<?xml version="1.0" encoding="UTF-8"?>
<!DOCTYPE ode SYSTEM "content.dtd">
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<p>Processing es un lenguaje de programación y entorno de desarrollo integrado de código abierto basado en Java, de fácil utilización, y que sirve como medio para la enseñanza y producción de proyectos multimedia e interactivos de diseño digital.</p>
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<p> <br />El proyecto empezó en 2001 De la mano de Casey Reas y Benjami Fry, ex-componentes del grupo de estética y computación en el Media Lab del MIT. Una de las metas de Processing es actuar como herramienta de introducción en el mundo de la programación a los no-programadores a través de un feedback visual</p>]]></htmlView>
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        </odePagStructureProperty>
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          <odePageId>page-mrf6wgoe-60mqcs40o</odePageId>
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          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<div class="exe-text-template">
    <p><embed width="1200" height="600" src="{{context_path}}/content/resources/Aprender-Processing.pdf" type="application/pdf"></embed></p>
</div>]]></htmlView>
          <jsonProperties><![CDATA[{"ideviceId":"idevice-1783703328471-cxda9yvg3","textInfoDurationInput":"","textInfoDurationTextInput":"Duración","textInfoParticipantsInput":"","textInfoParticipantsTextInput":"Agrupamiento","textTextarea":"<p><embed width=\"1200\" height=\"600\" src=\"{{context_path}}/content/resources/Aprender-Processing.pdf\" type=\"application/pdf\"></embed></p>","textFeedbackInput":"Mostrar retroalimentación","textFeedbackTextarea":""}]]></jsonProperties>
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      <odeBlockId>block-mrf6vpou-g85bzytzu</odeBlockId>
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      <iconName></iconName>
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      </odePagStructureProperties>
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          <odePageId>page-mrf6vpou-q9dd4pij6</odePageId>
          <odeBlockId>block-mrf6vpou-g85bzytzu</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-22zyjlqpm</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.15.59.png" alt="" width="645" height="577" style="display: block; margin-left: auto; margin-right: auto;" /></p>
<p>Estas elipses se mueven según la posición del ratón y cambian su tamaño.</p>
<p></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.13.12.png" alt="" width="1061" height="880" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.15.59.png\" alt=\"\" width=\"645\" height=\"577\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p>\n<p>Estas elipses se mueven según la posición del ratón y cambian su tamaño.</p>\n<p></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.13.12.png\" alt=\"\" width=\"1061\" height=\"880\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
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  <pageName>Líneas en movimiento</pageName>
  <odeNavStructureOrder>3</odeNavStructureOrder>
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    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Líneas en movimiento</value>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-s4mdkju1r</odePageId>
      <odeBlockId>block-mrf6vpou-2iiy6x74u</odeBlockId>
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      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
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          <odePageId>page-mrf6vpou-s4mdkju1r</odePageId>
          <odeBlockId>block-mrf6vpou-2iiy6x74u</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-k0uuujjvw</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.23.19.png" alt="" width="600" height="630" style="display: block; margin-left: auto; margin-right: auto;" /></p>
<p>Las líneas blancas se desplazan a lo largo del eje x.</p>
<p>El siguiente reto será que se muevan indefinidamente.</p>
<p></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.24.37.png" alt="" width="876" height="1030" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.23.19.png\" alt=\"\" width=\"600\" height=\"630\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p>\n<p>Las líneas blancas se desplazan a lo largo del eje x.</p>\n<p>El siguiente reto será que se muevan indefinidamente.</p>\n<p></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.24.37.png\" alt=\"\" width=\"876\" height=\"1030\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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          </odeComponentsProperties>
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  <odePageId>page-mrf6vpou-l9erwt4c4</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Ejercicios con FOR</pageName>
  <odeNavStructureOrder>4</odeNavStructureOrder>
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    <odeNavStructureProperty>
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      <value>Ejercicios con FOR</value>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-l9erwt4c4</odePageId>
      <odeBlockId>block-mrf6vpou-bmdv8b41z</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
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          <odePageId>page-mrf6vpou-l9erwt4c4</odePageId>
          <odeBlockId>block-mrf6vpou-bmdv8b41z</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-iv1tfuha2</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>Vamos a llenar una pantalla de líneas horizontales utilizando el comando FOR.</p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.30.33.png" alt="" width="506" height="529" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.30.19.png" alt="" width="766" height="730" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>Vamos a llenar una pantalla de líneas horizontales utilizando el comando FOR.</p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.30.33.png\" alt=\"\" width=\"506\" height=\"529\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.30.19.png\" alt=\"\" width=\"766\" height=\"730\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
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<odeNavStructure>
  <odePageId>page-mrf6vpou-rw0vt40uf</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Bolitas se mueven por la pantalla</pageName>
  <odeNavStructureOrder>6</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Bolitas se mueven por la pantalla</value>
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  </odeNavStructureProperties>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-rw0vt40uf</odePageId>
      <odeBlockId>block-mrf6vpou-wnk6wfus9</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
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      </odePagStructureProperties>
      <odeComponents>
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          <odePageId>page-mrf6vpou-rw0vt40uf</odePageId>
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          <odeIdeviceId>idevice-mrf6vpou-4blkf3hsa</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.34.34.png" alt="" width="796" height="630" style="display: block; margin-left: auto; margin-right: auto;" /></p>
<p></p>
<p>Las bolitas se mueven ininterrupidamente por la pantalla.</p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.34.24.png" alt="" width="796" height="800" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.34.34.png\" alt=\"\" width=\"796\" height=\"630\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p>\n<p></p>\n<p>Las bolitas se mueven ininterrupidamente por la pantalla.</p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.34.24.png\" alt=\"\" width=\"796\" height=\"800\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
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<odeNavStructure>
  <odePageId>page-mrf6vpou-liwgn4jnx</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Péndulo con colores aleatorios</pageName>
  <odeNavStructureOrder>7</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
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  <odePagStructures>
    <odePagStructure>
      <odePageId>page-mrf6vpou-liwgn4jnx</odePageId>
      <odeBlockId>block-mrf6vpou-ygo9saqz5</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-liwgn4jnx</odePageId>
          <odeBlockId>block-mrf6vpou-ygo9saqz5</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-ysatyaqhf</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>En este ejercicio se mueve un péndulo según la posición del ratón y las bolitas cambian de color aleatoriamente.</p>
<p>Si activamos el background (255) solo se verá un péndulo.</p>
<p></p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.41.59.png" alt="" width="602" height="826" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.41.49.png" alt="" width="1392" height="846" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>En este ejercicio se mueve un péndulo según la posición del ratón y las bolitas cambian de color aleatoriamente.</p>\n<p>Si activamos el background (255) solo se verá un péndulo.</p>\n<p></p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.41.59.png\" alt=\"\" width=\"602\" height=\"826\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.41.49.png\" alt=\"\" width=\"1392\" height=\"846\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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          </odeComponentsProperties>
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<odeNavStructure>
  <odePageId>page-mrf6vpou-4ij2xfh45</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Pelota rebota utilizando IF</pageName>
  <odeNavStructureOrder>8</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Pelota rebota utilizando IF</value>
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  <odePagStructures>
    <odePagStructure>
      <odePageId>page-mrf6vpou-4ij2xfh45</odePageId>
      <odeBlockId>block-mrf6vpou-nxjy0xv3n</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-4ij2xfh45</odePageId>
          <odeBlockId>block-mrf6vpou-nxjy0xv3n</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-4782sov4y</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p></p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.47.11.png" alt="" width="405" height="426" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.46.54.png" alt="" width="1268" height="1158" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p></p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.47.11.png\" alt=\"\" width=\"405\" height=\"426\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.46.54.png\" alt=\"\" width=\"1268\" height=\"1158\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-4ij2xfh45</odePageId>
      <odeBlockId>block-mrf6vpou-sjijcjo41</odeBlockId>
      <blockName>File Attachments</blockName>
      <iconName>assignment</iconName>
      <odePagStructureOrder>1</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-4ij2xfh45</odePageId>
          <odeBlockId>block-mrf6vpou-sjijcjo41</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-ftqdvdqsk</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><a href="{{context_path}}/content/resources/pelota_rebota_if_ped.pde" target="_blank" download="pelota_rebota_if_ped.pde">pelota_rebota_if_ped.pde</a></p>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><a href=\"{{context_path}}/content/resources/pelota_rebota_if_ped.pde\" target=\"_blank\" download=\"pelota_rebota_if_ped.pde\">pelota_rebota_if_ped.pde</a></p>"}]]></jsonProperties>
          <odeComponentsOrder>1</odeComponentsOrder>
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<odeNavStructure>
  <odePageId>page-mrf6vpou-1mq1yby1y</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Pelota rebota y cambia de color</pageName>
  <odeNavStructureOrder>9</odeNavStructureOrder>
  <odeNavStructureProperties>
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      <key>titlePage</key>
      <value>Pelota rebota y cambia de color</value>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-1mq1yby1y</odePageId>
      <odeBlockId>block-mrf6vpou-n5o5sdulv</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
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      </odePagStructureProperties>
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        <odeComponent>
          <odePageId>page-mrf6vpou-1mq1yby1y</odePageId>
          <odeBlockId>block-mrf6vpou-n5o5sdulv</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-lc0txokxq</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>En este ejercicio la pelota se mueve continuamente en horizontal y cambia de color según en la parte de la pantalla en que se encuentre.</p>
<p></p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.51.22.png" alt="" width="379" height="221" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.51.08.png" alt="" width="976" height="1070" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>En este ejercicio la pelota se mueve continuamente en horizontal y cambia de color según en la parte de la pantalla en que se encuentre.</p>\n<p></p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.51.22.png\" alt=\"\" width=\"379\" height=\"221\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.51.08.png\" alt=\"\" width=\"976\" height=\"1070\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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    </odePagStructure>
    <odePagStructure>
      <odePageId>page-mrf6vpou-1mq1yby1y</odePageId>
      <odeBlockId>block-mrf6vpou-vtkixnyh0</odeBlockId>
      <blockName>File Attachments</blockName>
      <iconName>assignment</iconName>
      <odePagStructureOrder>1</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-1mq1yby1y</odePageId>
          <odeBlockId>block-mrf6vpou-vtkixnyh0</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-tfj45w5s9</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><a href="{{context_path}}/content/resources/rebota_cambia_color.pde" target="_blank" download="rebota_cambia_color.pde">rebota_cambia_color.pde</a></p>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><a href=\"{{context_path}}/content/resources/rebota_cambia_color.pde\" target=\"_blank\" download=\"rebota_cambia_color.pde\">rebota_cambia_color.pde</a></p>"}]]></jsonProperties>
          <odeComponentsOrder>1</odeComponentsOrder>
          <odeComponentsProperties>
          </odeComponentsProperties>
        </odeComponent>
      </odeComponents>
    </odePagStructure>
  </odePagStructures>
</odeNavStructure>
<odeNavStructure>
  <odePageId>page-mrf6vpou-6paxj156m</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Pantalla llena de círculos</pageName>
  <odeNavStructureOrder>10</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Pantalla llena de círculos</value>
    </odeNavStructureProperty>
  </odeNavStructureProperties>
  <odePagStructures>
    <odePagStructure>
      <odePageId>page-mrf6vpou-6paxj156m</odePageId>
      <odeBlockId>block-mrf6vpou-tsldschvc</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-6paxj156m</odePageId>
          <odeBlockId>block-mrf6vpou-tsldschvc</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-1rmdeu7tc</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>Vamos a rellenar la pantalla de círculos.</p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.56.05.png" alt="" width="478" height="497" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.55.50.png" alt="" width="1010" height="762" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>Vamos a rellenar la pantalla de círculos.</p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.56.05.png\" alt=\"\" width=\"478\" height=\"497\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_11.55.50.png\" alt=\"\" width=\"1010\" height=\"762\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-6paxj156m</odePageId>
      <odeBlockId>block-mrf6vpou-pb6jlevbq</odeBlockId>
      <blockName>File Attachments</blockName>
      <iconName>assignment</iconName>
      <odePagStructureOrder>1</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-6paxj156m</odePageId>
          <odeBlockId>block-mrf6vpou-pb6jlevbq</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-qhfw0eows</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><a href="{{context_path}}/content/resources/pantalla_circulos.pde" target="_blank" download="pantalla_circulos.pde">pantalla_circulos.pde</a></p>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><a href=\"{{context_path}}/content/resources/pantalla_circulos.pde\" target=\"_blank\" download=\"pantalla_circulos.pde\">pantalla_circulos.pde</a></p>"}]]></jsonProperties>
          <odeComponentsOrder>1</odeComponentsOrder>
          <odeComponentsProperties>
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</odeNavStructure>
<odeNavStructure>
  <odePageId>page-mrf6vpou-xvpzq0lpv</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Texto e imagen en movimiento</pageName>
  <odeNavStructureOrder>11</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Texto e imagen en movimiento</value>
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  <odePagStructures>
    <odePagStructure>
      <odePageId>page-mrf6vpou-xvpzq0lpv</odePageId>
      <odeBlockId>block-mrf6vpou-j13xpgpjt</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-xvpzq0lpv</odePageId>
          <odeBlockId>block-mrf6vpou-j13xpgpjt</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-434g6u544</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>En este ejercicio vamos a poner en pantalla un texto y una imagen en movimiento.</p>
<p>La imagen tiene que estar incluida en la carpeta del programa. Para ello tenemos que crear primero la carpeta y grabar la imagen.</p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.02.05.png" alt="" width="730" height="547" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.01.54.png" alt="" width="2298" height="926" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>En este ejercicio vamos a poner en pantalla un texto y una imagen en movimiento.</p>\n<p>La imagen tiene que estar incluida en la carpeta del programa. Para ello tenemos que crear primero la carpeta y grabar la imagen.</p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.02.05.png\" alt=\"\" width=\"730\" height=\"547\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.01.54.png\" alt=\"\" width=\"2298\" height=\"926\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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  <odePageId>page-mrf6vpou-pov2vq021</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Figura se mueve aleatoria</pageName>
  <odeNavStructureOrder>12</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
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      <value>Figura se mueve aleatoria</value>
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      <odePageId>page-mrf6vpou-pov2vq021</odePageId>
      <odeBlockId>block-mrf6vpou-1q0qvtl0h</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
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          <odeBlockId>block-mrf6vpou-1q0qvtl0h</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-4sxq17fse</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p>Este ejercicio recuerda la pelota del famoso juego del tenis.</p>
<p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.18.00.png" alt="" width="468" height="195" style="display: block; margin-left: auto; margin-right: auto;" /></p><div class="iDevice_buttons feedback-button js-required"><input type="button" class="feedbackbutton" value="Mostrar retroalimentación" /></div><div class="feedback js-feedback js-hidden"><p><img src="{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.17.04.png" alt="" width="1079" height="798" style="display: block; margin-left: auto; margin-right: auto;" /></p></div>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p>Este ejercicio recuerda la pelota del famoso juego del tenis.</p>\n<p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.18.00.png\" alt=\"\" width=\"468\" height=\"195\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p><div class=\"iDevice_buttons feedback-button js-required\"><input type=\"button\" class=\"feedbackbutton\" value=\"Mostrar retroalimentación\" /></div><div class=\"feedback js-feedback js-hidden\"><p><img src=\"{{context_path}}/content/resources/Captura_de_Pantalla_2023-04-16_a_las_12.17.04.png\" alt=\"\" width=\"1079\" height=\"798\" style=\"display: block; margin-left: auto; margin-right: auto;\" /></p></div>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
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          </odeComponentsProperties>
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    <odePagStructure>
      <odePageId>page-mrf6vpou-pov2vq021</odePageId>
      <odeBlockId>block-mrf6vpou-otsy1zl0i</odeBlockId>
      <blockName>File Attachments</blockName>
      <iconName>assignment</iconName>
      <odePagStructureOrder>1</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-pov2vq021</odePageId>
          <odeBlockId>block-mrf6vpou-otsy1zl0i</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-tlkw4rrtv</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p><a href="{{context_path}}/content/resources/tenis.pde" target="_blank" download="tenis.pde">tenis.pde</a></p>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p><a href=\"{{context_path}}/content/resources/tenis.pde\" target=\"_blank\" download=\"tenis.pde\">tenis.pde</a></p>"}]]></jsonProperties>
          <odeComponentsOrder>1</odeComponentsOrder>
          <odeComponentsProperties>
          </odeComponentsProperties>
        </odeComponent>
      </odeComponents>
    </odePagStructure>
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</odeNavStructure>
<odeNavStructure>
  <odePageId>page-mrf6vpou-qy9p3veop</odePageId>
  <odeParentPageId></odeParentPageId>
  <pageName>Manuales de processing</pageName>
  <odeNavStructureOrder>13</odeNavStructureOrder>
  <odeNavStructureProperties>
    <odeNavStructureProperty>
      <key>titlePage</key>
      <value>Manuales de processing</value>
    </odeNavStructureProperty>
  </odeNavStructureProperties>
  <odePagStructures>
    <odePagStructure>
      <odePageId>page-mrf6vpou-qy9p3veop</odePageId>
      <odeBlockId>block-mrf6vpou-h8m9ejky9</odeBlockId>
      <blockName></blockName>
      <iconName></iconName>
      <odePagStructureOrder>0</odePagStructureOrder>
      <odePagStructureProperties>
      </odePagStructureProperties>
      <odeComponents>
        <odeComponent>
          <odePageId>page-mrf6vpou-qy9p3veop</odePageId>
          <odeBlockId>block-mrf6vpou-h8m9ejky9</odeBlockId>
          <odeIdeviceId>idevice-mrf6vpou-viz8n8eg6</odeIdeviceId>
          <odeIdeviceTypeName>text</odeIdeviceTypeName>
          <htmlView><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;"><iframe width="600" height="900" src="{{context_path}}/content/resources/Aprender-Processing.pdf"></iframe></p>
<p style="text-align: center;"></p>
<p style="text-align: center;"><iframe width="900" height="600" src="{{context_path}}/content/resources/processing_spa_1.pdf"></iframe></p>]]></htmlView>
          <jsonProperties><![CDATA[{"textTextarea":"<p style=\"text-align: center;\"></p>\n<p style=\"text-align: center;\"><iframe width=\"600\" height=\"900\" src=\"{{context_path}}/content/resources/Aprender-Processing.pdf\"></iframe></p>\n<p style=\"text-align: center;\"></p>\n<p style=\"text-align: center;\"><iframe width=\"900\" height=\"600\" src=\"{{context_path}}/content/resources/processing_spa_1.pdf\"></iframe></p>"}]]></jsonProperties>
          <odeComponentsOrder>0</odeComponentsOrder>
          <odeComponentsProperties>
          </odeComponentsProperties>
        </odeComponent>
      </odeComponents>
    </odePagStructure>
  </odePagStructures>
</odeNavStructure>
</odeNavStructures>
</ode>