tag:blogger.com,1999:blog-40925447658608412042024-03-13T05:14:52.676-07:00informatica 4B adrian puertes avilaadrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-4092544765860841204.post-1205016346756806012017-06-08T02:12:00.000-07:002017-06-08T02:12:31.520-07:00<b><span style="font-size: x-large;">AUDACITY</span></b><br />
<b><span style="font-size: x-large;"> </span></b><br />
<b><span style="color: #e69138;"><span class="c3">Condiciones del trabajo</span></span></b><span><b><span style="color: #e69138;">: <a href="http://mavalenciainformatica.blogspot.com.es/2017/04/audacity.html">AUDACITY</a>////////<a href="http://mavalenciainformatica.blogspot.com.es/2017/05/audacity-2.html">AUDACITY 2</a> </span></b></span><br />
<span><b><span style="color: #e69138;"> </span></b> </span><br />
<ol class="c5 lst-kix_8sdm6q97are4-0 start" start="1">
<li class="c4 c6"><span class="c3"> Descripción </span><span class="c1">(Si
es la primera vez que lo usais en este curso) del programa o programas
utilizados. Buscais informacion en internet sobre el o los programas
usados.</span></li>
<li class="c4 c6"><span class="c3">Valoración del programa</span><span class="c1"> o programas utilizados. Tu opinión personal sobre el software utilizado.</span></li>
<li class="c4 c6"><span class="c3">Valoración del trabajo propuesto</span><span class="c1">. Tu opinión personal sobre el trabajo realizado.</span></li>
<li class="c4 c6"><span class="c3">Diario de sesiones</span><span>. Valoración de vuestro proceso de realización del trabajo. Sería un poco el </span><span>diario de las sesiones</span><span>,
que dificultades habéis ido encontrando, que decisiones habéis ido
tomando, que cambios habéis realizado respecto a la idea inicial, que
camino o línea de trabajo habéis seguido, etc. </span><span class="c3 c13">Es la parte fundamental de la entrada</span><span class="c1">.</span></li>
</ol>
<div class="c4">
<span class="c3">*Durante toda la entrada debéis ir poniendo imágenes</span><span class="c1">. Debéis ir intercalando imágenes y capturas de pantalla a lo largo de toda la entrada del blog. No es un punto del guión</span></div>
<ol class="c5 lst-kix_8sdm6q97are4-0" start="6">
<li class="c4 c6"><span class="c3">Fechas</span><span>. Debéis añadir las </span><span class="c3">fechas </span><span class="c1">en las que habéis trabajado con el programa. (del … al …)</span></li>
</ol>
<ul class="c5 lst-kix_ald9wq9srb2r-0 start">
<li class="c2"><span class="c9">Si has trabajado en </span><span class="c9 c3">grupo</span><span class="c1">:</span></li>
</ul>
<ol class="c5 lst-kix_e4x6718kws52-0 start" start="1">
<li class="c4 c6"><span class="c1">Componentes del grupo</span></li>
<li class="c4 c6"><span class="c1">Valoración del grupo</span></li>
<li class="c4 c6"><span class="c1">Valoración de los componentes del grupo</span></li>
</ol>
<ul class="c5 lst-kix_yfdravimwgse-0 start">
<li class="c2"><span class="c9">Si has hecho </span><span class="c9 c3">exposición</span><span class="c10">:</span></li>
</ul>
<ol class="c5 lst-kix_jhwc8yavtqnj-0 start" start="1">
<li class="c4 c6"><span class="c1">Valoración de la preparación</span></li>
<li class="c4 c6"><span class="c1">Valoración de la exposición.</span></li>
<li class="c4 c6"><span class="c1">Valoración del grupo y de los componentes durante la exposición </span></li>
<li class="c4 c6"><span class="c1">Valoración de la audiencia</span></li>
<li class="c4 c6"><span class="c1">Sin contar tu exposición, ¿Cuál te ha gustado más? ¿Por qué?</span></li>
</ol>
<ul class="c5 lst-kix_jebru9m0sf0j-0 start">
<li class="c2"><span class="c9">Si has puesto </span><span class="c9 c3">música</span><span class="c1">:</span></li>
</ul>
<ol class="c5 lst-kix_9gair2utqo89-0 start" start="1">
<li class="c4 c6"><span class="c1">Justificación de los temas o tema elegidos.</span></li>
</ol>
<ul class="c5 lst-kix_kc4g177owia-0 start">
<li class="c2"><span class="c9">Si has hecho una </span><span class="c9 c3">presentación </span><span class="c9">o un </span><span class="c9 c3">vídeo</span><span class="c1">:</span></li>
</ul>
<ol class="c5 lst-kix_2zaot0x2sbra-0 start" start="1">
<li class="c4 c6"><span class="c3">Incrusta </span><span>el video, la presentación drive o el prezi en la entrada. ¿</span><span>Cómo*</span><span class="c1">? (Ver abajo aclaraciones)</span></li>
<li class="c4 c6"><span class="c3">Estadistica</span><span class="c1">:</span></li>
</ol>
<ul class="c5 lst-kix_eas35e9b10sn-0 start">
<li class="c4 c6"><span class="c1">Si has hecho una Presentación</span></li>
</ul>
<ol class="c5 lst-kix_vmywglrp2frd-0 start" start="1">
<li class="c6 c7"><span class="c1">Nº de imágenes.</span></li>
<li class="c7 c6"><span class="c1">Nº de vídeos.</span></li>
<li class="c7 c6"><span class="c1">Nº
de diapositivas si has hecho un powerpoint o una presentación de
google. Y nº de elementos animados en presentación drive o powerpoint</span></li>
<li class="c7 c6"><span class="c1">Nº de pasos en prezi. </span></li>
</ol>
<ul class="c5 lst-kix_8wumbzp68lfn-0 start">
<li class="c4 c6"><span class="c1">Si has hecho un Video: Duración del vídeo.</span></li>
</ul>
<div class="c8">
<span class="c1"><br /></span></div>
adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0tag:blogger.com,1999:blog-4092544765860841204.post-31554596873024156712017-04-13T03:45:00.001-07:002017-04-13T03:45:55.362-07:00TRABAJOS FOTOMIX.<br />
<ol class="c0 lst-kix_8sdm6q97are4-0 start" start="1">
<li class="c6"><b><span style="font-size: large;"><span class="c1">Condiciones del trabajo</span></span></b><b><span style="font-size: large;">:</span></b> </li>
</ol>
<a href="http://mavalenciainformatica.blogspot.com.es/2014/03/fotomix-ejercicio-1.html">EJERCICIO 1</a><br />
<a href="http://mavalenciainformatica.blogspot.com.es/2015/01/fotomix-ejercicios-2-3-y-4.html">EJERCICIO 2,3 Y 4</a><br />
<a href="http://mavalenciainformatica.blogspot.com.es/2015/01/fotomix-ejercicios-5-6-y-7.html">EJERCICIOS 5,6 Y 7</a><br />
<span style="color: #674ea7;"><a href="http://mavalenciainformatica.blogspot.com.es/2015/01/fotomix-ejercicios-8-9-y-10.html">EJERCICIOS 8,9 Y 10</a></span><br />
<a href="http://mavalenciainformatica.blogspot.com.es/2016/04/proyectos-fotomix.html">PROYECTOS FOTOMIX</a><br />
<a href="http://mavalenciainformatica.blogspot.com.es/2015/02/1r-proyecto-fotomix-cartel-1.html">1 CARTEL DE FOTOMIX</a><br />
2<a href="http://mavalenciainformatica.blogspot.com.es/2015/02/2n-projecte-fotomix-cartel-2.html"> CARTEL DE FOTOMIX</a><br />
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<ol class="c0 lst-kix_8sdm6q97are4-0 start" start="1">
<li class="c6"><span style="font-size: large;"><b>descripción:</b></span></li>
</ol>
<span style="font-size: x-large;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">TRABAJOS DE INICIO EN FOTOMIX.</span></span></b></span><br />
<br />
<span style="font-size: x-large;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">LO PRIMERO QUE HICIMOS FUE USAR LAS HERRAMIENTAS BÁSICAS DE EL PROGRAMA DE EDICIÓN.</span></span></span></span></b></span><br />
<span style="font-size: x-large;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"> PRIMERAS SESIONES FUERON LAS MÁS FÁCILES DEBIDO A SU POCA DIFICULTAD EN EL USO DE LAS HERRAMIENTAS BÁSICAS.FUIMOS HACIENDO UNOS TRABAJOS LOS CUALES SE HACÍAN EN MUY POCO TIEMPO Y DONDE CADA UNO IBA ENFOCADO A CADA UNO DE LAS OPCIONES QUE HABÍA EN LOS PROGRAMAS COMO SON EL USO DE DIFERENTES IMÁGENES PARA CREAR OTRA CON ELEMENTOS DE OTRAS CON LA OPCIÓN DE RECORTE. </span></span></span></span></b></span><br />
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<a href="https://2.bp.blogspot.com/-70bsrv_8gsI/WNtl5hXgkrI/AAAAAAAAAG0/_9txMjUfWok4PASGUXO5O_6QEA12dDglgCLcB/s1600/ejercicio02_Adrian.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="125" src="https://2.bp.blogspot.com/-70bsrv_8gsI/WNtl5hXgkrI/AAAAAAAAAG0/_9txMjUfWok4PASGUXO5O_6QEA12dDglgCLcB/s200/ejercicio02_Adrian.jpg" width="200" /></a><a href="https://3.bp.blogspot.com/-NCtUVvxOq_o/WNtlmkPCBbI/AAAAAAAAAGw/Hyzme1Ckvs4ATWxW4viVjpenwSdvELWuwCLcB/s1600/152.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="125" src="https://3.bp.blogspot.com/-NCtUVvxOq_o/WNtlmkPCBbI/AAAAAAAAAGw/Hyzme1Ckvs4ATWxW4viVjpenwSdvELWuwCLcB/s200/152.jpg" width="200" /></a><span style="font-size: x-large;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"> </span></span></span></span></b>⇨⇨</span><span style="font-size: x-large;">⇨</span><span style="font-size: x-large;">⇨</span><span style="font-size: x-large;">⇨</span><span style="font-size: x-large;">⇨</span><span style="font-size: x-large;">⇨</span><br />
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<b>¿que es fotomix?</b><br />
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<b> </b><span itemscope="" itemtype="http://schema.org/SoftwareApplication">Si
buscas un programa que puedas usar para combinar y editar tus fotos e
imágenes convenientemente, además de añadir fondos y primeros planos
geniales para darle a tus imágenes un toque majestuoso, entonces FotoMix
es para ti. Piensa en FotoMix como un programa multipropósito con
funciones mejoradas que te permiten realizar varias modificaciones.
Puedes usar FotoMix para diseñar collages de fotos atractivas y
visualmente agradables, tapas de DVD o CD, fondos de escritorio y una
variedad de gráficos web.<br />Al usar FotoMix puedes añadir o recortar
personas, objetos y todo lo que te gusta o no te gusta de las tomas, y
es realmente fácil.</span><br />
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<b>PROYECTOS A,B Y C</b><br />
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<span style="color: #6aa84f;"><span itemscope="" itemtype="http://schema.org/SoftwareApplication"><b>PROYECTO A </b></span></span><br />
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<span style="color: #6aa84f;"><span itemscope="" itemtype="http://schema.org/SoftwareApplication"><span style="color: black;">Lo que tuvimos que hacer para este proyecto fue recortar la imagen y después de eso elegimos un fondo determinado para después de eso colocar nuestros cuerpos recortados y así poder ponerlos en el fondo y guardar la imagen editada finalmente,</span></span></span><br />
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<span style="color: #6aa84f;"></span><span style="color: #6aa84f;"><span itemscope="" itemtype="http://schema.org/SoftwareApplication"><span style="color: black;">Lo guardamos como <b>proyectoA_vuestrosnombres</b>.</span></span></span><br />
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<a href="https://1.bp.blogspot.com/-PNk2CWaoaw4/WOYJP7-4teI/AAAAAAAAAIg/zoBdv3pfycQbSUrPQXwBYF-KrD_lXBBzACLcB/s1600/03.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://1.bp.blogspot.com/-PNk2CWaoaw4/WOYJP7-4teI/AAAAAAAAAIg/zoBdv3pfycQbSUrPQXwBYF-KrD_lXBBzACLcB/s200/03.jpg" width="200" /></a><a href="https://3.bp.blogspot.com/-laMbSe9aHK4/WOSdu6AanRI/AAAAAAAAAIQ/V94fPdy0zgA-TvKadoypY6ceSr5k87kFwCLcB/s1600/poyecto%2B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://3.bp.blogspot.com/-laMbSe9aHK4/WOSdu6AanRI/AAAAAAAAAIQ/V94fPdy0zgA-TvKadoypY6ceSr5k87kFwCLcB/s200/poyecto%2B1.jpg" width="200" /></a></div>
<span style="color: #e69138;"><br /></span>
<b><span style="color: #e69138;">PROYECTO B</span></b><br />
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<span style="color: #e69138;"><span style="color: black;">Lo que tuvimos que hacer en este trabajo fue escoger un fondo de algunos de los lugares mas enblematicos de Londres . Despues de eso lo que tuvimos que hacer es recortar nuestra silueta lo mejor posible para que quedara bien en el fondo de Londres.</span></span><br />
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<span style="color: #e69138;"><span style="color: black;"> </span></span>Lo guardamos como <b>proyectoB_vuestrosnombres</b>.<br />
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<span style="color: #e69138;"><span style="color: black;"> </span></span><b><span style="color: #e69138;"><span style="color: #3d85c6;">PROYECTO C</span></span></b><br />
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<span style="color: #e69138;"><span style="color: black;">Lo que tuvimos que hacer es seleccionar una foto de una película y poner nuestras caras y que parecieramos los personajes usando el recortador de fotomix.</span></span><b><span style="color: #e69138;"><span style="color: #3d85c6;"> </span> </span></b><br />
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Lo guardamos como <b>proyectoC_vuestrosnombres</b>.<br />
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<div class="post-title entry-title" itemprop="name">
<span style="color: #cc0000;"><span style="font-size: large;"><b>1r Trabajo Fotomix. Cartel 1. </b></span></span></div>
<div class="post-title entry-title" itemprop="name">
<br />
Utilizando todas las herramientas que nos ofrece fotomix,tuvimos que hacer un cartel publicitario el cual promocionara a una asignatura de la ESO y que estuviera protagonizado por uno de los profesores ademas de añadir algunos complementos.</div>
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<div class="post-title entry-title" itemprop="name">
MI TRABAJO FUE REALIZADO CON LA ASIGNATURA DE EDUCACIÓN FISICA DE TEMA Y MI PROFESORA ADEMÁS DE ESO EL TRABAJO DEBÍA DE CONTENER UNA FRASE QUE REPRESENTARA LA ASIGNATURA.</div>
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<div class="post-title entry-title" itemprop="name">
Lo primero que hice fue obtener un fondo el cual fuera bien al tema del cual iba a hablar y que además fuera llamativo para llamar la atención a aquel que lo viera.En mi caso yo puse un fondo el cual se trataba de una explanada con cesped para que este simulara el campo de tenis.</div>
<div class="post-title entry-title" itemprop="name">
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<div class="post-title entry-title" itemprop="name">
Lo siguiente que hice fue descargar algunos complementos para que el fondo no quedara soso y asi estuviera decorado con elementos relacionados directamente al fondo.</div>
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<a href="https://1.bp.blogspot.com/-T_K9JmumidI/WOYRNsN_4eI/AAAAAAAAAJg/hQR9kMrg9hUx58JKnqaxbmV1NRVvK_TJgCLcB/s1600/net-25781_960_720.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://1.bp.blogspot.com/-T_K9JmumidI/WOYRNsN_4eI/AAAAAAAAAJg/hQR9kMrg9hUx58JKnqaxbmV1NRVvK_TJgCLcB/s320/net-25781_960_720.png" width="320" /></a><br />
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LO QUE HICE YO ES PONER ALGUNOS ELEMENTOS RELACIONADOS CON EL MUNDO DEL TENIS COMO POR EJEMPLO ES UNA RED DE TENIS.<br />
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Despues de eso lo que hice fue descargar uan foto del profesor al que iba a poner en el trabajo , yo puse a mi profesora de educacion fisica del colegio.<br />
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<b style="font-size: x-large;"><span style="color: #bf9000;">2r Trabajo Fotomix. Cartel 2.</span></b><br />
<b style="font-size: x-large;"><span style="color: #bf9000;"><br /></span></b>
Este trabajo fue mas menos el mismo que el primer ,lo primero que hice fue cojer un carte de una pelicula que me gustara o que quedar bien con nuestras caras puestas.<br />
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<div class="post-title entry-title" itemprop="name">
ej : el cartel de fantasticos 4 .<br />
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Y despues de eso lo que tuvimos que hacer es lo mismo que en trabajo aterior pero con la cara mia y la de un compañero , fin almente una vez recortadas lo unico que habia que hacer , como vi que el carte quedaba muy soso se me ocurrio poner algunos efectos como por ejemplo son los rayos y demás.<br />
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<a href="http://4.bp.blogspot.com/-IXRLKjp7mfo/WO9VG953cDI/AAAAAAAAAKA/uviVhuDfWPoXZtztdVnl1NiXHPCLX_axACK4B/s1600/pelicula%2B2%2Bahora%2Bsi%2Bque%2Bla%2Bfinal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://4.bp.blogspot.com/-IXRLKjp7mfo/WO9VG953cDI/AAAAAAAAAKA/uviVhuDfWPoXZtztdVnl1NiXHPCLX_axACK4B/s320/pelicula%2B2%2Bahora%2Bsi%2Bque%2Bla%2Bfinal.jpg" width="320" /></a></div>
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Y lo que tuve que hacer para finalizar el trabajo fue crear un texto en el cual iba escrito el titulo de la pelicula y después de eso los nombres de los participantes en este caso 3.</div>
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adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0tag:blogger.com,1999:blog-4092544765860841204.post-4184511601869840352017-01-20T06:42:00.000-08:002017-01-20T06:42:38.358-08:00<span style="color: #38761d; font-size: large;">1.VALORACIÓN DE LA PREPARACIÓN.</span><br />
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LA VERDAD ES QUE TANTO MI COMPAÑERO COMO YO NOS PREPARAMOS ESTA EXPOSICIÓN MUY BIEN ADEMÁS DE QUE ESTUVIMOS MEJORANDO EL TEMA DE LA ENTONACIÓN Y EL ORDEN QUE DEBÍA DE SEGUIR EN TODA HORA.<br />
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<a href="https://2.bp.blogspot.com/-B_czEXQoGxA/WH410un7acI/AAAAAAAAAC8/oxPxCNTIN0URRQFGBGKhaQD4yz37iJmqgCLcB/s1600/negocio-exposicion_318-29560.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://2.bp.blogspot.com/-B_czEXQoGxA/WH410un7acI/AAAAAAAAAC8/oxPxCNTIN0URRQFGBGKhaQD4yz37iJmqgCLcB/s200/negocio-exposicion_318-29560.png" width="200" /></a></div>
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<span style="color: #38761d; font-size: large;">2.VALORACIÓN DE LA EXPOSICIÓN</span></div>
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DURANTE TODO MOMENTO LA EXPOSICIÓN SE PREPARO BIEN Y ADEMAS DE ESO TANTO MI COMPAÑERO COMO YO LA ORGANIZAMOS DE TAL MANERA QUE CADA UNO TUVIERA SU PARTE BIEN ORDENADA Y ADEMAS DE LLAMATIVA DEBIDO A EL GRAN NUMERO DE IMÁGENES QUE PUSIMOS EN NUESTRA EXPOSICIÓN.</div>
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<a href="https://4.bp.blogspot.com/-RHJKIRxc7fY/WIIenYrLcVI/AAAAAAAAADs/g6_UKVgGuwMjs6kul9jhoBRv-LFjUBpeACLcB/s1600/exponiendo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-RHJKIRxc7fY/WIIenYrLcVI/AAAAAAAAADs/g6_UKVgGuwMjs6kul9jhoBRv-LFjUBpeACLcB/s200/exponiendo.jpg" width="198" /></a></div>
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<span style="color: #38761d; font-size: large;">3.VALORACIÓN DE GRUPO Y COMPONENTES</span><br />
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<b>RICHARD</b>: <b>9,5</b> TODO PERFECTO , BUEN TRABAJO , LO ÚNICO LA FLUIDEZ AL HABLAR UN POCO.<br />
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<b>ADRIÁN</b>: <b>10</b> BUENA FLUIDEZ AL HABLAR ADEMAS DE MUY BUEN TRABAJO DIARIO.<br />
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<b>VALORACIÓN COMO GRUPO: 10 </b>MUY BUEN TRABAJO COOPERATIVO CON MUY BUENOS RESULTADOS.<br />
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<a href="https://4.bp.blogspot.com/-pA0Of1C5_nY/WIIf2Nm4NII/AAAAAAAAADw/32l80pI0NJQo-_eWRcZLEYqOMESoF1ZJwCLcB/s1600/checklist-300x245.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://4.bp.blogspot.com/-pA0Of1C5_nY/WIIf2Nm4NII/AAAAAAAAADw/32l80pI0NJQo-_eWRcZLEYqOMESoF1ZJwCLcB/s1600/checklist-300x245.jpg" /></a></div>
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<span style="color: #38761d; font-size: large;">4.VALORACIÓN DE AUDIENCIA</span></div>
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<b>VALORACIÓN : 7,5</b> SE PORTO BASTANTE BIEN SIN EMBARGO HUBO VARIAS INTERRUPCIONES ADEMAS DE QUE ESO PROVOCABA VARIOS PARONES QUE DIFICULTABAN AL GRUPO.</div>
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<a href="https://1.bp.blogspot.com/-GqjCMru3eTk/WIIgsuVtvQI/AAAAAAAAAD0/qqRaJh5A3uYTozpDfp33esnQThMB9k1DQCLcB/s1600/1-TnPCT1WQt7D4I2yNra5S3w.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="307" src="https://1.bp.blogspot.com/-GqjCMru3eTk/WIIgsuVtvQI/AAAAAAAAAD0/qqRaJh5A3uYTozpDfp33esnQThMB9k1DQCLcB/s640/1-TnPCT1WQt7D4I2yNra5S3w.png" width="640" /></a></div>
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<span style="color: #38761d; font-size: large;">5.CUAL TE HA GUSTADO MÁS DE LAS OTRAS EXPOSICIONES?</span><br />
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SINCERAMENTE LA QUE MAS ME HA GUSTADO DE LAS DEMÁS EXPOSICIONES ES LA DE NOÉLIA CABALLER Y LÁURA PEREZ LAS CUALES HICIERON DE LAS WINX Y DE PHINEAS Y FERB.<br />
<br />adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0tag:blogger.com,1999:blog-4092544765860841204.post-55032784110575957392016-12-01T02:54:00.000-08:002016-12-01T02:54:14.084-08:00<ul class="c4 lst-kix_p6dv9o5e807q-0 start">
<li class="c6"><span class="c0">Título:</span><span class="c0"> <span style="background-color: magenta;"><span style="color: #e69138;"><span style="background-color: white;"><span style="color: magenta;">MIS SERIES DE DIBUJOS ANIMADOS FAVORITAS.</span></span><span style="background-color: white;"></span></span></span></span></li>
</ul>
<ol class="c4 lst-kix_8sdm6q97are4-0 start" start="1">
<li class="c1"><span class="c3">Condiciones del trabajo</span><span class="c0">:<span style="color: red;"> <span style="color: red;"><a href="http://mavalenciainformatica.blogspot.com.es/2016/11/nuestras-series-de-dibujos-animados.html">_____AQUI_____</a> </span></span></span><span class="c0"></span></li>
<li class="c1"><span class="c3">Descripción: </span><span style="color: blue;">Programa de presentaciones para explorar y compartir ideas sobre un documento virtual basado en la informática en nube(software como servicio). La aplicación se distingue por su interfaz gráfica con <i>zooom</i>, que permite a los usuarios disponer de una visión más acercada o alejada de la zona de presentación, en un espacio 2.5 D.</span><span style="color: #cc0000;"></span></li>
<li class="c1"><span class="c3">Valoración del programa</span><span class="c0"> o programas utilizados <span style="color: #cc0000;">La verdad es que el programa me ha servido de mucho además de que es muy práctico y ha servido de mucho como otra opción como programa de diapositivas. </span></span></li>
<li class="c1"><span class="c3">Valoración del trabajo propuesto</span><span class="c0">. <span style="color: purple;">EL TRABAJO EN SI Y SU TEMA ME HAN ENCANTADO Y EL TEMA DE LAS SERIES DE DIBUJOS ANIMADOS ES MUY ENTRETENIDO Y CÓMODO. </span> </span></li>
<li class="c1"><span class="c3">Diario de sesiones</span><span class="c0">.</span><span class="c0"> 1. Los primeros días consistieron en la elaboración del titulo y la búsqueda de las imágenes <div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-vIpr7DlCPs4/WD_-_jzB1dI/AAAAAAAAACc/0E1UV4loRpUzpSYE8csGsVYKUDW5raa7gCLcB/s1600/Captura%2Bde%2Bpantalla%2Bde%2B2016-12-01%2B11%253A43%253A38.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://2.bp.blogspot.com/-vIpr7DlCPs4/WD_-_jzB1dI/AAAAAAAAACc/0E1UV4loRpUzpSYE8csGsVYKUDW5raa7gCLcB/s320/Captura%2Bde%2Bpantalla%2Bde%2B2016-12-01%2B11%253A43%253A38.png" width="320" /></a></div>
2.LOS DÍAS INTERMEDIOS SE BASARON EN LA ELABORACIÓN PRINCIPAL DEL TRABAJO. <div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-DHTqlNJ_MdI/WD__vCclB1I/AAAAAAAAACk/4muqwgLiZSsuZuWigd_erqGax2M80jtEwCLcB/s1600/Captura%2Bde%2Bpantalla%2Bde%2B2016-12-01%2B11%253A46%253A50.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://4.bp.blogspot.com/-DHTqlNJ_MdI/WD__vCclB1I/AAAAAAAAACk/4muqwgLiZSsuZuWigd_erqGax2M80jtEwCLcB/s320/Captura%2Bde%2Bpantalla%2Bde%2B2016-12-01%2B11%253A46%253A50.png" width="320" /></a></div>
3.LOS ÚLTIMOS DÍAS FINALMENTE FUERON PARA DAR LO DETALLES FINALES. </span></li>
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<li class="c1"><span class="c3">Fechas</span><span class="c0">.</span><span class="c0"><span style="color: #cc0000;">DESDE EL 1 DE NOVIEMBRE HASTA EL 28</span></span></li>
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<li class="c6"><span class="c2 c0">Si has trabajado en </span><span class="c2 c3">grupo</span><span class="c0">:</span></li>
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<ol class="c4 lst-kix_e4x6718kws52-0 start" start="1">
<li class="c1"><span class="c0">RICHARD ASANTE ADRIÁN PUERTES</span></li>
<li class="c1"><span class="c0">Valoración del grupo<span style="color: #38761d;"> 9,5</span></span></li>
<li class="c1"><span class="c0">Valoración de los componentes del grupo <span style="color: #38761d;">RICHARD 9.5 ADRIÁN 9.5</span></span></li>
</ol>
<ul class="c4 lst-kix_kc4g177owia-0 start">
<li class="c6"><span class="c2 c0">Si has hecho una </span><span class="c2 c3">presentación </span><span class="c0 c2">o un </span><span class="c2 c3">vídeo</span><span class="c0"><br /></span></li>
</ul>
<ul class="c4 lst-kix_eas35e9b10sn-0 start">
<li class="c1"><span class="c0">Si has hecho una Presentación</span></li>
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<ol class="c4 lst-kix_vmywglrp2frd-0 start" start="1">34 IMAGENES</ol>
<ol class="c4 lst-kix_vmywglrp2frd-0 start" start="1">7 VÍDEOS </ol>
<ol class="c4 lst-kix_vmywglrp2frd-0 start" start="1">47 DIAPOSITIVAS </ol>
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<li class="c1"><span class="c0">Si has hecho un Video: Duración del vídeo.</span></li>
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<iframe allowfullscreen="" frameborder="0" height="400" id="iframe_container" mozallowfullscreen="" src="https://prezi.com/embed/1khhxekelhzv/?bgcolor=ffffff&lock_to_path=0&autoplay=0&autohide_ctrls=0&landing_data=bHVZZmNaNDBIWnNjdEVENDRhZDFNZGNIUE43MHdLNWpsdFJLb2ZHanI5eXNrdDlneEFnMU1UWGN2U1V0UHhtaHh3PT0&landing_sign=waI1k_RULqImHMxsdIPFyTEpW8d3bNloRhfnogH_Ems" webkitallowfullscreen="" width="550"></iframe>
adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0tag:blogger.com,1999:blog-4092544765860841204.post-3731375190142846442016-10-26T00:42:00.001-07:002016-11-02T01:35:28.913-07:00EL SISTEMA SOLAR<br />
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<b><span style="font-size: large;"><br /><br /><a href="http://mavalenciainformatica.blogspot.com.es/2016/10/sistema-solar-1.html">1.CONDICIONES</a></span></b><br />
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<b><span style="font-size: large;"><br /><br /><br /><br /><br />2.DESCRIPCIÓN</span></b><br /><br /><br /><br /><br />Google Drive es un servicio de alojamiento de archivos que fue introducido por Google el 24 de abril de 2012.<br /><br />Es el reemplazo de google docs que ha cambiado su dirección URL, entre otras cualidades.<br /><br />Cada usuario cuenta con 15 GIGABYTES de espacio gratuito para almacenar sus archivos, ampliables mediante diferentes planes de pago. Es accesible a través del sitio web desde computadoras y dispone de aplicaciones para Android e iOS que permiten editar documentos y hojas de cálculo.<br /><br />Con el lanzamiento de Drive, Google unificó el almacenamiento disponible para un único usuario de tal manera que en esos 15 GB se guardan también los mensajes de correo electrónico de Gmail y las imágenes de Google plus que superen los 2048 x 2048 píxeles.<br />
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<b><br /><span style="font-size: large;"><br />3.VALORACIÓN DEL PROGRAMA </span></b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-size: xx-small;"><span style="font-family: "courier new" , "courier" , monospace;"><span class="c3"> </span></span></span></b></span></span></span></span></span><br /><br />ES UN PROGRAMA MUY UTILIZADO POR LOS USUARIOS DE GOOGLE , PARA MI SINCERAMENTE ES MEJOR EL POWER POINT , SIN EMBARGO ALGO QUE ME GUSTA MUCHO DE ESTE PROGRAMA ES EL AUTOGUARDADO DE LOS CAMBIOS QUÉ SUCEDEN EN CUALQUIERA DE LOS PROYECTOS DE NUESTRO ALMACENAMIENTO DE GOOGLE DRIVE.<br /><br />
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<a href="https://1.bp.blogspot.com/-4ZH6Bq4W3gw/WBI7wcGyrRI/AAAAAAAAACI/2LYiWLfn1CwQUGLg6h7rt8VliZrqxmNIwCLcB/s1600/drive.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://1.bp.blogspot.com/-4ZH6Bq4W3gw/WBI7wcGyrRI/AAAAAAAAACI/2LYiWLfn1CwQUGLg6h7rt8VliZrqxmNIwCLcB/s320/drive.jpg" width="320" /></a></div>
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<b><br /><br /><span style="font-size: large;">4.VALORACIÓN DEL TRABAJO:</span></b><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span style="font-size: xx-small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: xx-small;"><span style="font-family: "courier new" , "courier" , monospace;"><span class="c3"><span style="font-size: x-small;"><span style="font-family: "courier new" , "courier" , monospace;"><b> </b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">EL TEMA DEL TRABAJO ES MUY INTERESANTE ADEMAS DE QUE ES UN TEMA QUE LLAMA LA ATENCIÓN , SINCERAMENTE EL TRABAJO A SIDO MUY RAPIDO DE HACER.NO LE AÑADIRÍA NADA.</span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-size: x-small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: x-small;"><span style="font-family: "courier new" , "courier" , monospace;"><span class="c3"><span style="font-size: small;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><b> </b></span></span></span></span></span></span></span><br />
<span style="font-size: x-small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: x-small;"><span style="font-family: "courier new" , "courier" , monospace;"><span class="c3"><span style="font-size: small;"><span style="font-family: "courier new" , "courier" , monospace;"><b> </b></span></span> </span></span></span><b><span style="font-size: x-small;"><span style="font-family: "courier new" , "courier" , monospace;"><span class="c3"><br /></span></span></span>
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<br /><br /><br /><br /><br /><span style="font-size: large;"><b>5.Diario de sesiones</b></span><br /><br /><br /><br />Al principio el trabajo fue repartido por los dos integrantes del grupo.<br /><br /><br /><br /><br />Los primeros dias se basaron en buscar la información necesária y las imágenes necesárias para crear las diapositivas , esto nos llevó como 3-4 días en hacerlo.<br /><br /><br /><br /><br />Lo siguiente que hicimos fue hacer las tablas de los cumpleaños y de los planetas enanos y del sistema solar. Esta parte fue menos costosa y nos llevó 2 días hacerlo.<br /><br />Los ultimos días (Décimo día) finalmente los gastamos para poner las animaciones y transiciones y para mandarlo por edmodo y presentarlo a tiempo.<br /><br />No hubo complicación alguna ya que la temática del trabajo nos gustaba y ademas eso nos hizo que fuera mas ameno. <br /><br />Íbamos alternando los días , un día trabajaba Richard y otro día era yo el que lo hacía , el que no hacía el trabajo buscaba información acerca del trabajo. <br /><br /> <span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: large;"> </span></span><div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-BmEFdw0lLVA/WBHQ7bI88MI/AAAAAAAAAB4/qFYfM4QpETM_KS1Lateu8PfsR8PbfbkKgCLcB/s1600/Captura%2Bde%2Bpantalla%2Bde%2B2016-10-27%2B11%253A51%253A44.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://4.bp.blogspot.com/-BmEFdw0lLVA/WBHQ7bI88MI/AAAAAAAAAB4/qFYfM4QpETM_KS1Lateu8PfsR8PbfbkKgCLcB/s320/Captura%2Bde%2Bpantalla%2Bde%2B2016-10-27%2B11%253A51%253A44.png" width="320" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">foto de nuestro trabajo</span></div>
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<b><br /><br /><span style="font-size: large;">6.FECHAS</span></b><div class="separator" style="clear: both; text-align: left;">
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<ul class="c7 lst-kix_ald9wq9srb2r-0 start">
<li class="c6"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c1">Si has trabajado en </span><span class="c0 c3">grupo</span><span class="c5">:</span></span></b></li>
</ul>
<ol class="c7 lst-kix_e4x6718kws52-0 start" start="1">
<li class="c2"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">Richard Asante y Adrián Puertes.</span></span></li>
<li class="c2"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">9,5</span></span></li>
<li class="c2"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">Richard Asante 9 Adrián Puertes 9</span></span></li>
</ol>
<br /><ul class="c7 lst-kix_eas35e9b10sn-0 start">
<li class="c2"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">Si has hecho una Presentación</span></span></b></li>
</ul>
<ol class="c7 lst-kix_vmywglrp2frd-0 start" start="1">
<li class="c4"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">11 imagenes</span></span></li>
<li class="c4"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">0 vídeos</span></span></li>
<li class="c4"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c5">11 diapositivas con 2 animaciones cada una y una transición.</span></span></li>
</ol>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></div>
<ul class="c7 lst-kix_eas35e9b10sn-0 start">
<li class="c2"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="c1">Si has hecho una </span><span class="c3 c0">presentación </span><span class="c1">o un </span><span class="c3 c0">vídeo</span><span class="c5">: </span></span></b></li>
</ul>
<span class="c2"></span><iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1UuJfiwOYTvjaQ--yh4JL-RARwBI8ixYn_ipyi9-zDbQ/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0tag:blogger.com,1999:blog-4092544765860841204.post-17137324086116186842016-09-21T00:59:00.002-07:002016-09-22T02:21:14.049-07:00<br />
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" 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Mis primeros días consistieron en crear un blog con los requisitos que me pedía el profesor , además me cree un avatar el cual tendría que utilizar en mi cuenta de edmodo y en mi cuenta de blogger. adrian puerteshttp://www.blogger.com/profile/11480999991662309453noreply@blogger.com0