tag:blogger.com,1999:blog-5722497325814692842024-02-21T10:47:23.976+01:00Aula de desarrollo de capacidadesUnknownnoreply@blogger.comBlogger1255125tag:blogger.com,1999:blog-572249732581469284.post-8364832071010792902020-02-20T13:31:00.003+01:002020-02-20T13:34:46.569+01:00Proyecto "La velocidad"El alumnado del taller de Robótica 2 ha desarrollado un proyecto sobre la velocidad durante cuatro semanas.<br />
<div>
Han explorado las características de un coche de carreras, han creado y programado un coche para investigar los factores que lo harían más rápido y han creado y programado su propio coche.</div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzh-pu0L04DrmHXCGbuT1tSYbOGgKP9F4xW9pDZEwAFnAuR8Tg3B_Zpyyc30p5Cy11qveCx4qrmyOKbIaCLCA9OipOQvRVfaxh21iJQ4JmucLJbG6iP8uf0f41akJAjTyswWgYqaiyVQc/s1600/IMG_2571.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzh-pu0L04DrmHXCGbuT1tSYbOGgKP9F4xW9pDZEwAFnAuR8Tg3B_Zpyyc30p5Cy11qveCx4qrmyOKbIaCLCA9OipOQvRVfaxh21iJQ4JmucLJbG6iP8uf0f41akJAjTyswWgYqaiyVQc/s400/IMG_2571.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
En este vídeo puedes ver los coches que han creado y cómo funcionan.</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div>
<div style="text-align: center;">
<br /></div>
</div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Lz9RwgAjB_A" width="560"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-14738333007858613212019-12-19T14:50:00.001+01:002019-12-19T14:52:17.535+01:00ROBÓTICA 2: MI FIESTA DE BAILELas chicas y los chicos del taller de robótica han estado programando estas fiestas de baile tan divertidas.<br />
Míralas que igual te dan alguna idea para estas fiestas navideñas...<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPfhmrS1ANhNYeN5NlqcwKC_-yRb2C7vyilOHDRZ3D0Fib1Y-XnHtdK4pCXdGxc3TwtwoI_JXrVZDp6NbFxB7Eg3rtfYhgqxngctOpkLMisxkvYYHGLbe3ASqNYDtayaB1kR9aQ-a-g08/s1600/Screenshot_1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="782" data-original-width="443" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPfhmrS1ANhNYeN5NlqcwKC_-yRb2C7vyilOHDRZ3D0Fib1Y-XnHtdK4pCXdGxc3TwtwoI_JXrVZDp6NbFxB7Eg3rtfYhgqxngctOpkLMisxkvYYHGLbe3ASqNYDtayaB1kR9aQ-a-g08/s320/Screenshot_1.jpg" width="181" /></a></div>
<b><br /></b>
<b>Fiesta de baile de Leo Mata:</b><br />
<div class="a3s aXjCH " id=":my">
<div dir="ltr">
<a data-saferedirecturl="https://www.google.com/url?q=https://studio.code.org/projects/dance/Cc3qIPk69iESqTdSBX3XNWIx0q2zWIvc4_0fB5sCTY8&source=gmail&ust=1576849361602000&usg=AFQjCNGwJY0B99xaoqjp4709qJUDyxpveA" href="https://studio.code.org/projects/dance/Cc3qIPk69iESqTdSBX3XNWIx0q2zWIvc4_0fB5sCTY8" target="_blank">https://studio.code.org/<wbr></wbr>projects/dance/<wbr></wbr>Cc3qIPk69iESqTdSBX3XNWIx0q2zWI<wbr></wbr>vc4_0fB5sCTY8</a></div>
<div dir="ltr">
<br /></div>
<div dir="ltr">
<b>Fiesta de baile de baile de Sabrina Cuevas:</b></div>
<div dir="ltr">
<a data-saferedirecturl="https://www.google.com/url?q=https://studio.code.org/projects/dance/JGb2fhxONmGQa-xYVBClOTimj4WuLtYt5G6XZXtb9Yo&source=gmail&ust=1576849361619000&usg=AFQjCNGqpaXqqUCOduRO1FX-xwK04Cv0JA" href="https://studio.code.org/projects/dance/JGb2fhxONmGQa-xYVBClOTimj4WuLtYt5G6XZXtb9Yo" target="_blank">https://studio.code.org/<wbr></wbr>projects/dance/JGb2fhxONmGQa-<wbr></wbr>xYVBClOTimj4WuLtYt5G6XZXtb9Yo</a></div>
<div dir="ltr">
<b><br /></b></div>
<div dir="ltr">
<b>Fiesta de baile de Laia Loscertales:</b></div>
<div dir="ltr">
<div dir="ltr">
<div dir="ltr">
<a data-saferedirecturl="https://www.google.com/url?q=https://studio.code.org/projects/dance/eYpeiMYfR0ZAI-SCwsmiQyXfnnTsq2jFqrzXiPiFQ4c&source=gmail&ust=1576849361609000&usg=AFQjCNGtn3iop8LFm2TygVE76UutlYxKQA" href="https://studio.code.org/projects/dance/eYpeiMYfR0ZAI-SCwsmiQyXfnnTsq2jFqrzXiPiFQ4c" target="_blank">https://studio.code.org/<wbr></wbr>projects/dance/eYpeiMYfR0ZAI-<wbr></wbr>SCwsmiQyXfnnTsq2jFqrzXiPiFQ4c</a></div>
<div>
<br /></div>
<div>
Instrucción: dándole a la A también bailan.</div>
<div>
<b><br /></b></div>
<div>
<b>Fiesta de baile de Santiago Lázaro:</b></div>
<div>
<a data-saferedirecturl="https://www.google.com/url?q=https://studio.code.org/projects/dance/kORPzcaNapzkw9ZFQxqDnYWWQQPOF78qNRJgkbfZBHU&source=gmail&ust=1576849361628000&usg=AFQjCNGoms1HcL1brzFgZp9IHm-W6wAqgA" href="https://studio.code.org/projects/dance/kORPzcaNapzkw9ZFQxqDnYWWQQPOF78qNRJgkbfZBHU" target="_blank">https://studio.code.org/<wbr></wbr>projects/dance/<wbr></wbr>kORPzcaNapzkw9ZFQxqDnYWWQQPOF7<wbr></wbr>8qNRJgkbfZBHU</a><br />
<div>
<br /></div>
<div>
Instrucción: Si presionas las teclas de arriba y abajo aparecen más bailarinas.</div>
</div>
<div>
<b><br /></b></div>
<div>
<b>Fiesta de baile de Álvaro Altabás:</b></div>
<div>
<div class="aju">
<div class="aCi">
</div>
</div>
<div class="gs">
<div class="gE iv gt">
<table cellpadding="0" class="cf gJ"><tbody>
<tr class="acZ"><td class="gF gK"><a data-saferedirecturl="https://www.google.com/url?q=https://studio.code.org/projects/dance/q3pc1OKIBCX3Eh6PDae1Bcbal1-2grVi7DJohD_wTyA&source=gmail&ust=1576849361612000&usg=AFQjCNFrzopNvyHSEFhzF7eBVhxMbDwxOA" href="https://studio.code.org/projects/dance/q3pc1OKIBCX3Eh6PDae1Bcbal1-2grVi7DJohD_wTyA" target="_blank">https://studio.code.org/<wbr></wbr>projects/dance/<wbr></wbr>q3pc1OKIBCX3Eh6PDae1Bcbal1-<wbr></wbr>2grVi7DJohD_wTyA</a></td><td class="gH bAk"></td></tr>
</tbody></table>
</div>
</div>
<div id=":mn">
<div class="qQVYZb">
</div>
<div class="utdU2e">
</div>
<div class="btm">
</div>
</div>
<div class="">
<div class="aHl">
</div>
<div id=":na" tabindex="-1">
</div>
<div class="ii gt adO" id=":on">
<div class="a3s aXjCH " id=":om">
<div dir="ltr">
<div>
<br /></div>
<div>
Instrucciones: Si
se presiona la barra de espacio, los bailarines se señalarán
mutuamente y si se presiona el botón arriba, el tamaño de los
bailarines se aumentará y reducirá. ( no funciona cuando el robot está
bailando súper rápido)</div>
<div class="yj6qo ajU">
<div aria-expanded="false" aria-label="Mostrar contenido reducido" class="ajR" data-tooltip="Mostrar contenido reducido" id=":nd" role="button" tabindex="0">
<img class="ajT" src="https://ssl.gstatic.com/ui/v1/icons/mail/images/cleardot.gif" /></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-86465911963705065952019-12-13T13:24:00.001+01:002019-12-13T13:27:23.652+01:00ROBOTICA 1: DISEÑAMOS NUESTRO VIDEOJUEGO DE FLAPPY BIRDDurante todo el 1º trimestre el alumnado de 2º y 3º de primaria que participan en el taller de robótica 1 han estado aprendiendo a programar. Han realizado varios proyectos usando lenguaje computacional y hoy, como última sesión del trimestre, han diseñado su propio videojuego de Flappy Bird.<br />
<br />
Para acceder a los juegos haz clic en los enlaces.<br />
<a href="https://studio.code.org/c/1020192230" target="_blank">https://studio.code.org/c/1020192230</a><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTTSqVOPdzO0uOj0QXTgR9n-h6eQ-mDMBFqNikqNTu_jHmDQg8L-wCzEqOsmbVwuU5iluzNWPN_uiiNU6nqcIxzUE5wZPfloNyf82E8PCtGJrZ-LwwsfKx8eCtb6xo7YMHaBlrsyRUOcY/s1600/IMG_1878.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTTSqVOPdzO0uOj0QXTgR9n-h6eQ-mDMBFqNikqNTu_jHmDQg8L-wCzEqOsmbVwuU5iluzNWPN_uiiNU6nqcIxzUE5wZPfloNyf82E8PCtGJrZ-LwwsfKx8eCtb6xo7YMHaBlrsyRUOcY/s320/IMG_1878.JPG" width="320" /></a></div>
<br />
<a href="https://studio.code.org/c/1020186994">https://studio.code.org/c/1020186994</a> <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJs8nALo7nYwHrAFW2-He9xJPyvKdj6x5rJFgl_FItfpYeYVbVKZSZQBigSePalbUgjOB5OfGO1EtmizgUe0Bajq1T9FqmmbpRmYL2mY0KecAGOW4_OBs0bMmxOsoI8D351HTsUJoR75w/s1600/IMG_1879.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJs8nALo7nYwHrAFW2-He9xJPyvKdj6x5rJFgl_FItfpYeYVbVKZSZQBigSePalbUgjOB5OfGO1EtmizgUe0Bajq1T9FqmmbpRmYL2mY0KecAGOW4_OBs0bMmxOsoI8D351HTsUJoR75w/s320/IMG_1879.JPG" width="320" /></a></div>
<br />
<a href="https://studio.code.org/c/1020198279">https://studio.code.org/c/1020198279</a> <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh6Fc7HG1vjWNDr1xOVofoCvoenzn2NgpoSaxyJrcnXtLPswTQYBZ6ihwkeyKsu5L0ZEyAw1MpSgBHSMsQQswyPb4-le3q-0YctB7dsFR2nh40MK1YibkxYpY991n-8ngKoIMASEJwYBA/s1600/IMG_1880.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh6Fc7HG1vjWNDr1xOVofoCvoenzn2NgpoSaxyJrcnXtLPswTQYBZ6ihwkeyKsu5L0ZEyAw1MpSgBHSMsQQswyPb4-le3q-0YctB7dsFR2nh40MK1YibkxYpY991n-8ngKoIMASEJwYBA/s320/IMG_1880.JPG" width="320" /></a></div>
<a href="https://studio.code.org/c/35642259">https://studio.code.org/c/35642259</a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWLawOqsLw_zwiSoci9N8m7o8QFUSyscZ7jYz-Y-zUA585Rgyd9nQ8tVihIVmEfoXcoQO4EjcHAu4BuPifUwRbb2rVHNZ4HOjiKkv0uBvvWozYQlMw7rBar1OXN2-VJWPKKq34SYTkzDE/s1600/IMG_1881.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWLawOqsLw_zwiSoci9N8m7o8QFUSyscZ7jYz-Y-zUA585Rgyd9nQ8tVihIVmEfoXcoQO4EjcHAu4BuPifUwRbb2rVHNZ4HOjiKkv0uBvvWozYQlMw7rBar1OXN2-VJWPKKq34SYTkzDE/s320/IMG_1881.JPG" width="320" /></a></div>
<a href="https://studio.code.org/c/1020189313">https://studio.code.org/c/1020189313</a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LTuC6pjFJyNuAgbrGrJYP1dsfvha0ZQl4S610UqSJDYbNJ_x7t7XM0GTjkGbPUjTaUmXemBAohqagsy7dXn5-AE9HTvRs5UpxVoWjCKaRglHfZpEn8refWZFSS6mzet95r452uvB3j8/s1600/IMG_1882.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LTuC6pjFJyNuAgbrGrJYP1dsfvha0ZQl4S610UqSJDYbNJ_x7t7XM0GTjkGbPUjTaUmXemBAohqagsy7dXn5-AE9HTvRs5UpxVoWjCKaRglHfZpEn8refWZFSS6mzet95r452uvB3j8/s320/IMG_1882.JPG" width="320" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-92007056415193925392019-12-13T13:10:00.000+01:002019-12-13T13:10:38.738+01:00INCLUSIONES PARA TODO EL ALUMNADO<br />
<a href="https://www.blogger.com/blogger.g?rinli=1&pli=1&blogID=572249732581469284" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Durante este primer trimestre TODO el alumnado del CEIP La Laguna ha participado en el Programa de desarrollo de capacidades.<br />
Durante una sesión han desarrollado prácticas que se realizan en el aula de desarrollo de capacidades del colegio: mindfulness, creatividad, robótica...<br />
Han aprendido a programar robots sencillos como BeeBot y Zowi.<br />
<br />
Los mas mayores aprendieron a programar sin usar robots, ellos mismos fueron los robots. <br />
<br />
En el segundo y en el tercer trimestre volverán a participar.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgqcwtOuoX2lXSWTBv1HrEBv8jPeBWzdHSnJPw1urlSM4-aQ3jWaU3yuvtHb0gWRn54KDH-8fkssgmOrRPMEbriGw044EP_7RUy4Khq7T9s5cnHESUpJPxISHSw5ZiTDDynGHV0OBm2fs/s1600/IMG_1828.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgqcwtOuoX2lXSWTBv1HrEBv8jPeBWzdHSnJPw1urlSM4-aQ3jWaU3yuvtHb0gWRn54KDH-8fkssgmOrRPMEbriGw044EP_7RUy4Khq7T9s5cnHESUpJPxISHSw5ZiTDDynGHV0OBm2fs/s320/IMG_1828.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixWsNzBIXZ0sL3y5f-hcmU7lXRtAnca1yFkmS-kY3g40XAIjrvuy6rVd9SHxcTBtZEeoRkDxuN4VbXOfOdrMcEvhgSsjDSk_0ch4uDddZPGdx0b_sfaLtPteTESU6Y8PiPOPRUsvOFY2Y/s1600/IMG_1676.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixWsNzBIXZ0sL3y5f-hcmU7lXRtAnca1yFkmS-kY3g40XAIjrvuy6rVd9SHxcTBtZEeoRkDxuN4VbXOfOdrMcEvhgSsjDSk_0ch4uDddZPGdx0b_sfaLtPteTESU6Y8PiPOPRUsvOFY2Y/s320/IMG_1676.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8iuLDrr103jSz8Wxm_dQbVK1WGPtXGHrEqBCfc3LniCGOJAmG-397g59bmGUKPS_9jeM4xwAClq9H5W1ybJCLV7RvvfYG9zG2vTYmclXHvWAaQoR2lNGuNJ3GXONT8C0BD7WObaV2q9Y/s320/IMG_1569.JPG" width="320" /> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEy4hBAwdjLKmzp2pxQuMSO3GISBD2uXJJflQlFDNPuLfbIBcUSYP8XoONauX76I1P2OigujD1OICnVnoZ7bHVBVz8ipBsCSmbtEwOB9yGLT2-eBdd4USRSLnM32_SsluqgnE5K38EUb8/s1600/IMG_1664.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEy4hBAwdjLKmzp2pxQuMSO3GISBD2uXJJflQlFDNPuLfbIBcUSYP8XoONauX76I1P2OigujD1OICnVnoZ7bHVBVz8ipBsCSmbtEwOB9yGLT2-eBdd4USRSLnM32_SsluqgnE5K38EUb8/s320/IMG_1664.JPG" width="320" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0JaEyMA99St_ryj-kCXmXM5BIvoozuMMPa-glD12la3-UBJH4-pDMh6H-Ipt5T8W2PT1oG1EJiyAT_KY1kLIXJAaCWGa7in17vNLGyhFxdU27oxwE3_uGfZUs7hguqFCLW5fC65CzvL8/s1600/IMG_1477.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0JaEyMA99St_ryj-kCXmXM5BIvoozuMMPa-glD12la3-UBJH4-pDMh6H-Ipt5T8W2PT1oG1EJiyAT_KY1kLIXJAaCWGa7in17vNLGyhFxdU27oxwE3_uGfZUs7hguqFCLW5fC65CzvL8/s320/IMG_1477.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju38yOlV_qqzQVFUFg14ww3wDAY3Rw0QU6Rg2u4n7Ih_UyMFB-GNWlU1P0n31btHXg8uUeylbl08aW1FtKAUA5v_aVkCX_Ge1EwdgtaaBcOl8HbYLOG2a_G5gMdobIxPkMOGpTEbTWiVM/s1600/IMG_1470.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju38yOlV_qqzQVFUFg14ww3wDAY3Rw0QU6Rg2u4n7Ih_UyMFB-GNWlU1P0n31btHXg8uUeylbl08aW1FtKAUA5v_aVkCX_Ge1EwdgtaaBcOl8HbYLOG2a_G5gMdobIxPkMOGpTEbTWiVM/s320/IMG_1470.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyjnCHrZ7u5ZHPTkjMc1O5kggeoQzKaJ8xwwHkQnvHoIZHS5icpMQYPPKI60mLRMYgo4ufLJX45bnQ9feJuAUzhn6OM8mEA7IQHVep9QhcIhcPxRjfNCd3XmE1K05Q6VLjfKooaqV_nfU/s1600/IMG_1462.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyjnCHrZ7u5ZHPTkjMc1O5kggeoQzKaJ8xwwHkQnvHoIZHS5icpMQYPPKI60mLRMYgo4ufLJX45bnQ9feJuAUzhn6OM8mEA7IQHVep9QhcIhcPxRjfNCd3XmE1K05Q6VLjfKooaqV_nfU/s320/IMG_1462.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEskWJ1vy0A_bkmRFUWN348wqPRTPS4Gf4xD6Xqca3jAac-7ivgvYbtCrpCbov2NM8ok_DJSkogCE3tG2RJdjIYMtkjN1N1bPoVDuWcpKVHiX684wVykDcSmkKNI1NQuAvoHoSp9cWMhY/s1600/IMG_1415.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEskWJ1vy0A_bkmRFUWN348wqPRTPS4Gf4xD6Xqca3jAac-7ivgvYbtCrpCbov2NM8ok_DJSkogCE3tG2RJdjIYMtkjN1N1bPoVDuWcpKVHiX684wVykDcSmkKNI1NQuAvoHoSp9cWMhY/s1600/IMG_1415.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?rinli=1&pli=1&blogID=572249732581469284" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEskWJ1vy0A_bkmRFUWN348wqPRTPS4Gf4xD6Xqca3jAac-7ivgvYbtCrpCbov2NM8ok_DJSkogCE3tG2RJdjIYMtkjN1N1bPoVDuWcpKVHiX684wVykDcSmkKNI1NQuAvoHoSp9cWMhY/s320/IMG_1415.JPG" width="320" /> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeuLdqrr1OHt1LfFn6fUzLug8mMezU-5BMlOU8_aTnrhmeLWdltEtjGjnQOGUGhqjQVsWIw64z9dALv5m6j8a0NNWGLflyEna-d7EHnzipVWkvm-VUDCMzOFeM0lPHl1aU3Ar3ukJ3MCE/s1600/IMG_1405.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeuLdqrr1OHt1LfFn6fUzLug8mMezU-5BMlOU8_aTnrhmeLWdltEtjGjnQOGUGhqjQVsWIw64z9dALv5m6j8a0NNWGLflyEna-d7EHnzipVWkvm-VUDCMzOFeM0lPHl1aU3Ar3ukJ3MCE/s320/IMG_1405.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPdZj1PVDlGxwOL8gGLHcFehSJru27TfDPOMHo_j_76Vqz_oNmuMHb4bg4I2jYdmnDz_iw_3d1eJiz0Z5Mk8hgf_iMsJg1OMw2UkivcT-rtCxEqb2DfjHOBtJjTFh4JOsd9NcFfsoMNTY/s1600/IMG_1401.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPdZj1PVDlGxwOL8gGLHcFehSJru27TfDPOMHo_j_76Vqz_oNmuMHb4bg4I2jYdmnDz_iw_3d1eJiz0Z5Mk8hgf_iMsJg1OMw2UkivcT-rtCxEqb2DfjHOBtJjTFh4JOsd9NcFfsoMNTY/s320/IMG_1401.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtq0s7IQEIWQt1xybTz4v7iBDD_lDcbJ0cx4aC9NTh_hKy1K-fcq4tFHJ7IGLdk91nAjh91TJSHx_0jxgM5kxEid1k8Rvv3KHcm5mhHayhTc_fOC5MNqxA2MbwQYIlNbW05EGua-a3yiQ/s1600/IMG_1094.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtq0s7IQEIWQt1xybTz4v7iBDD_lDcbJ0cx4aC9NTh_hKy1K-fcq4tFHJ7IGLdk91nAjh91TJSHx_0jxgM5kxEid1k8Rvv3KHcm5mhHayhTc_fOC5MNqxA2MbwQYIlNbW05EGua-a3yiQ/s320/IMG_1094.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYnAGvh4nAmHqtSB6tx9zxhh5k84TYl3bjfkuIBvzaxhYiLoWnu6KI5REY9Slj0kVz-oVZP-Yx8kSdJKsL6aDdJFIQZPs3vlRqJJQWw0eznJf7-MAUcROm_ad7tIWs82eJR8TUQrpXXmo/s1600/IMG_1098.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYnAGvh4nAmHqtSB6tx9zxhh5k84TYl3bjfkuIBvzaxhYiLoWnu6KI5REY9Slj0kVz-oVZP-Yx8kSdJKsL6aDdJFIQZPs3vlRqJJQWw0eznJf7-MAUcROm_ad7tIWs82eJR8TUQrpXXmo/s320/IMG_1098.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIQiq_PZyTjkR5_vJeh5TdMOjQuf7wTuNSYmYl_1cg90a3IT6Poov648ucIpuPh587JPws8WqgtYBxpCc_4DuBOfCqFawRYhjvgDfdLvSK00KQENxbHjuJvjryy5BXAoDI3rbPAlddTgU/s1600/IMG_1109.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIQiq_PZyTjkR5_vJeh5TdMOjQuf7wTuNSYmYl_1cg90a3IT6Poov648ucIpuPh587JPws8WqgtYBxpCc_4DuBOfCqFawRYhjvgDfdLvSK00KQENxbHjuJvjryy5BXAoDI3rbPAlddTgU/s320/IMG_1109.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkReshS_Lv70h86somMHlt51A511wBbXf0cV_TtxKsQ88zfGfJ9xD-XOi6OGMgxN90HQRw0bVdozl0HrNlURpUW1EOGDxdV_nAMAwFajKcuayM_jEgfIG82Fvg30i4txvQJDqwIohmQ2I/s1600/IMG_1184.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkReshS_Lv70h86somMHlt51A511wBbXf0cV_TtxKsQ88zfGfJ9xD-XOi6OGMgxN90HQRw0bVdozl0HrNlURpUW1EOGDxdV_nAMAwFajKcuayM_jEgfIG82Fvg30i4txvQJDqwIohmQ2I/s320/IMG_1184.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span id="goog_1808155731"></span><span id="goog_1808155732"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-83753335917614354602019-11-07T13:03:00.000+01:002019-11-07T13:13:13.056+01:00CREATIVIDAD A PARTIR DE UN GARABATOLos chicos y chicas del taller de robótica de 4º-5º-6º han hecho estos dibujos a partir de un garabato, ¿qué te parecen?<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwITGeTeA8-JBCxoy9sk9gAUxNHulyf6MjIkGZQ5gZ-UMCxU8mw4BqCpbe_MHvOX7yQ1V_no577bI9blzaiB6rgxQetp_o_BhEw6z8vLMNXh9STN5UZTa3E-F0V1AUkxd1_p8fRGJa2Q/s1600/IMG_1356.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwITGeTeA8-JBCxoy9sk9gAUxNHulyf6MjIkGZQ5gZ-UMCxU8mw4BqCpbe_MHvOX7yQ1V_no577bI9blzaiB6rgxQetp_o_BhEw6z8vLMNXh9STN5UZTa3E-F0V1AUkxd1_p8fRGJa2Q/s400/IMG_1356.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPLHFPCmw2auvGVaRoAuLiJAWoLQFYkEWNUv5Fa7sxRCeo6NUhvy1tAhpG5wZex7I7hCo6b3svTKhRufDpvT2JVrdcxPlwgoQfoYfaYq_Q822xHTT9S4fsEQ1gatWEwlMDvqyf8SMgB1M/s1600/IMG_1355.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPLHFPCmw2auvGVaRoAuLiJAWoLQFYkEWNUv5Fa7sxRCeo6NUhvy1tAhpG5wZex7I7hCo6b3svTKhRufDpvT2JVrdcxPlwgoQfoYfaYq_Q822xHTT9S4fsEQ1gatWEwlMDvqyf8SMgB1M/s400/IMG_1355.JPG" width="300" /> </a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje_w2CiWRwvnhoq6hYYxjJW3iPDlDg_XLmeFfWo51ki7QXw4a1-Gkky5M6HUarCXcExeJIKVZQg5MmvqzKR8IQlj9a9wgxZfBpEKKGrkv80qSPUBGdilnFp5mMKchbF2aiKm1712QeM-k/s1600/IMG_1358.JPG" imageanchor="1"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje_w2CiWRwvnhoq6hYYxjJW3iPDlDg_XLmeFfWo51ki7QXw4a1-Gkky5M6HUarCXcExeJIKVZQg5MmvqzKR8IQlj9a9wgxZfBpEKKGrkv80qSPUBGdilnFp5mMKchbF2aiKm1712QeM-k/s400/IMG_1358.JPG" width="400" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnGLVTCWPIlkTwofHCr6kXcMMMDOOSmLKa_HdKR-Ci66FrZLYad_Lakcbi1z8I9TeyjmK6ybRmmVOV8rK1_CG9gdGM3C7afbcbMk00QBJpf7U0yAPxY_AUEfbN7ao0rOUz6W5ifeEs2GQ/s1600/IMG_1359.JPG" imageanchor="1"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnGLVTCWPIlkTwofHCr6kXcMMMDOOSmLKa_HdKR-Ci66FrZLYad_Lakcbi1z8I9TeyjmK6ybRmmVOV8rK1_CG9gdGM3C7afbcbMk00QBJpf7U0yAPxY_AUEfbN7ao0rOUz6W5ifeEs2GQ/s400/IMG_1359.JPG" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2TLjXK-EkblzPngJHenqfMmcLdueCkuQNhXkfFCmKom6zGFp4-8jcYf9VWCgEL9WuMonAsOqst0oKRn7HfT_-7iCQOsJoDrx-X96d4nWcWbyQxKQulkRiNKqOjF8WkeExERdaSlochjk/s1600/IMG_1362.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2TLjXK-EkblzPngJHenqfMmcLdueCkuQNhXkfFCmKom6zGFp4-8jcYf9VWCgEL9WuMonAsOqst0oKRn7HfT_-7iCQOsJoDrx-X96d4nWcWbyQxKQulkRiNKqOjF8WkeExERdaSlochjk/s400/IMG_1362.JPG" width="300" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcnPMfa8E5bxTGnwjktfJJM1bYQGMyj_DYlpRwXwQdq31GTpMAsM14sT9DDxKBixFemgfLHO-dQqlwXfC7bouyw_jjr1XzqrbpCKV0VuMV2xW7edHlNjcU9iqnvdryVTuOpS6tbMWhJVU/s1600/IMG_1356.JPG" imageanchor="1"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxfa2Fd6kJVARAaFme4fVNfWD6ChmOMjxen3sX7m0zwsNneEpn-P9NPIhPI842JORI7_5jV4BFjPhRcLhajGOrRoAL2OkrS3gM5jBTwV1tjq4BInCLYVSxNZda_McXeHj-pmVaPHQndrQ/s1600/IMG_1360.JPG" imageanchor="1"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxfa2Fd6kJVARAaFme4fVNfWD6ChmOMjxen3sX7m0zwsNneEpn-P9NPIhPI842JORI7_5jV4BFjPhRcLhajGOrRoAL2OkrS3gM5jBTwV1tjq4BInCLYVSxNZda_McXeHj-pmVaPHQndrQ/s400/IMG_1360.JPG" width="300" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAK9aNB4f_XqelbrlFdnZ6tYPCPx2I-NK0ngVv7CwkPpbft1s0BdXNUZoKSrmpib1LLgQ545EqzPjKNot22QsiXr74ZuQZDlnkZn8u4aLNbfm3IH3VbBfzvA9f1USr6qVR7lvMCPJE_bw/s1600/IMG_1361.JPG" imageanchor="1"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAK9aNB4f_XqelbrlFdnZ6tYPCPx2I-NK0ngVv7CwkPpbft1s0BdXNUZoKSrmpib1LLgQ545EqzPjKNot22QsiXr74ZuQZDlnkZn8u4aLNbfm3IH3VbBfzvA9f1USr6qVR7lvMCPJE_bw/s400/IMG_1361.JPG" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcnPMfa8E5bxTGnwjktfJJM1bYQGMyj_DYlpRwXwQdq31GTpMAsM14sT9DDxKBixFemgfLHO-dQqlwXfC7bouyw_jjr1XzqrbpCKV0VuMV2xW7edHlNjcU9iqnvdryVTuOpS6tbMWhJVU/s400/IMG_1356.JPG" width="400" /></div>
<div class="" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt3bznoasSRRkLcNOWUy0vFxKvKFEbSU68VvEHjQsPkFrWq5YUZO3ilICgnhuiYY8OCi5zx7ZH-gKPDs6cAjEC5UNa_ZLUtB8xgo-XpKtsW9xg3SMYCfiEm062IBYBhhWgsJRhw1_M2oQ/s1600/IMG_1357.JPG" imageanchor="1"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt3bznoasSRRkLcNOWUy0vFxKvKFEbSU68VvEHjQsPkFrWq5YUZO3ilICgnhuiYY8OCi5zx7ZH-gKPDs6cAjEC5UNa_ZLUtB8xgo-XpKtsW9xg3SMYCfiEm062IBYBhhWgsJRhw1_M2oQ/s400/IMG_1357.JPG" width="400" /> </a></div>
<div class="" style="clear: both; text-align: center;">
<br /></div>
<div class="" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcrnSKoFJ_thycRI45T1vZdLMz9NSSWtdWPxBu9ZmMHblt3GW9DXxKf3tAuYroArB-QnbiEIFX7yoyWn1UINmL38DYKWgVwpKNkBsicDiafwAmzKOBys9LCoBe_9h8h5WgKgNxXGmtNlI/s1600/IMG_1363.JPG" imageanchor="1"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcrnSKoFJ_thycRI45T1vZdLMz9NSSWtdWPxBu9ZmMHblt3GW9DXxKf3tAuYroArB-QnbiEIFX7yoyWn1UINmL38DYKWgVwpKNkBsicDiafwAmzKOBys9LCoBe_9h8h5WgKgNxXGmtNlI/s400/IMG_1363.JPG" width="400" /></a> </div>
<div class="" style="clear: both; text-align: center;">
<br /></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-10593606514070911972019-11-07T12:18:00.005+01:002019-11-07T12:18:46.474+01:00HORA DE CÓDIGO: LABERINTO<a href="https://studio.code.org/hoc/1" target="_blank"><img alt="https://studio.code.org/hoc/1" height="390" src="data:image/png;base64,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" width="640" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-30582781112889643132019-10-30T09:24:00.003+01:002019-10-30T09:24:45.943+01:00INICIACIÓN A LA PROGRAMACIÓN CON BLOCKLY<a href="https://blockly.games/?lang=es" target="_blank"><img alt="https://blockly.games/?lang=es" height="345" src="data:image/png;base64,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" width="640" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-1280295040340677442019-05-03T13:26:00.002+02:002019-05-03T13:26:23.703+02:00EXPERIMENTO: GLOBO COHETE<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/orcI2wfErJw" width="560"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-58799738696195305502019-04-10T10:08:00.000+02:002019-04-10T10:08:00.921+02:00EXPERIMENTO: EXPLOSIÓN CON OLOR A LIMÓNBeltrán nos muestra en este vídeo como hacer una explosión con limón...<br />
<br />
<br />
<div style="text-align: center;">
<br /><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/EOG2Ft2nO1Q" width="560"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-60104398884579405192019-04-10T10:05:00.000+02:002019-04-10T10:05:35.566+02:00EXPERIMENTO: GUSANOS BAILARINESCecilia nos muestra en este experimento como sucede una reacción química.<br />
<br />
<br />
<div style="text-align: center;">
<br /><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Cy7TEVCLNRI" width="560"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-44073412542494335692019-04-10T10:01:00.000+02:002019-04-10T10:01:50.655+02:00EXPERIMENTO: REMOLINO DE AGUA EN UNA BOTELLAVíctor nos muestra en este vídeo como crear un remolino de agua dentro de una botella<br />
<div style="text-align: center;">
<br /><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/5TJCVe2zbuI" width="560"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-37327870681970161292019-03-26T12:57:00.002+01:002019-03-26T12:57:34.641+01:00EXPERIMIENTO: LA PELOTA QUE LEVITA<span style="font-family: "arial" , "helvetica" , sans-serif;">Este experimento lo hemos encontrado en la página <a href="https://fq-experimentos.blogspot.com/" target="_blank">fq-experimentos</a>, y para realizarlo solo necesitamos una pelota de ping pong o de corcho y un secador.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Si encendemos el secador y dejamos la pelotita en la parte central de la corriente de aire vemos que permanece en reposo sin caer. La pelotita permanece en el centro de la corriente son caer pero girando sobre sí misma.</span><br style="background-color: white;" /><br style="background-color: white;" /><span style="background-color: white;">Dependiendo del peso de la pelotita quedará suspendida más cerca o más lejos del secador.</span><br style="background-color: white;" /><br style="background-color: white;" /><span style="background-color: white;">Podemos comprobar que al inclinar un poco el secador la pelotita no cae y que si acercamos el secador con la bolita a una pared la pelotita ascenderá.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIZ0ylpL9XA9RsJygPN90wEb4Fi2vL6D0Gbaai0Cxa9Mcy2TCtuPi-Lsav2OKO-adB6dwv8qXTEW6ofuHSWnAEkZMa4-zROK6nGE4GPqPI1GUZ97QXcnn2-JsN_4aBp6NaXQzZNcUYSuU/s1600/IMG_8529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIZ0ylpL9XA9RsJygPN90wEb4Fi2vL6D0Gbaai0Cxa9Mcy2TCtuPi-Lsav2OKO-adB6dwv8qXTEW6ofuHSWnAEkZMa4-zROK6nGE4GPqPI1GUZ97QXcnn2-JsN_4aBp6NaXQzZNcUYSuU/s400/IMG_8529.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVl-xkKSJeXcGCcwHRDISE-Nx3W_3TH8R85XMNR48-quwIMfWCMNzVktoGSV5ufd7yE0IZos0jPjF63lAs4VHRbj-C5Tol8F7EqOh5Io2sF74bUfdiqnvVzJKNjteuBpscH902N4LqOnU/s1600/IMG_8530.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVl-xkKSJeXcGCcwHRDISE-Nx3W_3TH8R85XMNR48-quwIMfWCMNzVktoGSV5ufd7yE0IZos0jPjF63lAs4VHRbj-C5Tol8F7EqOh5Io2sF74bUfdiqnvVzJKNjteuBpscH902N4LqOnU/s400/IMG_8530.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb45frS3gaJXKiNDQfPlDsKdTCtoYpZoqj4_QUBjb_WpY3ryR3m9MT2_qDUi70Wcs-MAcn-ovHeOtciIyt27U3e00KsvkclByZEB-nP8ehs-6asykrq5KolMyENNew8G0TRVB8af2wbjg/s1600/IMG_8532.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb45frS3gaJXKiNDQfPlDsKdTCtoYpZoqj4_QUBjb_WpY3ryR3m9MT2_qDUi70Wcs-MAcn-ovHeOtciIyt27U3e00KsvkclByZEB-nP8ehs-6asykrq5KolMyENNew8G0TRVB8af2wbjg/s400/IMG_8532.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6tIFZBrrBu-52wn2yJZo0oM9NC5aDp_teuzfrHrytugfcPKZmW4yvPH6UQ89KzFVRYXRDMyPV4Qeufityqktcc_Z1ezTTSKgcvYWRvW1useW7iT8vQPw3GWrBaPBAjfGGTLxmP8x9K3U/s1600/IMG_8533.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6tIFZBrrBu-52wn2yJZo0oM9NC5aDp_teuzfrHrytugfcPKZmW4yvPH6UQ89KzFVRYXRDMyPV4Qeufityqktcc_Z1ezTTSKgcvYWRvW1useW7iT8vQPw3GWrBaPBAjfGGTLxmP8x9K3U/s400/IMG_8533.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggcjFLyx6wnWw1wGJf3OSrbIaogqJp-MYPuJbmXeLMSBTBXHsNbLXdwRNROM7_P-q-UtAXlmB_YJkAaHRhiY-2jYTmXlKQV8a_mVSvrxUJGTVGaYHFgdTArsl8EDpMXbU_ipABLMXAstk/s1600/IMG_8534.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggcjFLyx6wnWw1wGJf3OSrbIaogqJp-MYPuJbmXeLMSBTBXHsNbLXdwRNROM7_P-q-UtAXlmB_YJkAaHRhiY-2jYTmXlKQV8a_mVSvrxUJGTVGaYHFgdTArsl8EDpMXbU_ipABLMXAstk/s400/IMG_8534.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio91zFrCWC2pZXGjvHotL0LTTNGHwRQ8CoaWqztoGfaF-kqXHbW2VLCuE6Z4eN4_YakKDi0no3RQXHzMWlBy6r3LJ0Jolo8lDWDDiY8FHjYJhzQ2Fn95tXRwz9_fIb-gUv7rBp0In1hL8/s1600/IMG_8535.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio91zFrCWC2pZXGjvHotL0LTTNGHwRQ8CoaWqztoGfaF-kqXHbW2VLCuE6Z4eN4_YakKDi0no3RQXHzMWlBy6r3LJ0Jolo8lDWDDiY8FHjYJhzQ2Fn95tXRwz9_fIb-gUv7rBp0In1hL8/s400/IMG_8535.JPG" width="400" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><br style="background-color: white;" /><br style="background-color: white;" /><span style="background-color: white;">La explicación del experimento parece muy simple. La corriente de aire ascendente que sale del secador genera una presión y una fuerza que compensa el peso de la bolita. Esto permita que la bolita quede flotando en el aire.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='520' height='466' src='https://www.blogger.com/video.g?token=AD6v5dwD1dGgkYywShAFa2lkvtgIWJjXhUjAxYqrc8u_9lDy8SZSKAOjg8iicSbRq-yXDH3sEMNOo93z8PW2lOke2g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='520' height='466' src='https://www.blogger.com/video.g?token=AD6v5dyk3NStlyZkKt7iJ21O43psEiMkVeIwLLtu4L2xGtFahbNgGUrr4qhHmm91w1xvAWyv-8JoIghqLDX6zdgfqw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br style="background-color: white;" /><br style="background-color: white;" /><span style="background-color: white;">Ahora bien, ¿por qué permanece la bolita atrapada en el centro de la corriente de aire sin salirse?</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><br /></span></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Mira el vídeo y descubre la explicación</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><br /></span></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><br /></span></span><br />
<div style="text-align: center;">
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/TR0aezTTqls" style="background-color: transparent;" width="560"></iframe></div>
<br />
<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-37997091873201601692019-03-15T14:44:00.002+01:002019-03-18T11:06:13.603+01:00EXPERIMENTO: LA FORMACIÓN DE UNA MINI MONTAÑA<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Hoy hemos hecho un experimento para observar como se forman las montañas. </span><br />
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
<br />
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">El material necesario es:</span></div>
<div>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">3 pastillas de plastilina de diferentes colores.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Un rodillo</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Una regla</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Piezas de construcción</span></li>
</ul>
</div>
<div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">El proceso es el siguiente:</span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">1. Corta la plastilina y haz 6 churros de unos 10 cm de largo.</span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIPWwYCRlY_as6ij_JSzyu7IXwr2Vua1pLV-DZ4PJoxVEay39kt9N0npfp4RnV4n0fBi7a0N8LFzr75ZTj62iYP-kEVyKlXT_JTCKQdwGP9sNB3cuGwxLmPwx-KCTmvcbOwoTnISStltU/s1600/IMG_8420.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIPWwYCRlY_as6ij_JSzyu7IXwr2Vua1pLV-DZ4PJoxVEay39kt9N0npfp4RnV4n0fBi7a0N8LFzr75ZTj62iYP-kEVyKlXT_JTCKQdwGP9sNB3cuGwxLmPwx-KCTmvcbOwoTnISStltU/s400/IMG_8420.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg3lwbO8MrHs3eivY03Jgu_tHp5fux1C1v1F2Q0NkGUWZyGoEa2tNO-M5_MLkmn-zPrIF1-Gn91mknmogCzyKBkufWtdkJi12lsoNJyt-YSts9OI1EnkUKIwtSxZkyBzWo7ec1Ouzffgc/s1600/IMG_8421.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg3lwbO8MrHs3eivY03Jgu_tHp5fux1C1v1F2Q0NkGUWZyGoEa2tNO-M5_MLkmn-zPrIF1-Gn91mknmogCzyKBkufWtdkJi12lsoNJyt-YSts9OI1EnkUKIwtSxZkyBzWo7ec1Ouzffgc/s400/IMG_8421.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYyMj89NEbAO9TznZswX7ar5Rh1P5MnTWluViI2gEgW24aqdClUdlkQyuPYzor16K6aDcJih2gQ31vABdSBLvPHJd_Wr5ECzkesFXq5K-KT-CF4PIPUq6R4tmxiM8OyA-G2KKnOrtbR5k/s1600/IMG_8424.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYyMj89NEbAO9TznZswX7ar5Rh1P5MnTWluViI2gEgW24aqdClUdlkQyuPYzor16K6aDcJih2gQ31vABdSBLvPHJd_Wr5ECzkesFXq5K-KT-CF4PIPUq6R4tmxiM8OyA-G2KKnOrtbR5k/s400/IMG_8424.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">2. Aplasta cada trozo de plastilina con un rodillo hasta obtener una lámina. Apila las seis láminas y pasa el rodillo por la pila de plastilina para aplastarla.</span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBkG8svQDiPgLlEsZLtWMo3OI_FmzL_P1oDmrDSqn82tQLDV2WvwFeBNiBpKIAGJzO4FwCpFy-d0O553Y3h7G3hl1uwy-T8HHgrhf8ZZv-Jp358oRsSpFAuyAfbyfNlqxRkMvewIMNBQA/s1600/IMG_8425.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBkG8svQDiPgLlEsZLtWMo3OI_FmzL_P1oDmrDSqn82tQLDV2WvwFeBNiBpKIAGJzO4FwCpFy-d0O553Y3h7G3hl1uwy-T8HHgrhf8ZZv-Jp358oRsSpFAuyAfbyfNlqxRkMvewIMNBQA/s400/IMG_8425.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs1MciyqxVIesEca8zJpv7JaY7dqn-88KJY1vFk9LXAgK9QQ1DhH_Q7GFRdJyCRPFgUYvwLF3fv-VNbdM6Y4LNIzF1J76pkUQYz6UC9HNqBcC7ds-CXg0WX2ml95YUydR4w9o3hkcJ72E/s1600/IMG_8426.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs1MciyqxVIesEca8zJpv7JaY7dqn-88KJY1vFk9LXAgK9QQ1DhH_Q7GFRdJyCRPFgUYvwLF3fv-VNbdM6Y4LNIzF1J76pkUQYz6UC9HNqBcC7ds-CXg0WX2ml95YUydR4w9o3hkcJ72E/s400/IMG_8426.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwqENh0AGAcqQNaGA1SQDEHvEabxiJYZyd_gcUCbqEM153_nYWXl0lcDUcBiqo0FT5eeoCZhRajXiRumfCG1hdEFGa4b2soPeJYSUaaM_umwFZ8zQhETE7jytSt0p8Ro94g1WwpDNzwKw/s1600/IMG_8428.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwqENh0AGAcqQNaGA1SQDEHvEabxiJYZyd_gcUCbqEM153_nYWXl0lcDUcBiqo0FT5eeoCZhRajXiRumfCG1hdEFGa4b2soPeJYSUaaM_umwFZ8zQhETE7jytSt0p8Ro94g1WwpDNzwKw/s400/IMG_8428.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">3. Construye una U con piezas de construcción. La abertura de la U ha de tener la misma longitud que la plastilina. </span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUiFtCfycDuNaG8Ao-xDwyLMuOlT_3FSgDvNN8fjtQcORfrUdWiAiQLg34yOtvJ6MNar1TyCgKh2JNuOy8_-2uYQYSfgSco_6h-aZUA0PiXSCee8xoaSh0BSTIDLYihxD34PPoXcK-2Zw/s1600/IMG_8429.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUiFtCfycDuNaG8Ao-xDwyLMuOlT_3FSgDvNN8fjtQcORfrUdWiAiQLg34yOtvJ6MNar1TyCgKh2JNuOy8_-2uYQYSfgSco_6h-aZUA0PiXSCee8xoaSh0BSTIDLYihxD34PPoXcK-2Zw/s400/IMG_8429.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaPfXP5bLyjAtMGKg6EzPaICdveASQvkPobkQYS6HgqYjnc6BO2SN2c5fB4-_TChiZOKovgc1nfDDXb_U_GmGOJr7tJIA1zNn2jSAPb-gK2Jwl2aF4bbawUZwTcdy-QNjx9kSGfwQktNg/s1600/IMG_8430.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaPfXP5bLyjAtMGKg6EzPaICdveASQvkPobkQYS6HgqYjnc6BO2SN2c5fB4-_TChiZOKovgc1nfDDXb_U_GmGOJr7tJIA1zNn2jSAPb-gK2Jwl2aF4bbawUZwTcdy-QNjx9kSGfwQktNg/s400/IMG_8430.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">4. Empuja la plastilina con dos piezas de construcción o con un taco de madera. Retira tu montaña. ¿Qué observas?</span></div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTAZOjNREENvjIT8IzHirhVT-Se-_mHNAH67Kd0KC2jvaHYveNA5I2sPBf5kGTntNGiyc18dJI3nLJwjdM-YJDO8yXImt7xsXu1pHfsfizCy00F_Y647D9_Kff00oUXndGNLSebk3GWo/s1600/IMG_8435.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTAZOjNREENvjIT8IzHirhVT-Se-_mHNAH67Kd0KC2jvaHYveNA5I2sPBf5kGTntNGiyc18dJI3nLJwjdM-YJDO8yXImt7xsXu1pHfsfizCy00F_Y647D9_Kff00oUXndGNLSebk3GWo/s400/IMG_8435.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-KGNY3CQEzVMekOrlK2xv0vcrgTiS8MrSvRxT3u6VgPI0teReVSwiPwnnDguLchUfqUCEhkM142k1h2GH3ydgevm2JnXSf9CiRGaTxSOBWoZ2p08LkPk7Obp667bXPnBSd96ZJ8hqo-g/s1600/IMG_8437.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-KGNY3CQEzVMekOrlK2xv0vcrgTiS8MrSvRxT3u6VgPI0teReVSwiPwnnDguLchUfqUCEhkM142k1h2GH3ydgevm2JnXSf9CiRGaTxSOBWoZ2p08LkPk7Obp667bXPnBSd96ZJ8hqo-g/s400/IMG_8437.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq1qgL3qAMIPlPS8bwSXGKbjqpswV7SPy062ZAaQEj_V1x__jURPqNJjfVio1ztL2jDceYOP4spB0uwG4Uq3DzWD8nKLk_1-FAoslWKFJR21paGySBOAylmSlK0FMZK9BZLQQj726PYQY/s1600/IMG_8433.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq1qgL3qAMIPlPS8bwSXGKbjqpswV7SPy062ZAaQEj_V1x__jURPqNJjfVio1ztL2jDceYOP4spB0uwG4Uq3DzWD8nKLk_1-FAoslWKFJR21paGySBOAylmSlK0FMZK9BZLQQj726PYQY/s400/IMG_8433.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmm3WrTV_63LWYjZiuGlV1FzXgYXX7qjG81HxT9tbXB_fiqL7qBQ3HsbAKMMraML8NwoAqSP6IcSoyYf0u_gUq09L5yrvbzbyqyp_R4S0Gn8K9sJPPF1Ts916qzo97XRxrWWsgWR-zTf8/s1600/IMG_8436.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmm3WrTV_63LWYjZiuGlV1FzXgYXX7qjG81HxT9tbXB_fiqL7qBQ3HsbAKMMraML8NwoAqSP6IcSoyYf0u_gUq09L5yrvbzbyqyp_R4S0Gn8K9sJPPF1Ts916qzo97XRxrWWsgWR-zTf8/s400/IMG_8436.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbmVw_58fKm-Fta9OfTIc3vj5Osv801RYIZfhuLFV_9QhXDP0V3TS_mK88P5DJ2iENYzjhuzW2OOK1ZBGBMmHl-5vGjhsCAI3zVzZwLrktDAPNtf5bkCekFkgDNIyf5d1NYLOPDUHyBTk/s1600/IMG_8438.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbmVw_58fKm-Fta9OfTIc3vj5Osv801RYIZfhuLFV_9QhXDP0V3TS_mK88P5DJ2iENYzjhuzW2OOK1ZBGBMmHl-5vGjhsCAI3zVzZwLrktDAPNtf5bkCekFkgDNIyf5d1NYLOPDUHyBTk/s400/IMG_8438.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwfKEbZcYijGcDL423Mh93X8i5kjx-txV_oGvisH-ZfTTWeQK3kBoBQuqkrnisJpa_QOiqY8sTjGHCtrckN9CpUwdGvx5dqXzYy075oEE422PnS2qBzA113BWB1aLpV5dJgdYA1CjJN4s/s1600/IMG_8441.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwfKEbZcYijGcDL423Mh93X8i5kjx-txV_oGvisH-ZfTTWeQK3kBoBQuqkrnisJpa_QOiqY8sTjGHCtrckN9CpUwdGvx5dqXzYy075oEE422PnS2qBzA113BWB1aLpV5dJgdYA1CjJN4s/s400/IMG_8441.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: yellow; font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: yellow; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">¿QUÉ HA OCURRIDO?</span></div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Las capas de plastilina representan las capas (o sedimentos) de rocas de una placa continental. Igual que en la realidad, no tienen todas el mismo espesor.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Las dos piezas de construcción son las capas de roca de otra placa continental.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Las piezas de construcción se deslizan sobre la mesa como una placa continental sobre la corteza. La fuerza de la colisión crea plegamientos, tal como dos placas continentales entre sí.</span></li>
</ul>
<br />
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div>
<br /></div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-28386704459899009332019-03-13T12:55:00.000+01:002019-03-15T14:51:36.075+01:00PROYECTO FRIDA KAHLO<div style="text-align: center;">
<span style="background-color: lime; font-family: Arial, Helvetica, sans-serif; font-size: large;">VIDEO SOBRE LA BIOGRAFÍA DE FRIDA KAHLO</span><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/zd_Mtyi-9Zs" width="560"></iframe>
</div>
<h3 style="font-weight: normal; margin: 0px 0px 18px; padding: 0px;">
<span style="margin: 0px; padding: 0px;"><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><br /></span></span></h3>
<h3 style="font-weight: normal; margin: 0px 0px 18px; padding: 0px; text-align: center;">
<span style="margin: 0px; padding: 0px;"><span style="background-color: magenta; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">VISITA VIRTUAL A SU MUSEO </span></span></h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrCjjmye_oJBwoWDTbRkgSfYP8ZyL93z9Y7yyCf2-qtZACOpQufPmeRtSaLjJ-fxjV35HG2rkX4wZlAV9DJKA2XrLvOA6etngakOAWtRqPXH44O0CNUVxddJbFQrr62FgAHL2_AGXhsr8/s1600/casa-museo-frida-kahlo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="454" data-original-width="740" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrCjjmye_oJBwoWDTbRkgSfYP8ZyL93z9Y7yyCf2-qtZACOpQufPmeRtSaLjJ-fxjV35HG2rkX4wZlAV9DJKA2XrLvOA6etngakOAWtRqPXH44O0CNUVxddJbFQrr62FgAHL2_AGXhsr8/s320/casa-museo-frida-kahlo.jpg" width="320" /></a></div>
<div>
<br /></div>
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Haz clic en el enlace para realizar la visita virtual </b></span></div>
<div>
<span style="margin: 0px; padding: 0px;"><span style="background-color: magenta; font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></span></div>
<h3 style="font-weight: normal; margin: 0px 0px 18px; padding: 0px; text-align: center;">
<span style="margin: 0px; padding: 0px;"><span style="background-color: white; font-family: Courier New, Courier, monospace; font-size: small;"><a href="http://www.museofridakahlo.org.mx/es/el-museo/multimedia/#regresar" target="_blank"> http://www.museofridakahlo.org.mx/es/el-museo/multimedia/#regresar</a></span></span></h3>
<div>
<br /></div>
<h3 style="background-color: white; font-weight: normal; margin: 0px 0px 18px; padding: 0px; text-align: center;">
<span style="background-color: yellow; margin: 0px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">LOS COLORES PARA FRIDA</span></span></h3>
<div style="margin: 0px; padding: 0px;">
<div style="background-color: white;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Los cuadros de Kahlo son ricos en colores vibrantes y brillantes. En su diario, Frida intenta explicar el significado de los colores usados en sus trabajos:</span></div>
<div style="background-color: white;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<br />
<br />
<br />
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">El verde </b>- Luz tibia y buena.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;"><a href="http://media.zenfs.com/es-ES/blogs/historia/Colores-Magenta-y-Solferino.jpg" target="_blank"><span style="color: black;">Solferino</span></a> - E</b>l más vivo y antiguo.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Marrón</b>- Color de mole, de hoja que se va tierra.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Amarillo </b>- locura, enfermedad, miedo. Parte del sol y de la alegría.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;"><a href="https://www.google.com/search?biw=1920&bih=888&tbm=isch&sa=1&ei=ksqIXMXJDMmp1fAPt7KtkAM&q=azul+colbalto&oq=azul+colbalto&gs_l=img.3..0i10i24.41017.44046..44254...0.0..0.119.1412.15j1......1....1..gws-wiz-img.....0..0i67j0j35i39j0i10j0i8i30.jlRjWDc2FVo#imgrc=_" target="_blank"><span style="color: black;">Azul cobalto</span></a> </b>- Electricidad y pureza amor.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Negro -</b> nada es negro - realmente nada.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Hoja Verde</b> - hojas, tristeza, ciencia, Alemania entera es de este color.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Amarillo verdoso</b> - más locura y misterio… todos los fantasmas usan trajes de este color o cuando menos ropa interior.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Verde oscuro </b>- color de anuncios malos y de buenos negocios.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;"><a href="https://www.google.com/search?biw=1920&bih=888&tbm=isch&sa=1&ei=v8qIXLnQBpTlxgO_y4ngDg&q=azul+marino&oq=azul+marino&gs_l=img.3..0l10.60136.60909..61126...0.0..0.85.505.6......1....1..gws-wiz-img.......0i67.JLZCajVBYlk" target="_blank">Azul Marino</a></b> - distancia…. También la Ternura puede ser de este azul.</span></li>
<li style="list-style: square; margin: 0px 0px 12px; padding: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="margin: 0px; padding: 0px;">Rojo</b> - sangre</span></li>
<br />
<div>
<div style="text-align: center;">
<span style="background-color: cyan; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">ALGUNOS CUADROS DE FRIDA KHALO</span></div>
</div>
<div style="background-color: white;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQf1_9GUz6Z_Ph7wcS617onwBMZ4OlcxswoRVotJQerLNXy3SCZqg4Drgb9IA1Et0j-G8NRZce55mjFING8FVi-Lublm02fCervV3-gBV2YQblrOCcM6WrhUVTKt26rv9mtge68mhmqM4/s1600/autoretrato+con+bonito.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="771" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQf1_9GUz6Z_Ph7wcS617onwBMZ4OlcxswoRVotJQerLNXy3SCZqg4Drgb9IA1Et0j-G8NRZce55mjFING8FVi-Lublm02fCervV3-gBV2YQblrOCcM6WrhUVTKt26rv9mtge68mhmqM4/s400/autoretrato+con+bonito.jpg" width="307" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Autorretrato con Bonito</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieXxb1iin3UcTMCLcHrR1sJtt7fqxKxN-c9s83aIhjuJPkGT4G62Z5k65p4yA0lpZe8clgREyaQlN-U5iG6ULxJjAXzfjUenh3DfhtgVgbz-LtjJpzhQ6FvXzdaYnX6atWL8mwGmXRup4/s1600/autoretrato+con+trenza.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="580" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieXxb1iin3UcTMCLcHrR1sJtt7fqxKxN-c9s83aIhjuJPkGT4G62Z5k65p4yA0lpZe8clgREyaQlN-U5iG6ULxJjAXzfjUenh3DfhtgVgbz-LtjJpzhQ6FvXzdaYnX6atWL8mwGmXRup4/s400/autoretrato+con+trenza.jpg" width="290" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Autorretrato con trenza</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghPyycdu7H3ae5VuJUzTXA8oWfOiHOMnsbxpLlMbEvh0EC_V4N9pNxSnhLtWbL4nqN9n2Zf9udNCfKNPKYEuEyiWT3TGJrZXlEZlkZB29efW8nkjad1JNJbS3fEfMTGcC6u873NIA2XO0/s1600/collar-de-espinas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1294" data-original-width="1024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghPyycdu7H3ae5VuJUzTXA8oWfOiHOMnsbxpLlMbEvh0EC_V4N9pNxSnhLtWbL4nqN9n2Zf9udNCfKNPKYEuEyiWT3TGJrZXlEZlkZB29efW8nkjad1JNJbS3fEfMTGcC6u873NIA2XO0/s400/collar-de-espinas.jpg" width="316" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Collar de espinas</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHUwO3efWa-LVPog-ph80jZeNKbcXJeYFztPSF0L6ChQ2RevDFVG4lRCQycuRBbMqzgx_uBDKEe-AASmt74i1VJgZvIXgGhoqf8DeWshK7wNaVTZMOyIjQEg1K89E4jzl-Ov8SAKh_F3E/s1600/frida-kahlo-pintura-9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="596" data-original-width="800" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHUwO3efWa-LVPog-ph80jZeNKbcXJeYFztPSF0L6ChQ2RevDFVG4lRCQycuRBbMqzgx_uBDKEe-AASmt74i1VJgZvIXgGhoqf8DeWshK7wNaVTZMOyIjQEg1K89E4jzl-Ov8SAKh_F3E/s400/frida-kahlo-pintura-9.jpg" width="400" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
El venado herido</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsbf6AaJyZ-ezfY4mdfXpLlSvl-CQSIDw4pXBejAokM-KAltTp7OsmOGe5eO0SgVtXIjUcuh1tBL4qj-OB5kH8qtHb_KkK4xLMXoXF8HaVMpHqkFbKD2ZOu5Lrr08FPYC397uG4E_KKTA/s1600/la+mesa+herida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="1131" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsbf6AaJyZ-ezfY4mdfXpLlSvl-CQSIDw4pXBejAokM-KAltTp7OsmOGe5eO0SgVtXIjUcuh1tBL4qj-OB5kH8qtHb_KkK4xLMXoXF8HaVMpHqkFbKD2ZOu5Lrr08FPYC397uG4E_KKTA/s400/la+mesa+herida.jpg" width="400" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
La mesa herida</div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<br /></div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhu1V2UzivhTGB3ToIkPu1dUfuXyhkGOlsKoRufPiqowJAtHWm_CozFfILfLMa3R1_xNlg9oTDgLTbC_az9Pno3kpKov8fEkRp2e2eB4e2DX4cc60V03-xcSt17yOvY-OJlgzMDOjKW3s/s1600/las-dos-fridas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="971" data-original-width="1024" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhu1V2UzivhTGB3ToIkPu1dUfuXyhkGOlsKoRufPiqowJAtHWm_CozFfILfLMa3R1_xNlg9oTDgLTbC_az9Pno3kpKov8fEkRp2e2eB4e2DX4cc60V03-xcSt17yOvY-OJlgzMDOjKW3s/s400/las-dos-fridas.jpg" width="400" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Las dos Fridas</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDOkVwrBi9PL4bWD8UEJL-58CIXqOwo_PQdq7CBzDw3UfoKzulJahyphenhyphenJ5EZAdtbvijlvh69_1Zy8T8V5WnkCmGFiyTVagBOgk6zv0AB0us3hcDYdA6TiMWvS88GrzNa_Uh_oByFn6W7isU/s1600/naturaleza+muerta+con+fruta+y++perico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1018" data-original-width="1300" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDOkVwrBi9PL4bWD8UEJL-58CIXqOwo_PQdq7CBzDw3UfoKzulJahyphenhyphenJ5EZAdtbvijlvh69_1Zy8T8V5WnkCmGFiyTVagBOgk6zv0AB0us3hcDYdA6TiMWvS88GrzNa_Uh_oByFn6W7isU/s400/naturaleza+muerta+con+fruta+y++perico.jpg" width="400" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Naturaleza muerta con fruta y perico</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnel0R-AYfFFoJYl_LbpvVHV27rPVfbD6kw3DwMQUaXz9mP-ITESIcgxUtt5Vgp5lGDHyg66-yFYRKUHhPZAGmIWAMrejgFkV7EBHmQaPDEFXwRA0-n4ofndDajU5BShB77Mn6cXuTYfo/s1600/the+frame.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="488" data-original-width="366" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnel0R-AYfFFoJYl_LbpvVHV27rPVfbD6kw3DwMQUaXz9mP-ITESIcgxUtt5Vgp5lGDHyg66-yFYRKUHhPZAGmIWAMrejgFkV7EBHmQaPDEFXwRA0-n4ofndDajU5BShB77Mn6cXuTYfo/s400/the+frame.jpg" width="298" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
The frame</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rcp457WQNTEWLi8hqa7JrWt4U-RpByOyB-MTL3tZfVGSWfvX9i2bAHS3Nyum1sSugti6He6Qg6ebWy2MahTVrz7VBqxGIrLhs3gtgUXb8pyaz6pqe4okkpBfGNwK4UBsUK5s2BLx-oU/s1600/viva+la+vida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1200" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rcp457WQNTEWLi8hqa7JrWt4U-RpByOyB-MTL3tZfVGSWfvX9i2bAHS3Nyum1sSugti6He6Qg6ebWy2MahTVrz7VBqxGIrLhs3gtgUXb8pyaz6pqe4okkpBfGNwK4UBsUK5s2BLx-oU/s400/viva+la+vida.jpg" width="400" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Viva la vida</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-z1ft8iYSLjJYgAgEGMnRW4F4nppdBrod4AA3eWGF13cF6BjrqS6XjM0ig_k0_Cj9QQD059OzFGYtU6lcdQzIgXG_vr7eBB5PxS6LrGhTALBTDIbl8YIVyfQ6qX1d3E_AQoSjlNjxpw/s1600/yo+y+mis+pericos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="646" data-original-width="490" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-z1ft8iYSLjJYgAgEGMnRW4F4nppdBrod4AA3eWGF13cF6BjrqS6XjM0ig_k0_Cj9QQD059OzFGYtU6lcdQzIgXG_vr7eBB5PxS6LrGhTALBTDIbl8YIVyfQ6qX1d3E_AQoSjlNjxpw/s400/yo+y+mis+pericos.jpg" width="302" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Yo y mis pericos</div>
<div style="background-color: white;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div>
<div style="text-align: center;">
<span style="background-color: orange; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">PLANTILLAS PARA COLOREAR</span></div>
</div>
<div style="background-color: white;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="background-color: white; font-family: "droid serif"; font-size: 14px;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivgcRGJnF8zSoNrQKD8MWBq3jYbcFu6qj73R0gGEGb3r60We19FALDCgSUQxU_I_B19kNTqstryRrHBMXpNPqBCTIgLdishouwDGrBvJtZ5mBUtIAJkBHmChJWQJtBu0szoJCvU98F4Hg/s1600/autoretra+con+bonito+colorear.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="560" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivgcRGJnF8zSoNrQKD8MWBq3jYbcFu6qj73R0gGEGb3r60We19FALDCgSUQxU_I_B19kNTqstryRrHBMXpNPqBCTIgLdishouwDGrBvJtZ5mBUtIAJkBHmChJWQJtBu0szoJCvU98F4Hg/s320/autoretra+con+bonito+colorear.gif" width="320" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Autorretato con Bonito</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz0rJYvXsQUkJuBe-kiV9zpDTUNOr0Mq2CGyUcLZlDIZrN-XDlmGBm9JU0FmiaBVo2OhDb5VoqMt-6tRwaPS0ZScQN82Ji7vVV2h8zx7NFgCu3ljnkk1Ds0Z9UX2sB5gAtI06QqetrkPg/s1600/collar+de+espinas+colorear.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="339" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz0rJYvXsQUkJuBe-kiV9zpDTUNOr0Mq2CGyUcLZlDIZrN-XDlmGBm9JU0FmiaBVo2OhDb5VoqMt-6tRwaPS0ZScQN82Ji7vVV2h8zx7NFgCu3ljnkk1Ds0Z9UX2sB5gAtI06QqetrkPg/s320/collar+de+espinas+colorear.png" width="226" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Collar de espinas</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFe8gWj0zDmvraIu_W6HTUS4kgGUfcsdgbMNpLgl4X1ssI4_Re8LphFncpV9IIm3lnLx8W_swU7Z1LrCh9FjFWQgmqCMFSd5Wx0ZX4w3DxVQ8piY3rMTLfu-rMRUMrz96a46chUHwx2X8/s1600/frame+colorear.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="785" data-original-width="600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFe8gWj0zDmvraIu_W6HTUS4kgGUfcsdgbMNpLgl4X1ssI4_Re8LphFncpV9IIm3lnLx8W_swU7Z1LrCh9FjFWQgmqCMFSd5Wx0ZX4w3DxVQ8piY3rMTLfu-rMRUMrz96a46chUHwx2X8/s320/frame+colorear.jpg" width="244" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Frame </div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqM-kD8uVZ53ZdYcDuZE5lWzQM0kwMqii4Ng6_7AC4AvfEFiebbAOlqD-REmLvggn_X6sdg87Rwgus-PNaNPYUbf8zaKY90_nqqqUp_wbEuDGrEf8ej8cavpnIAWTK04OGjrdvKHmxHZo/s1600/venado+herido+colorear.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="560" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqM-kD8uVZ53ZdYcDuZE5lWzQM0kwMqii4Ng6_7AC4AvfEFiebbAOlqD-REmLvggn_X6sdg87Rwgus-PNaNPYUbf8zaKY90_nqqqUp_wbEuDGrEf8ej8cavpnIAWTK04OGjrdvKHmxHZo/s320/venado+herido+colorear.gif" width="320" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Venado herido</div>
<div style="background-color: white;">
<br /></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEbf1Wke9Iwpdlup5XcEgyagFh5_O-JhL6aHYbzavBZvbiaHfbYTHUoQ94Qyo1wYE4jHtI1oiLMC2F17oYz3baGSyVTsYWp1JQRkCdersmBgzt6crG3Tvo-UpArsb335UcsOYTwMzDrqU/s1600/viva+la+vida+colorear.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="439" data-original-width="610" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEbf1Wke9Iwpdlup5XcEgyagFh5_O-JhL6aHYbzavBZvbiaHfbYTHUoQ94Qyo1wYE4jHtI1oiLMC2F17oYz3baGSyVTsYWp1JQRkCdersmBgzt6crG3Tvo-UpArsb335UcsOYTwMzDrqU/s320/viva+la+vida+colorear.jpg" width="320" /></a></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
Viva la vida</div>
<div class="separator" style="background-color: white; clear: both; font-family: "droid serif"; font-size: 14px; text-align: center;">
</div>
<div style="background-color: white; font-family: "droid serif"; font-size: 14px;">
<br /></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR714_kz72c8h-F94phbdHSdc7zkPEasUpRKB_CZPzp8QsTB3KmivCoS8kxQeKza0RDYnOUqiSIshVRYY1CnfnVdPM4BdlW0oOgS_cjO0vqyQjs6KDm0m0U0ignGr2cRWcrx2sKH3xPiQ/s1600/CARA+PARA+COMPLETAR+FRIDA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="316" data-original-width="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR714_kz72c8h-F94phbdHSdc7zkPEasUpRKB_CZPzp8QsTB3KmivCoS8kxQeKza0RDYnOUqiSIshVRYY1CnfnVdPM4BdlW0oOgS_cjO0vqyQjs6KDm0m0U0ignGr2cRWcrx2sKH3xPiQ/s1600/CARA+PARA+COMPLETAR+FRIDA.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieTIM7Cqsj0NndngxPnevrPEdJgK7FvxQxT1IXdJ8m-NHIo_D2fJfW1VACzlLhXa9eAQSiogQkcuSCPGaMfVkqOvhcnpsgtxLfG1kL0lc3lOaYeODK-ZKcJkfJhS_eR_l_2xC7Sdft5UU/s1600/COLLAGE+CARA+FRIDA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="797" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieTIM7Cqsj0NndngxPnevrPEdJgK7FvxQxT1IXdJ8m-NHIo_D2fJfW1VACzlLhXa9eAQSiogQkcuSCPGaMfVkqOvhcnpsgtxLfG1kL0lc3lOaYeODK-ZKcJkfJhS_eR_l_2xC7Sdft5UU/s320/COLLAGE+CARA+FRIDA.jpg" width="226" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF9sn6QqObOsk8o7ZAJsC_OO01U7bmOqjKzkspKF6dr3x445PJt2emYH09ZqmDxnsGn1Z6ru-cDx5FFFlG92EokgitdcmgUE0J1RLFguDkYVkH7mxMBBK5Sb5qhHwiRDPP2u4DEzlOK5M/s1600/SIMETRIA+CARA+FRIDA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="215" data-original-width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF9sn6QqObOsk8o7ZAJsC_OO01U7bmOqjKzkspKF6dr3x445PJt2emYH09ZqmDxnsGn1Z6ru-cDx5FFFlG92EokgitdcmgUE0J1RLFguDkYVkH7mxMBBK5Sb5qhHwiRDPP2u4DEzlOK5M/s1600/SIMETRIA+CARA+FRIDA.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijUjfb_fxN6Nv-4J6Tux6CwZ-7JjbJRqIIqsJvqC7YpyLLb7a7vnuwofewIlt6xesa8upTJOQ7g4U6CNzKP6UAl2xgFm-ZNLetFIbhfrkVBUOeZVMrxoi_l30JEj3t1nRpIp3J1tBVhOQ/s1600/SIMETRIA+CARA+FRIDA+PLANTILLA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="837" data-original-width="587" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijUjfb_fxN6Nv-4J6Tux6CwZ-7JjbJRqIIqsJvqC7YpyLLb7a7vnuwofewIlt6xesa8upTJOQ7g4U6CNzKP6UAl2xgFm-ZNLetFIbhfrkVBUOeZVMrxoi_l30JEj3t1nRpIp3J1tBVhOQ/s320/SIMETRIA+CARA+FRIDA+PLANTILLA.jpg" width="224" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxmVBsJyvKy_nFB5MPuUA0EyHFnCK9-cGuFEyLPezdCwGgzaXvlsaTCd9KuJNUTRmoZVxunqe-wTTP7wfxv04IUeXk_wvb4-SUZfgo1DpNOx-YKOopGA-Epy5AYOBeuN1XMO1CaLseYRc/s1600/portada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1131" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxmVBsJyvKy_nFB5MPuUA0EyHFnCK9-cGuFEyLPezdCwGgzaXvlsaTCd9KuJNUTRmoZVxunqe-wTTP7wfxv04IUeXk_wvb4-SUZfgo1DpNOx-YKOopGA-Epy5AYOBeuN1XMO1CaLseYRc/s400/portada.jpg" width="282" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="714" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/lYiWT4CS1cj07m" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="668"> </iframe> </div>
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/MatesTICyArTe/vestimos-a-frida-kahlo" target="_blank" title="Vestimos a Frida Kahlo">Vestimos a Frida Kahlo</a> </strong> from <strong><a href="https://www.slideshare.net/MatesTICyArTe" target="_blank">Proyecto MaTe+ TIC y ArTe</a></strong> </div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-20244697594101412032019-03-12T09:27:00.005+01:002019-03-12T09:55:38.592+01:00¡HOY ES EL CUMPLEAÑOS DE INTERNET!<div style="text-align: center;">
<span style="font-size: large;">Hoy, 12 de marzo, es el cumpleaños de Internet. ¿Sabes cuantos años cumple?</span></div>
<div style="text-align: center;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: center;">
<span style="font-size: large;">Comenta en esta entrada del blog la edad que crees que tiene...</span><br />
<span style="font-size: large;">¡a ver quién acierta!</span></div>
<div style="text-align: center;">
<br /></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_-m6KlntwMbWpvqmp7fcebQDV0wp5YGFmxk6bWPdAA5kfQmJBDXfl2xShHpD9myV2qxCUgQXb7wYsYxHvW8GorS1ff4EtyeoaXNfFFcszwfIXIGUihA_06ttmAVkVryp3KXG1w4IogFc/s1600/descarga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="193" data-original-width="262" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_-m6KlntwMbWpvqmp7fcebQDV0wp5YGFmxk6bWPdAA5kfQmJBDXfl2xShHpD9myV2qxCUgQXb7wYsYxHvW8GorS1ff4EtyeoaXNfFFcszwfIXIGUihA_06ttmAVkVryp3KXG1w4IogFc/s320/descarga.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Ordenador del año en el que nació Internet</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioqU5C7IteSciSUVfrbFWHwcIN3h5fWVeE1IKc_HqMaF3DUoB9eSvqyYSg4Qs1dRk0TWgIwfX7IRC_Mi2DFGq4UGonl9gby1ai4fRf6Qo8J4QRX1l0l0jBDlOPq6D_C60UxVqvgbMIMLY/s1600/imac-actual.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="347" data-original-width="400" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioqU5C7IteSciSUVfrbFWHwcIN3h5fWVeE1IKc_HqMaF3DUoB9eSvqyYSg4Qs1dRk0TWgIwfX7IRC_Mi2DFGq4UGonl9gby1ai4fRf6Qo8J4QRX1l0l0jBDlOPq6D_C60UxVqvgbMIMLY/s320/imac-actual.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Ordenador actual </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
Tras comentar la entrada, puedes explorar esta imagen y obtener más información sobre Internet</div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div style="width: 100%;">
<div style="height: 0; padding-bottom: 62.03%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="794px" scrolling="yes" src="https://view.genial.ly/5c876de23546fa3adb74906a" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="1280px"></iframe> </div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-91392635626412467952019-03-08T13:38:00.000+01:002019-03-12T09:18:47.765+01:00BOTELLA QUE SE APLASTA "SOLA"Cristian está con siguiendo aplastar una botella de plástico con su mente ¿magia o ciencia? El alumnado del taller científico lo tienen claro, ¿y tú?<br />
<br />
<br />
<br />
<br />
Si quieres saber cómo se hace este experimento sigue este <a href="https://menudaciencia.wordpress.com/2013/05/16/que-le-pasa-a-la-botella/" target="_blank">ENLACE</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-27304083732073480162019-03-05T13:24:00.001+01:002019-03-05T13:24:33.205+01:00CARRERA DE ROBOTSLas chicas y los chicos del taller de robótica has construido unos robots con Lego WeDo 2.0 y los han programado para hacer una carrera.<br />
¿Quieres saber quién ha ganado? ¡Mira el vídeo!<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/iBzfUB7wy28" width="560"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-57927917858602138702019-01-29T11:29:00.002+01:002019-01-29T11:29:51.680+01:00SALIMOS EN EL PROGRAMA "MANERAS DE APRENDER" DE UNIDAD MÓVIL (ARAGÓN TV)<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/qBlCoRo2j4Y" width="560"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-75754799070281331952018-12-19T12:46:00.003+01:002018-12-19T12:46:52.110+01:00NIEVE CASERACecilia nos explica en este video cómo hacer nieve casera ¿te animas aprobarlo estas navidades?<br />
<br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/a8QgqNHoicI" width="560"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-5297374258337179412018-12-19T12:40:00.000+01:002018-12-19T12:42:18.625+01:00LAGUMANA<div style="text-align: justify;">
El alumnado del taller musical del aula de desarrollo de capacidades ha dedicado unas sesiones a trabajar la coordinación con vasos. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Con un ritmo base al que han ido añadiendo variaciones, han creado su propia composición.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Este es nuestro Lagumaná.</div>
<br />
<div style="text-align: center;">
<br /></div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/C6ionbvDV2E" width="560"></iframe>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-79424395613661026552018-12-19T11:26:00.002+01:002018-12-19T11:26:18.618+01:00PIANO ACUÁTICOLas chicas y los chicos del taller de robótica han hecho este piano acuático y han tocado unas piezas para ti ¿sorprendente no?<br />
<br />
<div style="text-align: center;">
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Kfb55OdbpHQ" width="560"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-50203736010558692922018-12-18T13:09:00.000+01:002018-12-18T13:10:17.286+01:00JUEGOS NAVIDEÑOS<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Las chicas y los chicos del taller de robótica han estado programando estos juegos basados en el de Flappy bird. Algunos de ellos son navideños, haz clic en los enlaces y... ¡a jugar!</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span>
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]--><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">
</span></span><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Laia:
<a href="https://studio.code.org/c/754141788" target="_blank">https://studio.code.org/c/<wbr></wbr>754141788</a> </span></span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"></span></span><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Sabrina:
<a href="https://studio.code.org/c/754145348" target="_blank">https://studio.code.org/c/<wbr></wbr>754145348</a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"> </span></span></li>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Marcos:
<a href="https://studio.code.org/c/749481726" target="_blank">https://studio.code.org/c/<wbr></wbr>749481726</a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"> </span></span></li>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span lang="EN-US">Leire: </span><a href="https://studio.code.org/c/754148818" target="_blank"><span lang="EN-US">https://studio.code.org/c/<wbr></wbr>754148818</span></a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span lang="EN-US"> </span><span lang="EN-US"> </span><span lang="EN-US"></span></span></span></li>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Miguel:
<a href="https://studio.code.org/c/754143793" target="_blank">https://studio.code.org/c/754143793</a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"> </span></span></li>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span lang="EN-US">Daniela: </span><a href="https://studio.code.org/c/754149615" target="_blank"><span lang="EN-US">https://studio.code.org/c/<wbr></wbr>754149615</span></a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span lang="EN-US"> </span></span></span></li>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span lang="EN-US"></span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Antonio:
<a href="https://studio.code.org/c/754148637" target="_blank">https://studio.code.org/c/<wbr></wbr>754148637</a></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"></span>
</li>
</ul>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-45502106268598412922018-12-04T13:59:00.000+01:002018-12-04T13:59:07.461+01:00PROGRAMAMOS VIDEOJUEGOS DEPORTIVOS<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">Las chicas y los chicos del taller de robótica han creado estos juegos y los quieren compartir con todo el mundo para que puedan disfrutar con ellos.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">Sigue el enlace para acceder a ellos.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span>
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]--><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span><br />
<div class="MsoNormal">
<span style="background-color: yellow;"><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">JUEGOS DE BALONCESTO CREADOS
CON CODE.ORG</span></span></span></span></div>
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">SABRINA: <span style="color: #555555;"><a href="https://studio.code.org/c/717073122" target="_blank"><span style="color: blue;">https://studio.code.org/c/<wbr></wbr>717073122</span></a></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">MIGUEL: <a href="http://studio.code.org/c/717035050" target="_blank"><span style="color: blue;">studio.code.org/c/717035050</span></a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">BELTRÁN: <a href="https://studio.code.org/c/717058275">https://studio.code.org/c/717058275</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">LEO Y MARCOS: <a href="https://studio.code.org/c/717071549">https://studio.code.org/c/717071549</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">SANTIAGO: <a href="https://studio.code.org/c/717082154">https://studio.code.org/c/717082154</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">ÁLVARO Y ANTONIO: <a href="https://studio.code.org/c/717095426">https://studio.code.org/c/717095426</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">WALID: <a href="https://studio.code.org/c/717087925">https://studio.code.org/c/717087925</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">LAIA: <a href="https://studio.code.org/c/717037714">https://studio.code.org/c/717037714</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">LEIRE: <a href="https://studio.code.org/c/717077605">https://studio.code.org/c/717077605</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">DANIELA: <a href="https://studio.code.org/c/717106343">https://studio.code.org/c/717106343</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">SARA: <a href="https://studio.code.org/c/717069653">https://studio.code.org/c/717069653</a></span></span></span></li>
</ul>
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<span style="background-color: magenta;"><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span></span><div class="MsoNormal">
<span style="background-color: magenta;"><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">JUEGOS MULTIDEPORTE CREADOS
CON CODE.ORG</span></span></span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">DANIELA: <a href="https://studio.code.org/c/717079959">https://studio.code.org/c/717079959</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">ALVARO Y ANTONIO: <a href="https://studio.code.org/c/717076153">https://studio.code.org/c/717076153</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">LAIA: <a href="https://studio.code.org/c/390051102">https://studio.code.org/c/390051102</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">SARA: <a href="https://studio.code.org/c/717103802">https://studio.code.org/c/717103802</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">SABRINA: <a href="https://studio.code.org/c/299910275">https://studio.code.org/c/299910275</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #555555; line-height: 115%;">MARCOS Y LEO: <a href="https://studio.code.org/c/717112644">https://studio.code.org/c/717112644</a></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="color: #555555;">LEIRE: <a href="https://studio.code.org/c/717127098">https://studio.code.org/c/717127098</a></span></span></span></li>
</ul>
<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-88494666824465795922018-11-27T13:43:00.001+01:002018-11-27T14:05:51.664+01:00MI FIESTA DE BAILE<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El alumnado del taller de robótica ha programado estas fiestas de baile con <a href="http://code.org/">code.org</a></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Haz clic en los enlaces para verlas ¿Qué te parecen?</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;">Fiesta de baile de Leo y Leire:</span><br />
<a href="https://studio.code.org/projects/dance/9CYkWBKLwSUzm07jxkuWjd-A5GQvTQRqJuGax_glEOc"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/9CYkWBKLwSUzm07jxkuWjd-A5GQvTQRqJuGax_glEOc</span></a><br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: lime; font-family: Arial, Helvetica, sans-serif;">Fiesta de baile de Laia y Miguel:</span><br />
<a href="https://studio.code.org/projects/dance/AnmJIirCDWQLH0Bqxb5QnbrH_ljnhs83gglZUbCfTpg"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/AnmJIirCDWQLH0Bqxb5QnbrH_ljnhs83gglZUbCfTpg</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;">Fiesta de baile de Marcos</span><br />
<a href="https://studio.code.org/projects/dance/MxuDPWKG9q2y5iioSKnnlepjlSyDQ9Povr_QxEyDMR0"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/MxuDPWKG9q2y5iioSKnnlepjlSyDQ9Povr_QxEyDMR0</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: lime; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Beltrán</span><br />
<a href="https://studio.code.org/projects/dance/lIpwtK09UlBQ_6euLTgYe8MJxmCtkS7WGoZlwmJVRYw"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/lIpwtK09UlBQ_6euLTgYe8MJxmCtkS7WGoZlwmJVRYw</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Sara y Sabrina</span><br />
<a href="https://studio.code.org/projects/dance/aqP1Do9XecfuTLy5T47gcqXKO_ApuCvEhfvRgq0r_XE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/aqP1Do9XecfuTLy5T47gcqXKO_ApuCvEhfvRgq0r_XE</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: lime; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Álvaro</span><br />
<a href="https://studio.code.org/projects/dance/QtxghPFkEB-xBkafJp8co-iYN_NNsjMB-S9hPK2C-3A"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/QtxghPFkEB-xBkafJp8co-iYN_NNsjMB-S9hPK2C-3A</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Antonio</span><br />
<a href="https://studio.code.org/projects/dance/2z5XvM-9UIUMgi5NEHGsdSwotgv6Byn_-RHOSbUk_tM"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/2z5XvM-9UIUMgi5NEHGsdSwotgv6Byn_-RHOSbUk_tM</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: lime; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Wallid</span><br />
<a href="https://studio.code.org/projects/dance/lIpwtK09UlBQ_6euLTgYe8MJxmCtkS7WGoZlwmJVRYw"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">https://studio.code.org/projects/dance/lIpwtK09UlBQ_6euLTgYe8MJxmCtkS7WGoZlwmJVRYw</span></a><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;">La fiesta de baile de Daniela</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://studio.code.org/projects/dance/aqP1Do9XecfuTLy5T47gcqXKO_ApuCvEhfvRgq0r_XE">¡</a>Próximamente!</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnpnzmsxBiurc2kIHR69dYvE6ALet3zclt-3KJyf70Vd5XgbT__hQR_hTJsrf-Rx6NpkxUGjhpFX3gIAgbmguXUEGiHlChY2KxYes9jLDo1VF_4SBWtzXwnAa6_M9IorCOPAjsjbonI2o/s1600/click-to-runwp7af7fcf5c6c0eb71d7aa07e2e6d98a52.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="400" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnpnzmsxBiurc2kIHR69dYvE6ALet3zclt-3KJyf70Vd5XgbT__hQR_hTJsrf-Rx6NpkxUGjhpFX3gIAgbmguXUEGiHlChY2KxYes9jLDo1VF_4SBWtzXwnAa6_M9IorCOPAjsjbonI2o/s320/click-to-runwp7af7fcf5c6c0eb71d7aa07e2e6d98a52.png" width="320" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-572249732581469284.post-73894953579289269892018-11-20T13:43:00.001+01:002018-11-20T13:43:32.982+01:00CONSTRUYE TU MÁQUINAEl alumnado del taller de robótica ha creado estas máquinas utilizando los elementos dados y sobretodo ¡su imaginación!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoNsKJw5fhmURXwjhDNqGymIkd_iTH1jsh5A03B78NVG-E5RfRPmUUdLGFLhkyFspIWewUmUtmw5xbiyRYRECXyFD-YL7ybPq8K-cgaR_yjxUUKt-d4BcdMB-W1jQ8h-QRGZwHwjFB9gI/s1600/IMG_7309.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoNsKJw5fhmURXwjhDNqGymIkd_iTH1jsh5A03B78NVG-E5RfRPmUUdLGFLhkyFspIWewUmUtmw5xbiyRYRECXyFD-YL7ybPq8K-cgaR_yjxUUKt-d4BcdMB-W1jQ8h-QRGZwHwjFB9gI/s320/IMG_7309.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWq8XyrkYlxpJknfdlCaP6AmrC0FMHDzFVlm1A7OiCvfNl7v_FviAvL6xQIwl-rK5QC1ofpqlGgeC4Z9d5jlYuX8v-AtWv94SMtVGarGFHGIXmQ4V4ICPVAdxLKIzuQUb8OXYDV2vOcp0/s1600/IMG_7310.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWq8XyrkYlxpJknfdlCaP6AmrC0FMHDzFVlm1A7OiCvfNl7v_FviAvL6xQIwl-rK5QC1ofpqlGgeC4Z9d5jlYuX8v-AtWv94SMtVGarGFHGIXmQ4V4ICPVAdxLKIzuQUb8OXYDV2vOcp0/s320/IMG_7310.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE2rc48C8Go0sEUHECUS8GFHGuAmASmX2T487-2nrOSPa1PrBV6KH_Ag9-H0vQhdcYwcA5a5JGINXVe1BK6caDw1IXgzuGpnwcYMBSbpuedWKVBBcDLFU1GtXKEkCoz6aqklQ-G7zZYxg/s1600/IMG_7312.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE2rc48C8Go0sEUHECUS8GFHGuAmASmX2T487-2nrOSPa1PrBV6KH_Ag9-H0vQhdcYwcA5a5JGINXVe1BK6caDw1IXgzuGpnwcYMBSbpuedWKVBBcDLFU1GtXKEkCoz6aqklQ-G7zZYxg/s320/IMG_7312.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3pahJrYqqZeTRHUch-HKOdv1Pqm4larsiwwHrxW8eUbe48Kl98uYjj2yG7IdA5dgq-CJKYLW4r1iBaOIAZ6UbPXaYUTiQY3eXe2qjcM7cgIaG6GGbphfQ-vFBg5F1TdZecccukhMV1w/s1600/IMG_7313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3pahJrYqqZeTRHUch-HKOdv1Pqm4larsiwwHrxW8eUbe48Kl98uYjj2yG7IdA5dgq-CJKYLW4r1iBaOIAZ6UbPXaYUTiQY3eXe2qjcM7cgIaG6GGbphfQ-vFBg5F1TdZecccukhMV1w/s320/IMG_7313.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0JFsWKnw9RneJQ8lc5p9dgweWStBX7QcxpTxSth_tXH4SrvjQAo-Quduo74rGBW_yYkfCY8PNyxz3lwupo34bQNVctSm94vLsug0wpIDU1FIQZ6Ar-0jEg_zowXnjKNV6u8Uw0rB3F0/s1600/IMG_7314.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0JFsWKnw9RneJQ8lc5p9dgweWStBX7QcxpTxSth_tXH4SrvjQAo-Quduo74rGBW_yYkfCY8PNyxz3lwupo34bQNVctSm94vLsug0wpIDU1FIQZ6Ar-0jEg_zowXnjKNV6u8Uw0rB3F0/s320/IMG_7314.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn8BEmfd24XwoqpKv8qwuigrYEntaP3LpDpfS_GDr16K9zvzzFM3qcxvOrwUE0VeIdXeslcqooJjAA6OmEZwhytjGJ8rirGnd9Ht8bkrlQAkLJFMPNhNxrNvOpH6xHwS6owvJNX8jsuCA/s1600/IMG_7315.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn8BEmfd24XwoqpKv8qwuigrYEntaP3LpDpfS_GDr16K9zvzzFM3qcxvOrwUE0VeIdXeslcqooJjAA6OmEZwhytjGJ8rirGnd9Ht8bkrlQAkLJFMPNhNxrNvOpH6xHwS6owvJNX8jsuCA/s320/IMG_7315.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-Dkgz5Sf9_pJyEan4lm2EFVQYIG9VivQGjUJN_oIoFMcIO2Gewts4vsdxHgOt4No4qPWYwXgR3VRdwHVPip7h7bW9m27SywTgywY4HQLFzEfXomKIfNbWcApV2r1vs_8Ru1R7qKJE-M/s1600/IMG_7316.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-Dkgz5Sf9_pJyEan4lm2EFVQYIG9VivQGjUJN_oIoFMcIO2Gewts4vsdxHgOt4No4qPWYwXgR3VRdwHVPip7h7bW9m27SywTgywY4HQLFzEfXomKIfNbWcApV2r1vs_8Ru1R7qKJE-M/s320/IMG_7316.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENQ7hkEz7TK2foRTog5e2RRAIHiLQiidT-7UrIYt3gPUj-u27aeOj1YLlM5T8TfAir_AZpzOOGEVOcxI-S9XstJWD5Zp6jIGqXke_h345JLaYG5lmThqzBqEU2NO8GMKXXr8sLXVhvJA/s1600/IMG_7317.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENQ7hkEz7TK2foRTog5e2RRAIHiLQiidT-7UrIYt3gPUj-u27aeOj1YLlM5T8TfAir_AZpzOOGEVOcxI-S9XstJWD5Zp6jIGqXke_h345JLaYG5lmThqzBqEU2NO8GMKXXr8sLXVhvJA/s320/IMG_7317.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixa1C5eJOfpMCmJAUK0-IzjnarfczPIlzVjEkEecP0Dhxdk7rO34dOah98jw5Yf-osCIv-F0aYHhJ_PlYO03NYM3KoqMbGUj052dTfmaLSfjBr8AZK_KPGIXXRky12XzxXIAVlyKeFJYY/s1600/IMG_7318.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixa1C5eJOfpMCmJAUK0-IzjnarfczPIlzVjEkEecP0Dhxdk7rO34dOah98jw5Yf-osCIv-F0aYHhJ_PlYO03NYM3KoqMbGUj052dTfmaLSfjBr8AZK_KPGIXXRky12XzxXIAVlyKeFJYY/s320/IMG_7318.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBBggkMa2dOc_aSP5txVZ5-Jdf0Hc3mKF3koOA8m1aAN6k5Ww2LqANvZzwBTvrwrJ74ceRqFKomVml_BLFwA0XlqhKw3mjByGA51XQZ41DQdQspnGrLwWeL_MBvqOmo-FPvC4O_uRxtX0/s1600/IMG_7319.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBBggkMa2dOc_aSP5txVZ5-Jdf0Hc3mKF3koOA8m1aAN6k5Ww2LqANvZzwBTvrwrJ74ceRqFKomVml_BLFwA0XlqhKw3mjByGA51XQZ41DQdQspnGrLwWeL_MBvqOmo-FPvC4O_uRxtX0/s320/IMG_7319.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnAEdq1ijel_cwZ8uSGsuyP6zaVTCHWDFD4LBEpKFeFTPOr-nXspgqT9FE5ZnZUhte9BlzzE9vKTfehMThyYSslaRZWdCydB997RKsIGw7EiF0HDlcdIW1WxKheoKdCCjjhljfi_ZyyY/s1600/IMG_7320.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnAEdq1ijel_cwZ8uSGsuyP6zaVTCHWDFD4LBEpKFeFTPOr-nXspgqT9FE5ZnZUhte9BlzzE9vKTfehMThyYSslaRZWdCydB997RKsIGw7EiF0HDlcdIW1WxKheoKdCCjjhljfi_ZyyY/s320/IMG_7320.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT6Y4ZVaaXAeCYdZUKSez26SeUvy7BK5xQYprDwFu2rmWrsznyWQ6vXRZoabVXbeP62it2WqrGpBuuItzXuqbkp9edBp1XYvL6sJRjlhhu2hUlGDCFd9kPIkWR6vnsRV2ga1-YIdXQ06k/s1600/IMG_7321.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT6Y4ZVaaXAeCYdZUKSez26SeUvy7BK5xQYprDwFu2rmWrsznyWQ6vXRZoabVXbeP62it2WqrGpBuuItzXuqbkp9edBp1XYvL6sJRjlhhu2hUlGDCFd9kPIkWR6vnsRV2ga1-YIdXQ06k/s320/IMG_7321.JPG" width="240" /></a></div>
<br />Unknownnoreply@blogger.com0