tag:blogger.com,1999:blog-10175538679796366212024-03-13T00:34:51.365+01:00Informática Rías AltasDescubre todo lo que pueden hacer nuestros jóvenes programadoresDepartamento de Educación Físicahttp://www.blogger.com/profile/02857500783952658246noreply@blogger.comBlogger68125tag:blogger.com,1999:blog-1017553867979636621.post-58476941865282655452017-02-08T15:59:00.001+01:002017-02-08T15:59:25.350+01:00CERTIFICADOS DE NUESTROS PROGRAMADORES JUNIOR<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-77865508421649803752016-12-23T11:25:00.000+01:002016-12-23T11:25:01.722+01:00Las Cartas a los Reyes Magos IV<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-29836594452927865922016-12-12T12:31:00.000+01:002016-12-12T12:31:04.434+01:00Postales Navideñas Parte III<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-41026098756236132582016-12-08T12:31:00.000+01:002016-12-08T12:31:04.597+01:00Postales Navideñas PARTE II<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-56848195968265709182016-12-07T12:30:00.001+01:002016-12-07T12:30:48.566+01:00Postales Navideñas PARTE I<div style="text-align: center;">
Hoy os traemos las postales diseñadas por nuestros alumnos</div>
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profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-34245663808248946742016-05-24T15:56:00.000+02:002016-05-24T15:56:30.348+02:00Creación de efecto Hoja arrugada en GIMPHoy hemos creado en Gimp un efecto de hoja arrugada.<br />
<span style="line-height: 100%; text-align: center;">1-
Coger hoja en blanco en gimp.</span><br />
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<span style="line-height: 100%;">2-
Seleccionar Degradado</span></div>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="220" name="Imagen1" 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" 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3- Color principal negro y secundario blanco</div>
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4- Escoger en opciones de la herramienta</div>
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<span style="line-height: 100%;">estas:</span></div>
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5-
Aplicar varias veces el degradado.</div>
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6-Despues
ir a filtros--> distorsiones → repujado</div>
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7-Ya
tenemos el papel arrugado.</div>
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Y así les ha quedado a nuestros alumnos</div>
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profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-74731735658827984652016-05-11T16:22:00.000+02:002016-05-11T16:22:07.835+02:00dibujos de primavera 3<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-12565266337461105852016-05-10T16:21:00.000+02:002016-05-10T16:21:04.052+02:00dibujos de primavera 2<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-9163671906360435772016-05-09T16:20:00.001+02:002016-05-09T16:21:04.365+02:00dibujos de primavera<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-85960694841374281262016-04-29T14:04:00.001+02:002016-04-29T14:04:52.290+02:00Día de la madreEstos son algunos de los dibujos que nuestros alumnos han hecho para sus madres<br />
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-38219832999083179552016-04-08T14:56:00.000+02:002016-04-08T14:56:20.789+02:00ARKNAOID en ScratchAqui tenemos los dos mejores juegos que han hecho nuestros pequeños programadores usando Scracth<br />
Yago Bendaña<br />
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Marcos Gomez
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-13815708540210818652016-02-15T14:53:00.000+01:002016-02-15T14:53:09.155+01:00Gifs Disfraces IV<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-42418269896366358552016-02-14T14:53:00.000+01:002016-02-14T14:53:02.984+01:00Gifs Disfraces III<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-75488041974010662792016-02-12T14:52:00.000+01:002016-02-12T14:52:06.078+01:00GIFS Disfraces II<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-17825766815763569372016-02-11T14:52:00.000+01:002016-02-11T14:52:12.989+01:00GIFs Disfraces<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-57414117314855330702016-02-04T13:22:00.000+01:002016-02-04T13:22:04.452+01:00Mas ideas de Disfraces<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-40506913169554618272016-02-03T13:21:00.000+01:002016-02-03T13:21:05.543+01:00DIsfraces de STAR WARS<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-71197547780430448152016-02-02T13:20:00.000+01:002016-02-02T13:20:57.549+01:00Diseño de Disfraz (Dalmata)<div class="separator" style="clear: both; text-align: center;">
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Sabela</div>
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Lorena</div>
<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-17452263734398666852016-02-01T15:43:00.002+01:002016-02-01T15:43:10.235+01:00De Lucas para Lucia<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-24269548895817654892016-01-31T12:54:00.000+01:002016-01-31T12:54:00.423+01:00Dibujemos una carcel<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-26404805474159664652016-01-28T15:30:00.000+01:002016-01-28T15:30:21.819+01:00Hoy creamos nuestro fondo de pantalla<div class="separator" style="clear: both; text-align: center;">
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<br />profesorhttp://www.blogger.com/profile/08986057545963006246noreply@blogger.com0tag:blogger.com,1999:blog-1017553867979636621.post-47965757686268435842016-01-28T14:50:00.000+01:002016-01-28T14:50:17.686+01:00Dibujos para Papa y Mama<div class="separator" style="clear: both; text-align: center;">
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