserva este video y elabora el protocolo:<br />
<br />
<br />
<br />
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/AdWOBQRXGcg" width="420"></iframe>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-60417600544616868042012-08-27T22:36:00.002-03:002012-08-27T22:36:14.369-03:00Para leer juntos...<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjdidgQRRVW6JumnCDUKwEoxIpALLng8SMJnjfkoTVqCzlFehnZ1Q03EhldQcp6i4UZ7QXcBPGZAvM1YRC7nhqwE_8lOPllnEtepgElFZ5_4wSxgAlI23rySYtHE-oPm8O1Kk7I41Vtq3Q/s1600/Prevenir+y+cuidarnos.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="444" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjdidgQRRVW6JumnCDUKwEoxIpALLng8SMJnjfkoTVqCzlFehnZ1Q03EhldQcp6i4UZ7QXcBPGZAvM1YRC7nhqwE_8lOPllnEtepgElFZ5_4wSxgAlI23rySYtHE-oPm8O1Kk7I41Vtq3Q/s640/Prevenir+y+cuidarnos.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Misión de todos los días: prevenir y cuidarnos</td></tr>
</tbody></table>
<div style="text-align: center;">
<br /></div>
EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-45607747768874954862012-08-19T22:35:00.001-03:002012-08-19T22:35:23.549-03:00Un poquito de Scratch<img alt="" height="320" 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" width="278" /><span style="color: #cc0000; font-family: "Trebuchet MS",sans-serif; font-size: large;"> Pare inventar, crear y aprender!!</span><br />
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<span style="color: #cc0000; font-family: "Trebuchet MS",sans-serif; font-size: large;"><span style="color: black;">Para seguir los pasos:</span></span><br />
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</span>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-52143924979252523482012-08-17T10:22:00.001-03:002012-08-17T10:29:53.683-03:00Producto de Miniquest<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7gd_BsRSGrhzpTeGTohtE4LTtBbaSjZv8VSlVUPAfrgaOjcGcvgNEQpVhLFxkS6ecuNkmtKU0UDomZAdhntQzLEfvqY3vDjLDh9UHbqT1ntMPGGG0UZ40Xj0UXw8qUEq8XmaYfldc0IdR/s1600/+Lucia,Jose+y+Juliana+%28PNG%29.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7gd_BsRSGrhzpTeGTohtE4LTtBbaSjZv8VSlVUPAfrgaOjcGcvgNEQpVhLFxkS6ecuNkmtKU0UDomZAdhntQzLEfvqY3vDjLDh9UHbqT1ntMPGGG0UZ40Xj0UXw8qUEq8XmaYfldc0IdR/s320/+Lucia,Jose+y+Juliana+%28PNG%29.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Actividad en Laberinto de José, Lucía y Juliana</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixPphBj7EgvO0TEHjSp1KO8NnG-59vc2A4aMcxaZDH9kHet3jpSjxietG6Ymw16DBD9GfU5XDhX6jDEZCfdQKUpyMD8lSfgw1YADbu1_W1zpEuqtTr4JkxywSbKcistEBKnTNJMCjXiMZT/s1600/Actividad+Laberinto-kevin.anthony+%28PNG%29.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixPphBj7EgvO0TEHjSp1KO8NnG-59vc2A4aMcxaZDH9kHet3jpSjxietG6Ymw16DBD9GfU5XDhX6jDEZCfdQKUpyMD8lSfgw1YADbu1_W1zpEuqtTr4JkxywSbKcistEBKnTNJMCjXiMZT/s320/Actividad+Laberinto-kevin.anthony+%28PNG%29.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"> Actividad en Laberinto de Kevin y Anthony<br />
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</tbody></table>
<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-86013514237847776782012-08-16T22:08:00.003-03:002012-08-16T22:08:58.391-03:00Miniquest: Aprendiendo más sobre Italia<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"><a href="http://phpwebquest.org/newphp/miniquest/soporte_horizontal_m.php?id_actividad=16377&id_pagina=1" target="_blank">S<span style="font-size: x-large;">igue este enlace y realiza las actividades propuestas</span></a></span>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-49496060465315587412012-08-06T20:31:00.003-03:002012-08-06T20:33:04.715-03:00En la semana de la lactancia materna<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC7Mb3P2AdXvt5msl1g4WZtxEXPycLUQQ5-XqeROSuJ20YfsJFzctgW8Umxc3PSZZN1WgeK4VRQlWswikQki4l2xefDZ3y3SLOPP4rFsrNrW5BSiyV0xUccXS5zAkc7NQJXDQrY3rJZxmB/s1600/las+dos+madres.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC7Mb3P2AdXvt5msl1g4WZtxEXPycLUQQ5-XqeROSuJ20YfsJFzctgW8Umxc3PSZZN1WgeK4VRQlWswikQki4l2xefDZ3y3SLOPP4rFsrNrW5BSiyV0xUccXS5zAkc7NQJXDQrY3rJZxmB/s400/las+dos+madres.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Las dos madres- Giovanni Segantini (1889)</b></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-44621079906964597252012-08-03T11:58:00.003-03:002012-08-03T19:23:43.851-03:00Música en los JJOO<div style="color: purple; font-family: "Courier New",Courier,monospace; text-align: center;">
<span style="font-size: x-large;">La música en los Juegos Olímpicos</span></div>
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<span style="font-size: large;">Hemos escuchado temas que acompañan los juegos hoy y ayer.</span></div>
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<span style="font-size: large;">On a rainbow, canción de las mascotas olímpicas, aquí la canción y la historia que cuenta</span></div>
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/aYLpp_BUn_o" width="560"></iframe><br />
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<span style="font-size: large;"><a href="http://youtu.be/EfK-WX2pa8c" target="_blank">Canción oficial de los JJOO Londres 2012</a></span></div>
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<span style="font-size: large;"><a href="http://youtu.be/1FT8FCIjn2E" target="_blank">Himno a Némesis- Juegos en la antigua Grecia</a></span></div>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-55397615714449214502012-08-01T23:25:00.007-03:002012-08-01T23:37:35.452-03:00Para ayudarnos a pensar...<br />
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<span style="color: black;"><i><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;">La Vuelta al Mundo en 80 Días</span></i><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;">
es el relato de las aventuras de Phileas Fogg y su sirviente Picaporte
cuando ambos se embarcan a cumplir con la hipótesis y la apuesta de que
era posible dar la vuelta al mundo en 80 días.</span></span></div>
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<span style="color: black;"><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;"></span></span><span style="color: black;"><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;">El 2 de octubre de 1872 </span></span><span style="color: black;"><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;">a
las 7:50 de la noche, Phileas Fogg le avisaba a Picaporte que debían
viajar sin cesar para recorrer la Tierra en 80 días y le encargó su
maletín con 20000 libras para gastos de viaje. En la estación de trenes,
los amigos de Fogg lo despidieron para comprobar semejante hazaña, la
cual pronto se convirtió en noticia para todos los periódicos de lar
egión.</span></span></div>
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<span style="color: black;"><span lang="ES-TRAD" style="color: black; font-family: Arial; font-size: 10pt;"></span> </span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jrnxEAieRC4ngR90iaoV7ywfdxY1KKMA1NWSBHy6pjUWnDqz20EL1fVrmjjZNt-LfmZMOOUWxZULLvUZE3HQqZ-EI6BEKjoCsO01QAiY4GW7kOq8rRAE4ZlIb2iK8WfyMrZdj-8sgqFY/s1600/800px-Around_the_World_in_Eighty_Days_map.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jrnxEAieRC4ngR90iaoV7ywfdxY1KKMA1NWSBHy6pjUWnDqz20EL1fVrmjjZNt-LfmZMOOUWxZULLvUZE3HQqZ-EI6BEKjoCsO01QAiY4GW7kOq8rRAE4ZlIb2iK8WfyMrZdj-8sgqFY/s640/800px-Around_the_World_in_Eighty_Days_map.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Recorrido de Phileas Fogg - Salida de Londres y de regreso-<br />
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<br />EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-74610630617864901062012-08-01T23:19:00.003-03:002012-08-01T23:20:10.299-03:00Recorriendo el tiempo..<div style="text-align: center;">
<u><b><span style="color: #351c75; font-size: large;">Para realizar en equipo</span></b></u></div>
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<u><b><span style="color: #351c75; font-size: large;">"Vida y costumbres de la sociedad colonial" </span></b></u></div>
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Texto 1-</div>
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<span style="font-size: small;"><b><span style="line-height: 115%;">“Mate
con cascarilla”</span></b></span></div>
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<span style="font-size: small;">Respecto
al mate y las costumbres de los siglos XVIII y XIX un inglés desconocido dice: El
mate es la poción matutina de todos los grupos y el regalo vespertino de la
mayoría de las gentes; se hace de una hierba que crece en esta parte de América
y que se produce en Paraguay. Se seca y se prepara de la siguiente manera: las
tazas en las cuales se sirve están hechas de
pequeñas calabazas adornadas según la riqueza del poseedor. Parte de la
hierba se pone en una de esas tazas con la suficiente cantidad de azúcar y un
poco de agua fría, después de un rato se le agrega agua hirviendo, y habiéndose
desmenuzado la hierba, se bebe el líquido con una pipa provista de un colador
en una extremidad; de esta manera se llena varias veces de agua y nuevos
agregados de azúcar. Se acostumbra agregarle unas gotas de limón o de naranja.
Todos los participantes de una reunión lo sorben sucesivamente a través de la
misma pipa; así el mate viaja alrededor de los concurrentes hasta que todos
están satisfechos. </span></div>
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<span style="font-size: small;"><b><span style="line-height: 115%;"> <span style="font-size: x-small;">Adaptado de
“Los tiempos de Artigas”, Tomo I, de Ana Ribeiro</span></span></b></span></div>
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<span style="font-size: small;"><b><span style="line-height: 115%;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Texto 2- </span></span></span></span></b></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEfEBhQVRea0pUTDeqOnCgI0JUTVRzDiX6SQUtLa2xeBYKTC914Na4Qj-L_amJAhmKUrbtK24xcWPozlY-GCwJWcdXksNsgwwsVTc2Jgvxqmd47D5sC33Z0zyG-iobBJawi7uzs8RcJYzy/s1600/estancia.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="457" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEfEBhQVRea0pUTDeqOnCgI0JUTVRzDiX6SQUtLa2xeBYKTC914Na4Qj-L_amJAhmKUrbtK24xcWPozlY-GCwJWcdXksNsgwwsVTc2Jgvxqmd47D5sC33Z0zyG-iobBJawi7uzs8RcJYzy/s640/estancia.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"La yerra en un estancia", litografía de Gregorio Ibarra de 1839</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh18kQtQejTnHTcsGHzINVJV1yj33kFXFqnBTG6GfSulwJtfYu8_jJRkEww1trjYwlzSU25yaYDQgjL_8BLRFH_wbpcO2JM0azZv8biqf9nwBcUirrocIzlNKw_Xd-AYrPSZ3vwac-j7pUa/s1600/estancia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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</div>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-25320559919966512122012-07-05T15:36:00.000-03:002012-07-05T15:36:22.782-03:00<div style="color: #cc0000; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<span style="font-size: large;">Para comprender un poco más</span></div>
<div style="color: #cc0000; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<span style="font-size: large;">de los proyectos colaborativos</span></div>
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<span style="color: #cc0000; font-family: "Trebuchet MS",sans-serif; font-size: large;">minientrevista con Gregorio Toribio</span></div>
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<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/eZGRYeYLEmM" width="560"></iframe>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0tag:blogger.com,1999:blog-422811015799448098.post-4442573090417243712012-06-23T20:03:00.004-03:002012-06-23T20:14:55.140-03:00<br />
<div style="color: #741b47; text-align: center;">
<span style="font-size: large;"><b>ESTAMOS EN LAS ETAPAS FINALES DEL PROYECTO</b></span></div>
<div style="color: #741b47; text-align: center;">
<span style="font-size: large;"><b>"NUESTROS PUEBLOS"</b></span></div>
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<div style="text-align: center;">
<span style="font-size: large;">Dejamos aquí nuestro póster en glogster EDU</span></div>
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<span style="font-size: x-large;"><a href="http://quintoatacuarembo.edu.glogster.com/poster-final-nuestros-pueblos/" target="_blank">Propuesta Final</a></span></div>
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<br /></div>EL BLOG DE 5to. A -TACUAREMBÓhttp://www.blogger.com/profile/02605265797305283974noreply@blogger.com0