tag:blogger.com,1999:blog-16258747438543406222024-03-18T21:41:38.398-07:00kaleroJuan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-1625874743854340622.post-30284019067509295152021-12-22T23:52:00.007-08:002021-12-22T23:54:02.390-08:00Segundo tomo de Donte<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgTWa1HP-Ujdx3rpDy5TTuAvgQ9oB8FwiZlO3J_x1ZUntI1yHLnh_-5KnWzofy-A9GsuMFSHOhDCxAD9unhg9n_cXV6Kwh3FxM-AIiPTvf0IQnAQV5ky9j4tH1H7j78GVNIV-FTLqQNXrasJquifk0K1uya08RYYmRwmN416cRcdSAdPiPNAI8SHKuu=s2360" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1640" data-original-width="2360" height="444" src="https://blogger.googleusercontent.com/img/a/AVvXsEgTWa1HP-Ujdx3rpDy5TTuAvgQ9oB8FwiZlO3J_x1ZUntI1yHLnh_-5KnWzofy-A9GsuMFSHOhDCxAD9unhg9n_cXV6Kwh3FxM-AIiPTvf0IQnAQV5ky9j4tH1H7j78GVNIV-FTLqQNXrasJquifk0K1uya08RYYmRwmN416cRcdSAdPiPNAI8SHKuu=w640-h444" width="640" /></a></div><br /><p><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgAOmXI-pXacZqzVBe7xhWv9mtyujQNyfHBtrVas_plm5FnsXXI1rEdF5yiECbWfIQG_9V9dkuAXNjNb2CroeASkMxhvjMaCkZWAAFuA47xvD6HTEwiEzpSBVwR9tTR9SoA4KrZWrzs-FXnX5LG19CADbKUUBnc-c9MiCX_CdLKnFK8nDrTwwsmzUyO=s2360" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1640" data-original-width="2360" height="445" src="https://blogger.googleusercontent.com/img/a/AVvXsEgAOmXI-pXacZqzVBe7xhWv9mtyujQNyfHBtrVas_plm5FnsXXI1rEdF5yiECbWfIQG_9V9dkuAXNjNb2CroeASkMxhvjMaCkZWAAFuA47xvD6HTEwiEzpSBVwR9tTR9SoA4KrZWrzs-FXnX5LG19CADbKUUBnc-c9MiCX_CdLKnFK8nDrTwwsmzUyO=w640-h445" width="640" /></a></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgyJ7qi0Muf7jpeTCIUO9HXm728r9M_hFX24XvbA0X7uCf4wSpApvzDK7o5yxzYVpit4TOHVdA3yQZeSSJGwqc7IWkPHTYD4us6e5OYykDAY8ZUZZt_do2duwlLunTvO1fmY6fWI8AMTxsIAuY3PO3JcSuQNvZntn78TkT0wqxqDNHa68DGnfYz-_zr=s2360" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1640" data-original-width="2360" height="445" src="https://blogger.googleusercontent.com/img/a/AVvXsEgyJ7qi0Muf7jpeTCIUO9HXm728r9M_hFX24XvbA0X7uCf4wSpApvzDK7o5yxzYVpit4TOHVdA3yQZeSSJGwqc7IWkPHTYD4us6e5OYykDAY8ZUZZt_do2duwlLunTvO1fmY6fWI8AMTxsIAuY3PO3JcSuQNvZntn78TkT0wqxqDNHa68DGnfYz-_zr=w640-h445" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgbrYtGjJUTQVjHaXW25se6sFFMwm23cRqxwdKwCt_8R2SQzQEWyo2gylUkcBX-DRozEnseZBBkOqrhBaXxZwoUxI-N4226CibAHjK85uzMoLFIkyfUSDpcz-w255fJGtaJhT3Ibb4esMLG_tMnm-dsMrBBfii7Cy42vzn7D3Iaj4JJtvHlboLjk_C_=s2360" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1640" data-original-width="2360" height="445" src="https://blogger.googleusercontent.com/img/a/AVvXsEgbrYtGjJUTQVjHaXW25se6sFFMwm23cRqxwdKwCt_8R2SQzQEWyo2gylUkcBX-DRozEnseZBBkOqrhBaXxZwoUxI-N4226CibAHjK85uzMoLFIkyfUSDpcz-w255fJGtaJhT3Ibb4esMLG_tMnm-dsMrBBfii7Cy42vzn7D3Iaj4JJtvHlboLjk_C_=w640-h445" width="640" /></a></div><br /> <p></p>Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-47558932683192691532018-12-16T08:16:00.000-08:002018-12-16T08:16:10.957-08:00PROYECTOS 2018<div class="separator" style="clear: both; text-align: center;">
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<br />Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-75995408246103696642017-09-18T13:41:00.000-07:002018-05-07T10:02:43.558-07:00TIC 2º BACHILLERATO<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2016091412_9102152&secuencia=true">Tema 1: Internet, la web 2,0 y el trabajo colaborativo</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2017022012_9130120&secuencia=true" target="_blank">Tema 2: Elaboración y difusión de contenidos web</a> <br />
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<a href="https://pablogv.com/seo/google-maps-g-plus/" target="_blank"> Como aparecer en google maps</a><br />
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<a href="https://tutorialopenofficebase.wordpress.com/2007/11/21/unidad-1-instalacion-y-entorno-de-ooo-base/" target="_blank"> Tutorial de OpenOffice Base</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2017022012_9130201&secuencia=true">Tema 3: Seguridad personal en redes sociales</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2017022012_9130036&secuencia=true">Tema 4: Gestores de contenidos</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2016091412_9102424&secuencia=true">Tema 5: Principio de seguridad informática</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2016120212_9133123&secuencia=true">Tema 6: Seguridad frente a software malicioso</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2016120212_9110913&secuencia=true">Tema 7: Ciberseguridad, criptología y cifrado</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2016091412_9102520&secuencia=true">Tema 8: Recuperación de aplicaciones y datos</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011012413_9115219&secuencia=true">Tema 9: Hoja de cálculo: formatos y herramientas</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011012413_9115226&secuencia=true">Tema 10: Funciones</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011012413_9115233&secuencia=true">Tema 11.-Gráficos</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011012413_9115240&secuencia=true">Tema 12: Aplicaciones</a></div>
Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-7412587976731324912017-09-18T13:31:00.001-07:002018-04-01T11:32:30.081-07:00TIC 1ºBACHILLERATO<div dir="ltr" style="text-align: left;" trbidi="on">
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TEMA 1:<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010052813_9121500&secuencia=true">LA SOCIEDAD DE LA INFORMACIÓN:EVOLUCIÓN Y DESARROLLO DE LAS TIC</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010052813_9121507&secuencia=true">TEMA 2: APLICACIONES DE LAS TIC</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011030413_9132015&secuencia=true">TEMA 3: CONSULTAS, FORMULARIOS E INFORMES</a><br />
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<a href="https://www.youtube.com/watch?v=qPK6Y2QWNzw" target="_blank">Base de datos</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2011030413_9131950&secuencia=true">TEMA 4: LENGUAJE DE CONSULTAS SQL</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010052813_9121521&secuencia=true">TEMA 5. POSIBILIDADES Y RIESGOS DE LAS TIC</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/VisualizadorCS/VisualizarDatosNavSecuenciaNodo.do?identificador=es-an_2010110813_9135249&idSeleccionado=ITEM-f83f58dc-de3d-3bfc-bdb3-dd092feede26">TEMA 6: BLOGS O BITÁCORAS</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010110813_9135235&secuencia=true">TEMA 7: DE WEB 1.0 A WEB 2.0</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010110813_9135256&secuencia=true">TEMA 8: MULTIMEDIA EN LA WEB</a><br />
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<a href="http://agrega.juntadeandalucia.es/visualizador-1/Visualizar/Visualizar.do?identificador=es-an_2010110813_9135227&secuencia=true">TEMA 9. DISEÑO DE PÁGINAS WEB</a><br />
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-3523348072256924672017-05-31T13:42:00.003-07:002017-05-31T14:34:30.153-07:00COMPONENTES DE UN CIRCUITO ELECTRÓNICO<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-30301956103249584122017-05-15T10:07:00.004-07:002018-04-01T11:24:21.085-07:00PROYECTOS CURSO 16-17<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-32916205748886493502016-11-03T12:19:00.002-07:002016-11-03T12:35:59.954-07:00PERSPECTIVA ISOMÉTRICA<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.educacionplastica.net/zirkel/pieza_iso_00.html">ACTIVIDAD 1</a><br />
<a href="http://www.educacionplastica.net/zirkel/pieza_iso3_00.html">ACTIVIDAD 2</a><br />
<a href="http://www.educacionplastica.net/zirkel/pieza_iso2_00.html" style="text-align: center;">ACTIVIDAD 3</a><br />
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-73759660954450306052016-03-02T14:11:00.001-08:002019-02-19T04:48:21.442-08:00MATERIALES NO FERROSOS<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://agrega.juntadeandalucia.es/visualizar/es/es-an_2010100513_9103702/true">TEORÍA Y ACTIVIDADES</a><br />
<a href="https://www.educa2.madrid.org/web/educamadrid/principal/files/a1c18b06-dde8-4e44-98a0-49f0e0f2c425/Cuestiones_Tecnologia_Industrial/metales_no_ferrosos.htm">TEST</a><br />
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-90599539165780934632015-12-16T04:24:00.002-08:002016-11-03T12:53:57.272-07:00NORMAS DEL TALLER DE TECNOLOGÍA<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-73257356901392852772015-06-12T12:19:00.002-07:002017-11-06T14:28:54.788-08:00PROYECTOS CURSO 14-15<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-81341879099124366082015-04-08T01:27:00.000-07:002017-11-06T14:20:09.304-08:00INFORMÁTICA<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-41019184545711963552015-03-18T02:12:00.001-07:002015-06-17T23:53:29.764-07:00EL RELÉ<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-17803217767064309412015-03-09T02:21:00.002-07:002015-03-09T02:29:17.881-07:00El TRANSISTOR<div dir="ltr" style="text-align: left;" trbidi="on">
<br />El transistor es el elemento electrónico por excelencia. Gracias a él,
ha sido posible el desarrollo tan elevado que ha tenido las nuevas
tecnologías.<br />
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Es de los llamados componentes <b><a href="http://es.wikipedia.org/wiki/Semiconductor" target="_blank">semiconductores</a></b>.
Estos componentes tiene un comportamiento, a efectos de transmitir la
corriente eléctrica, intermedio entre los materiales conductores y los
aislantes. Los semiconductores por excelencia son el <b><a href="http://es.wikipedia.org/wiki/Silicio" target="_blank">silicio</a></b> y el <b><a href="http://es.wikipedia.org/wiki/Germanio" target="_blank">germanio</a></b>.<br />
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Haz clic en la siguiente imagen para conocer más sobre este componente electrónico:</div>
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-80779779768163160352015-01-09T00:09:00.003-08:002017-11-06T14:03:50.641-08:00ESTRUCTURAS<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-44702283778319391012014-10-27T01:28:00.001-07:002017-11-06T14:09:31.651-08:00DIBUJO TÉCNICO<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-39659584458896230812014-10-27T01:20:00.002-07:002017-11-06T14:10:51.860-08:00LA TECNOLOGÍA. El proceso tecnológico.<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-78079868722847234542014-06-22T14:33:00.000-07:002017-11-06T14:31:30.769-08:00Proyectos Finales<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-5368352426933187512014-04-03T14:00:00.001-07:002014-04-03T14:00:32.065-07:00Portada proyecto<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-30820816495806357852014-01-30T11:52:00.001-08:002014-01-30T23:53:56.979-08:00PROYECTOS: Curso 13-14 <div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-15984005110392319232013-11-14T01:26:00.001-08:002017-11-06T14:12:03.362-08:00ELECTRICIDAD<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-5314430284287929312013-08-09T13:08:00.001-07:002017-11-06T14:32:24.326-08:00PROYECTOS DE TECNOLOGÍA CURSO 12-13<div dir="ltr" style="text-align: left;" trbidi="on">
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-28615452950995695912013-02-05T02:28:00.001-08:002013-11-15T00:15:36.896-08:00TECNOLOGÍA 4º ESO<div dir="ltr" style="text-align: left;" trbidi="on">
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" style="cursor: move;" /></a><span style="font-size: large;"><a href="http://recursostic.educacion.es/secundaria/edad/4esotecnologia/index.htm">Enlace: TEORÍA Y ACTIVIDADES </a></span></div>
Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-6553558116214451902012-10-30T01:30:00.002-07:002013-03-05T00:04:26.371-08:00MÁQUINAS Y MECANISMOS<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://concurso.cnice.mec.es/cnice2006/material107/index.htm">Enlace : MÁQUINAS Y MECANISMOS</a></div>
Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0tag:blogger.com,1999:blog-1625874743854340622.post-90137952821446207222012-10-17T02:25:00.001-07:002015-12-15T01:27:48.422-08:00FUENTES DE ENERGÍAS - PROYECTO INTEGRADO 4º ESO<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "times new roman" , serif; font-size: small;"> FUENTES DE ENERGÍAS</span><br />
<span style="font-family: "times new roman" , serif; font-size: small;"><br /></span></div>
<span style="font-family: "times new roman" , serif; font-size: small;">ÍNDICE</span><br />
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">INTRODUCCIÓN</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.
ENERGÍAS RENOVABLES</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.1
BIOMASA</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.2
EÓLICA</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.3
GEOTERMAL</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.4
MAREOMOTRIZ</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.5
SOLAR</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">1.6
HIDROELÉCTRICA</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">2.
ENERGÍAS NO RENOVABLES</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">2.1CARBÓN</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">2.2
ENERGÍA NUCLEAR</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">2.3
GAS NATURAL</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">2.4
PETRÓLEO</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">CONCLUSIÓN</span></span></div>
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<span style="font-size: small;"><span style="font-family: "times new roman" , serif;">BIBLIOGRAFÍA</span></span></div>
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Juan Calerohttp://www.blogger.com/profile/14647376901797174073noreply@blogger.com0