tag:blogger.com,1999:blog-84541419285138872532024-02-19T10:57:15.445-08:00FLEMINGTIC.2Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.comBlogger165125tag:blogger.com,1999:blog-8454141928513887253.post-50522330778032769552020-06-21T11:24:00.000-07:002020-06-21T11:24:04.859-07:00Traballiños de 4ºC<div class="separator" style="clear: both; text-align: center;">
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<span style="color: blue; font-family: Verdana, sans-serif; font-size: x-large;"><b>As máquinas</b></span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-32317577016227898612020-06-20T05:45:00.001-07:002020-06-20T05:45:57.556-07:00Traballos de 4ºC<div class="separator" style="clear: both; text-align: center;">
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<span style="color: blue; font-family: Verdana, sans-serif; font-size: large;"><b>Aquí queda un pequeno vídeo cos vosos traballiños. Espero que o disfrutedes. Feliz verán!!!!</b></span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-82795957654420681442020-06-17T23:06:00.001-07:002020-06-17T23:06:20.175-07:0018-6-2020<br />
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Comic Sans MS";"><span style="font-size: x-large;">Propuesta
de tareas de Educación Física para el jueves 18 de junio: </span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 14.0pt; mso-ansi-language: ES;">Hola chic@s!!! hoy llegamos a la última sesión de
educación física del curso, espero que todas estas propuestas de actividades os
hayan valido para moveros en casa y despejarse un rato de esta situación que
vivimos.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 14.0pt; mso-ansi-language: ES;">Con esto también aprovecho para despedirme y mandaros un
fuerte abrazo a tod@s y deciros que lo habéis hecho muy bien. Gracias a
tod@s!!!<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 14.0pt; mso-ansi-language: ES;">Salud y deporte!!!<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 14.0pt; mso-ansi-language: ES;">Contacto: </span><span lang="DE"><a href="mailto:chamo.ef@gmail.com"><span lang="ES" style="font-family: "Comic Sans MS"; font-size: 14.0pt; mso-ansi-language: ES;">chamo.ef@gmail.com</span></a><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Comic Sans MS";"><span style="font-size: x-large;">Trabajo funcional:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span style="font-family: Comic Sans MS;"><span style="font-size: 14pt;">En este </span><span style="font-size: 18.6667px;">vídeo</span><span style="font-size: 14pt;"> tenéis diferentes ejercicios para realizar
con una pelota.</span></span></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/mxrbGrtwI9M/0.jpg" src="https://www.youtube.com/embed/mxrbGrtwI9M?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="DE" style="font-family: "Comic Sans MS";"><span style="font-size: x-large;">Reto
final:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span lang="DE" style="font-family: "Comic Sans MS"; font-size: 14.0pt;">En
este reto tendréis que utilizar nueve vasos de plástico y tres bolígrafos, se
necesita mucha coordinación y equilibrio.<o:p></o:p></span></div>
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<br />Alberto EFhttp://www.blogger.com/profile/16168553328895171250noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-69270526715014026142020-06-17T12:26:00.000-07:002020-06-17T12:26:39.659-07:0018/06/2020<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">RECOMENDACIÓNS PARA O VERÁN </span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> <img alt="" src="data:image/png;base64,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" 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" 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" /> </span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Xa sabemos que neste momentos, estades cansos/as de traballar<img alt="" 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" /> Pero si queredes repasar contidos <img alt="" 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" />deste curso, deixamos estes PDF de Lengua e Mates <img alt="" 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" 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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;">MATES</span></span></span></span></span></h2>
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<span style="font-size: x-large;"><span style="color: magenta;"><span style="font-family: "verdana" , sans-serif;">LENGUA</span></span></span></h2>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span d="" drive.google.com="" file="" fto2yvzajuilgzjdupdga_dcns6zi0xn="" height="480" https:="" preview="" style="color: magenta;" width="580"></span></span></span></h2>
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<span style="font-size: large;"><span style="font-family: Verdana, sans-serif;"><span style="color: orange;"> LECTURAS E CADERNOS RECOMENDADOS</span></span></span></h2>
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<span style="color: red;"><span style="font-size: large;"><span style="font-family: Verdana, sans-serif;">A autora Ledicia Costas , publicou un novo libro que se titula " Vampira de biblioteca", para todos aqueles que queirades ler no verán, o cal é moi recomendable, para non perder o hábito e mellorar a fluidez lectora.</span></span></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvAN1b2B1h4DZDxxl_VWLMuU4KcOdorAuZdvGgItYuiapdHJIUWxRkZUjgwvbOmBPulu0wobGFjA9Y8ypyaLn5TEGgfHNxI5DHYXfrzPXGGqRqU6S0GU-l8C9IyyGb2_KTRjsN8id7m1wy/s1600/imagen+vampira.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1408" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvAN1b2B1h4DZDxxl_VWLMuU4KcOdorAuZdvGgItYuiapdHJIUWxRkZUjgwvbOmBPulu0wobGFjA9Y8ypyaLn5TEGgfHNxI5DHYXfrzPXGGqRqU6S0GU-l8C9IyyGb2_KTRjsN8id7m1wy/s320/imagen+vampira.jpg" width="227" /></a><span style="color: red;"><span style="font-size: large;"><span style="font-family: Verdana, sans-serif;"> </span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: #7f6000;">Así mesmo, tamén propoñemos, a todos/as os que non leran o libro de Rosa Aneiros " Xelís, o guieiro das botellas de mar" a súa lectura.</span></span></span></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPwqivBpvzEoB6LP9IolTgW40TYCWrqd71qOyYyqNGD5jBdIKk7sVtgveuek-cs7Np1IfplTAoW6rMgzhV1OXAkAcXZeyuAo6DgykU0ur5MLEP7EOSAa3VT7isCOsISsywWoVzbYjEvmEz/s1600/xel%25C3%25ADs.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1408" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPwqivBpvzEoB6LP9IolTgW40TYCWrqd71qOyYyqNGD5jBdIKk7sVtgveuek-cs7Np1IfplTAoW6rMgzhV1OXAkAcXZeyuAo6DgykU0ur5MLEP7EOSAa3VT7isCOsISsywWoVzbYjEvmEz/s320/xel%25C3%25ADs.jpg" width="227" /></a></div>
<h2>
<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: #7f6000;"><span style="color: red;">Por último, hai un caderno de competencias de GEU editorial, do que fixemos algunhas actividades na clase, moi recomendable.</span></span></span></span></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWfhmJ345wspU4eu6uKvJy6lxD47BbuePWUqy4ghVmc7eOFAamDegVpy-Lm4rLib5RSRA4u-LX-FAs2wAPayejIAkb13XD7VZCe9DyWy0XSxs254GnZyq8ipLTodmGY-mvBUDp5p_OXgKE/s1600/competencias.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWfhmJ345wspU4eu6uKvJy6lxD47BbuePWUqy4ghVmc7eOFAamDegVpy-Lm4rLib5RSRA4u-LX-FAs2wAPayejIAkb13XD7VZCe9DyWy0XSxs254GnZyq8ipLTodmGY-mvBUDp5p_OXgKE/s320/competencias.jpg" width="320" /></a></div>
<h2>
<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: #7f6000;"><span style="color: red;"><span style="font-size: x-large;"><span style="color: #274e13;">Finalmente, desexarvos un bo verán, que o disfrutedes pero con precaución <img alt="" src="data:image/png;base64,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" /></span></span></span> </span></span></span></span></h2>
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<br />flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-75200839853442073872020-06-15T13:51:00.001-07:002020-06-15T13:56:05.465-07:0016-06-2020<br />
<span style="color: #073763; font-family: "verdana" , sans-serif; font-size: x-large;">Chegamos ao final deste "especial" curso.📚📙📏📒🎵🏉🎤.</span><br />
<span style="color: #073763; font-family: "verdana" , sans-serif; font-size: x-large;">Esta é a derradeira entrada que as profes de 4º subiremos ao blogue. 💻</span><br />
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<span style="color: #073763; font-family: "verdana" , sans-serif; font-size: x-large;"><span style="background-color: white; white-space: pre-wrap;">Desexámosvos un feliz verán e vémonos en </span><span style="background-color: white; border-bottom: 1px solid rgb(88, 154, 213); display: inline-block; margin: 0px; padding: 0px; white-space: pre-wrap;">setembro</span><span style="background-color: white; white-space: pre-wrap;">.🌞🌞🐬</span></span><br />
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<span style="color: #073763; font-family: "verdana" , sans-serif; font-size: x-large;"><i><span style="background-color: white; white-space: pre-wrap;">Só un ultimo recordatorio, non vos esquezades de visitar o blogue "</span><span style="background-color: white; border-bottom: 1px solid rgb(88, 154, 213); display: inline-block; margin: 0px; padding: 0px; white-space: pre-wrap;">English</span><span style="background-color: white; white-space: pre-wrap;"> Fleming", hai unha sorpresa que vos encantará.</span></i></span><br />
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<li><span style="color: purple; font-family: "verdana" , sans-serif; font-size: large;"><i><span style="background-color: white; white-space: pre-wrap;">Respostas dos pasatempos de matemáticas:</span></i></span></li>
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<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: x-large;"><b>TAREFA FINAL DO CURSO 2019/20</b></span></li>
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<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large; vertical-align: baseline; white-space: pre-wrap;"><b>NUN FINAL DE CURSO, NON PODE FALTAR A MÚSICA. PARA RECORDAR O BEN QUE O PASAMOS NO ENTROIDO 2020... Todxs a bailar!!🎵🎵🎵🎵🎵</b></span><br />
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Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-34827368075871001002020-06-14T13:37:00.000-07:002020-06-14T13:37:56.199-07:0015/06/2020<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Chegamos a última semana<img alt="" src="data:image/png;base64,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" /> </span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">deste curso e imos rematar, con </span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">traballos máis amenos.</span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Propoñemos uns pasatempos en matemáticas,</span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><img alt="" src="data:image/png;base64,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" />e un encrucillado en galego<img alt="" 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" /></span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;"> </span></span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;">MATES</span> </span></span></span></h2>
<iframe height="480" src="https://drive.google.com/file/d/1-weGO2-xdWU1lJYW1UeqQOuykmD7BlOi/preview" width="580"></iframe><br />
<h2>
<span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">LINGUA</span></span></span></h2>
<iframe height="480" src="https://drive.google.com/file/d/1FmTu7FeER36Oslfu-Tda7SUV3FKXfZuC/preview" width="580"></iframe><br />
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">ATA O MARTES. BO DÍA</span></span></span></h2>
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<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-11784738090899619222020-06-11T13:45:00.002-07:002020-06-11T13:45:31.077-07:0012-06-2020<span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">Por fin, é venres!!!</b></span><br />
<span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;"><br /></b></span>
<span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">Chega a fin de semana con algo de choiva 💦💦💦e de frío⛅🌈, podemos adicar o tempo a outras actividades: xogos de mesa</b></span><span style="font-size: x-large;">🂒</span><b style="background-color: white; color: #e69138; font-family: verdana, sans-serif; font-size: xx-large;">🎲, cartas, ver unha peli🎬🎭, facer unha manualidade 🎨 , xogos de maxia 🎩🎩, axudar na cociña 🍜 ou escoitar música🎶🎵🎧🎹.</b><br />
<span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;"><br /></b></span>
<span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">As materias de hoxe son:</b></span><br />
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<ul>
<li><span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">Lectura.</b></span></li>
<li><span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">Lingua.</b></span></li>
<li><span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: x-large;"><b style="background-color: white;">C. Sociais.</b></span></li>
<li><span style="color: #e69138; font-family: "verdana" , sans-serif; font-size: large;"><b style="background-color: white;"><span style="font-size: x-large;">Lengua. 👀 👉</span><span style="font-size: large;">Ficha de repaso.</span></b></span></li>
</ul>
<div>
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b>LINGUA</b></span></div>
<div>
<br /></div>
<iframe height="480" src="https://drive.google.com/file/d/19fjMgw_gld7WgxDrFFK0irQa10P7lOvo/preview" width="640"></iframe>
<br />
<br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b>SOCIAIS</b></span><br />
<br />
<iframe height="480" src="https://drive.google.com/file/d/1KahBNkyF3CQj31UI2FlTMk6EKD6H2HXU/preview" width="640"></iframe><br />
<br />
<br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b style="background-color: white;">LENGUA</b></span><br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b style="background-color: white;"><br /></b></span><iframe height="480" src="https://drive.google.com/file/d/1h8BSiw1lsSDhTji12f8Je-BcIvo-9FIi/preview" width="640"></iframe>
<br />
<br />
<br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b>Ficha repaso- evaluación.</b></span><br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b><br /></b></span>
<iframe height="480" src="https://drive.google.com/file/d/1lm0FfSmnxZE7gLTEkvFCeB71MGAX_IAc/preview" width="640"></iframe><br />
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<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: x-large;"><b>Boa fin de semana!!!</b></span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-5253452256643785922020-06-10T16:17:00.000-07:002020-06-10T16:17:34.347-07:0011-06-2020<br />
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<b style="mso-bidi-font-weight: normal;"><u><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">Propuesta de tareas de
Educación Física:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Hola chic@s!!! Aquí os dejo
esta propuesta de tareas: un entrenamiento muy divertido, un circuito de
conducción de balón, una sesión de yoga y un reto final muy divertido.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Mucho ánimo!!! Último sprint
del curso!!! <o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;"><span style="mso-spacerun: yes;"> </span>Contacto: </span><span lang="DE"><a href="mailto:chamo.ef@gmail.com"><span lang="ES" style="font-family: "comic sans ms"; font-size: 14.0pt;">chamo.ef@gmail.com</span></a><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">Entrenamiento
Funcional:<o:p></o:p></span></span></u></b></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">En este video se trabajan todos los
músculos del cuerpo con diferentes ejercicios dinámicos y muy divertidos.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><span lang="DE"> </span><b><u><span lang="DE" style="font-family: "comic sans ms";">Circuito de conducción de balón:</span></u></b></span></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14pt;">Hoy toca un trabajar la coordinación óculo-pédica, seguro que muchos de vosotr@s estaréis encantados de realizar este circuito. Pero ojo, hacerlo en un sitio seguro y no rompáis nada!!!<o:p></o:p></span></div>
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<b><u><span style="font-family: "comic sans ms";"><span style="font-size: x-large;">Actvidad
de estiramiento y relajación:<o:p></o:p></span></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Seguimos
utilizando el yoga para la parte de relajación y estiramiento, un método muy
interesante por todos los beneficios que nos aportan.<o:p></o:p></span></div>
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<b><u><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">Reto
Final:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">Para finalizar propongo hacer otro reto,
cada vez se complican un poco más. Para hacer este hace falta mucho equilibrio
e intentarlo una y otra vez. Ánimo seguro que lo lográis!!!<o:p></o:p></span></div>
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<br />Alberto EFhttp://www.blogger.com/profile/16168553328895171250noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-7405128261458143372020-06-10T13:14:00.000-07:002020-06-10T13:14:37.965-07:0011/06/2020<h2>
<span style="font-size: x-large;"><span style="color: magenta;"><span style="font-family: "verdana" , sans-serif;">Boas a todos, xa estamos case rematando, esta penúltima semana de curso<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABHCAYAAABGZxrrAAAgAElEQVR4nM2caZhcZ3Xnz3u7ZUmWZdnGC3jBG5btAIHEwAOEJJAM68CwBIMzCeNAyAaYgQmGIYMxccCDwViyLNmyZFu29t1aW+pWd2vvbqn3fa+u6q6u7ura9+3e+5sP762lWzIxmfkw9TzvU9u9Vbf+dfb3nL9MbVJMbRG824SZnYJ/j8K/X/AfEAKHFcEaRfiYEKkTIvVCpFGInhJiZxTxs4r4eSHRJCRa9EpeEFIXFalWId0mpNsV6Q5FulOR6hTSXXplup3VI2R7K5equFdk+yoeVxyT6dHnZrrLn5nudFaH/t5UmyLVqvT1XFT6Gpud6z0vxM8qYmcU0ZP6d0Xq9e8MHxdCNYrAYcXcQcH/uuDfo/HxbhOmtghTmxQytUWY3i7M7BLm9uoD5w4KwSOK0DEhXCtETgiRBiF6Uoid1l+aKILWLCRKgCnSbcoBTEh3KtJdirQDVLYIVJ8i2++sAX2fGxByA2reyi54Xnq9v2L1CZm+MviZbiFTAtL549r1dRWBTF5w/uwSiPp3RU/q3xk5oX936JjGoQTgPsXsLsX0dsG7RZDp7cLsLv2G/4Awd0gIHnWkrVb/G9FGIXbKAe1cBWgtC0Gr+Pe7KiSrT5HtFw3QoJAbVOQGFVnnPjeoyA29yTVcXvkRvXLDC0AtSma3kO4uSqNzfW1CqlVIXlAkL6iyJJ7TmhQ7pX9vpF4I1wnhY0LwqMbFf0Dw79N4TW8XZHaXYm6fYs5R09BRIXS8rKaXlbYK9Uy3OhfV4VxkUcocCcsNiP6Rw/qHZRypyw0p8iNCfri4imDIvJUrPh4VckP6s5MXhfh5RfS0InZWkWw3ykAOlKW5BGR3hVp3iANiUQor1LmoyqeVBrDBAfC4EDoqBA5pnPz7hJldCqmUuFCNIny8rKaxk45tO+cAt0DaMm1aLVKXgCbk+jVguSFF7LxBqNYgVKeInlTEz2nw0x1CdkDIjTlrVK/8WMUa1/eZXiHVJqRaFclWIdkixM8IoWOKmd0GM3sNku0GhXEt3dlBR+37lZb8S0B01Ln1UnsYP6dtYcxR4/AJIXxcaTtYAlAh/gMa0dBRDVy4CNwpIX5GkTinSmpakrZKFe2aL2lZ55/PjwqpbgPfbgPfDkW4Tp+f6Ray/YvIDqwg23st6c7FZHo1QIXx4lKlx/kxfU5h4FqYeheW5wHyE+8gP36VlsQuIdsihA8I7g2K+HkD06WlNDekyA5K6Zqy/WW7WAKxXUqOpSSFTULinP79sZNCtARg0ZFoFZaFwEWLEne2ArgWIXWh6EEVmQ5VBq2nwgEMKHKDQmFMyHQrJl9RzO4QkueEbLdWz4L7GkzvhyHw1xD/JkQ/BdM3w6RAWMDrAOgSzAktxfnh65nt+ghddQ8Rcf0EK/wo1uyfYXqXkxkRBg5X0bX5Cqa3GUw870igS0t+fsgBclDmO5wSiKrsnVuF5MVKAJUG8FSFIykCeEiQInAlVT2lHMdQAVzJtilSHfoLS9JWAk3/y4VRgSlFYKcw9bIQOiEk2gXbJRC7AtIfBX5NbPYVLp56goNbHuK1Vb/Hqh9fyaN/Z9B61MD2K8xJRW5UyPYa5Kfew/GdDzIzsQczN4CdPowdfRR77l4Kk4rMiNC160oGXlvK1EuCd5tB3qW0KRgp21QN4uUAdDzzZQGUkiOpBDB4VCGhYgzXoOO3+JlL7VtRTYtxWsmDFsOHQX1h1rgQ7qrib/+ims++fwVf/NO38rk/fRuf//Nbefgv3s6vf7qCxtpP8MxTD/GhB97DfXfczd233MF9d76TB971J9xwzdtoP64gqDQo/UJuyMCceT+F4L/ScuRpEhE3FJqw449jh34fO6gYrFlG/97lpM4rvFuE8bWKZLvCdGu1z40KuRFFflhLYdaRwmy/QbZPe+Z0lyqpsXYmC8MZVQpliios4bpyDDfPxlXatw5V8qRa2pwvd0DLDzsedUwoTAt/+ekl3HDdvdx/1/3ce8e93HvHSj703j/imitv4VP/6W3cccvV3PKWG7j39ltY+fabueuWG/mD++5n5W03MXpSyuB1ay9L/G4Gz/8Xbheh+fjjwCbs2NewQ2+FlPC3n7iar35gBVaH4NshjD2rCJ9UWJNlu5kbE7KjZe9elMKSU+nRgpEqeuS2siNJNpdVuBQL1glSDEdKwFV61DY1LwQpq6nz75WAc7zkuMCc4vG/qeaKRddwy41Xc/MNy7npuiu55YbruOm6q4hP3c+uV96HSBXXXnUF11y1iOVXVrH0iiXcsOIKZpoVzGm1TXfq0MWaWUTKeyvbnr+esPvPIPkn2OEbsQOCHRJO7xTqXhSyLQbTWx3w6gV8Am4Bl2COV0rhfABzRQB7tQSmisF1pQQ6AJYyknpBoo1C7Ix+I3k5G9cpl9q3IUfinNiqGFYUxgV8isP/ZiBiICIVS/H5T1WBVY2ZuIk//cjSee8bhvDo1w3scQPbZ2B6DVLt2kOabiE3fRPwQ+CvIPMBSNwN8Xsg8RHgYezJzxM8ZjD5ijD+rEG6WZgYu5menntw9d9CbORKmBDwCEwI1qhQGFElr5wbkJIdTHc7EtiuSLdKOZRxbGDsjA6kpZQ5NC20cfNVtZQeDWlJK4wq8mOK/HhFiOESbK8QPVLFY1+q4v0rDd5/v8HnPlrF979p4GmvgqhAQkh4qjm0zeDwVoPT+wz6T1RhdWtTYM/ple42SF5QWONCdHgpP/vu19j43HbON5+muaeJls4mGurqeeyHq9j9qweIHxEmXhDCLwu/2PMg/1Lzbdafe4gnG/+en9V/lyca/jvPnfk6x9o/hnf4Rg2mS7CGK+1gGcCSDWxVZSdyvuxAJHZWSg4ieUEHofOA69EBb25QyI86UXy/It2rs4XckJY60y2YHsH0CfEWg8BGg+BWhWfHYo6vWka234AZRXrEINxXDQENIlGBWYERbToKboXtF+w5oeDRQXWqTcCjaNot/OEdwnuNK/jGFdfzhUUruHWR8A+fFmZfF6ZfFcZWK1K1wt6WD/K9bX/JaPe1WtoGhanma2mse4AXDjzETw4+yuON/8zuls8QGFhRBvGyABbjwIpM5IxCEucuEwA7XjXbIxT6tZvPDili5wzCtYrICUXstBbj5AUd+Wd6tM0reBUFr2J6p8H4s4J/q6JrYxWvPlbFll9Wsf83ixk6thTTre1Zrl9fYKROp134Bcunlz0npHuE4GGdvDOiSPYq3C8pph8zmHxCMbpNkWpQTL8mjK5STG02yHsMmBPaz97KP2/8Kj/e8EVqjr6LWPcyGBLoEAr1QvfB29jY8GW+V/sv/ObEw4QGlsNoBYCOEynFgRelDOA5QS5R144ycLl+ITtcRbZT8O02mN2rI+5Uu7YPueGryY/die2+H8bfTrZ7CdlBwZpR5MYMPJsUo6uEmdeE6GHBX6PDoFynlC4kdloI7BfCZz6AFfsBdupp7NQG7PQm7PSLkHmK5NA/MbtvOf49QqxOSDUJ8WZdRgrsESbWCWOrFL5dBvlJA3Nae2pc10H84wyN/i+eO/Jz/udr3+WpbZ/h9cPvorf+BkJHBPYLDAi1nX/Et1//ET1td2GOOAD2aQBTXZd64ESTIGV1lZK6ZroFq19wd9/EPxz4GeHXhOAeIXvBAXVEUfC8FXPmM+Rnvo2n7ev01n+S1Oh7yfYvIzsg2H5F3mUws99gfI1i/FnBs0GY3qLLXzM7henNgndLNaGW72MVCtiAjb7ZFQsgGx4icPofmNp2C54NwsTzgmutvvduF2LNhraVfh235UeXkvJ8jO5T32J28AXIv44ZfYrO7gfZfOTDPPnaJ3jshc/y4//9aX7xzJ+zpfZDfP3VR9h24qPgKocx2T6tVaVUrkJ9pSR17RVS16tt0OuNH0PW+vn+pkdI1QjDB6uI9ylM71Is/0exYz+nEDvArPsgdXt+SEf957Fn7iHbo3NbgjrgTfUIc0cE746b8Lx2O5Nbbmd634cJnv8R2bkeSjcHLRuwbRvbtsvoOTczmyDr7yTlOUHKW0du5p+xA9dCSCAg5IYVmV7B9l1LYPS/0Hn+5/i9XeTTbshsg/iXIbwIJnT2Mnz0GmqeuY2arSsZ7b0Re6wYxqgygL2VubC2f4kWQZIXtDdJF/PVHq2SjAlP7vp7bnmuC1k7wcOrv8NUrZBzCdbsCuzwX2AnN0B+BEgDFyHzU8zp95AfMcj0CJZPYc8IhJZB7t/ADoGVBwq80c227Td8741PmsKK/SPWjJaO3JBg+Zcy1f0RTu19hPjcYTAbsJNPY0f+HDuwBG+rwblXFxOpVwS3CKHtOozJjxdLaE4c6KhvKQtx4r/kBYWkLs5XV12D0+A9u+mrvPvpU8jPW7h74yGY0/+u7V+qLyL5FLbZiM91lB1r/pGek1/BCt9DYUJ/Xn5MsMMfwyoMlH5nOpMnEo2TyeaIRaOYpkk0GiGbzWJZFrZtE4lEiMWiJSDz+TyJRIJQMEg0EiEeixGPxykUCuTzeTJZLaBm+iTp3vvIDWi7O9t3Le1172ay7yHszHewo5/EDt2I5ROYUYwdX0LP5qX4t+uKTHZQUZhwAv4RNS8LyfY5eXCF9Em6TeZJnQ5LFNaw0LrxBh748bPIjxr41qZ/4tzGK2g9sBg7oLDDt2DHvgDpHzM9/AgD5z+Nu+MuTP8yCi5HAnyPlrTO457g1Ml6mpvO0lhfx4H9e9m7ewfHag5x4PU97Ny+mWQyCUBDfR11tTVs27KJV15+kbVrnqGvt5uTDXVs3fwKz69dzfNrVzM8PMipkw1MTXlKWm8VouSmHtQBe1jIz1wD8ZshfgN2cAlEhdkexabHl9O3fzHpM4LnZcH9ogbJnHAykRFFwalH5gYrM5Cy85B5UtcrTgahSziBzcLZZ67h6Jb7GN5XRe26aiaaBGtGdGoUvAI79BZI3AzWe6DwQQqTQm5YKASenWeuIpEwm199mYH+Xs6eOcnPn3iMixeaeO3Vl7h4oZmNG9aRyWQA6O3pornpHC++sIY1q59m1TNPMTTYT2dHG7/59ZNseHEdL218nob6WupPHGdmxlfUeQAsoDD3CPa04GquYs9zVzA7IhAUUuMGqRGDUGsVA3urCB8WXM8rpl5TFFyKgksH/Lkxp6q9QPpKsV8JvC4h21OxzzAkFMYU3h0G0+uExC4heVrAvRxC14H/WojcDMn3QuHrwBZcI2c4uOmvKLiFQvi5kiQUVc87Ncn+vbs4d/YURw4f4OiRgxw9cpBTJ+upPX6UHdteY3CgD4DJSTednW0cOrifUCjI1i2b6OxoY2hokP37drNrxxZ27djKvr07OXRwPx73RMleFr/PBgr+b2F7haEzBjtWV7FzXTU1LyxltukKCj1ColGY3KQD68BxA9tXBi8/7qivU8oqFVNLsZ9CiipbkrpBbSzNCSFYpwNd90YhclQYqf84Z+r34p1owePu4UJPNzsP1fO9Rx5n5fV3su8ZgeyPLmvTM5kMhUIe27JIpbR6ZrMZ5z5LJpMhHouWjrcsC9MslM6NRcvv5XI5Muk0qVSSaCRS+rxL/AiQnfgcDOt8NtVtkOsV0hf1zph3szD+nODZaJAdNTC92uZVVrGLziM76IDXp0qqK+nOooeVUtKfH9bIZwcVno0GrrUK31Zhap/w3c9fyTtuupmV19zCl6qv4WERPrZE2PCEQOjPFkYW/09v/xFPbOYjxFtuJ3ZKB+ThWmF2nzD5imJ8jdKV504Da1aXwUy3lKVvbIHzcIoHxbhPFkqdLjPpKq41qYg1GYw/pxhfK8xsFeK1Qs0aYfcjwvi3qwj+uhrzdBWMXIWVcQEQj8c5dvQwJxtPcPpUI6dPNnLk8AHqao+V7ROQTCYpFMphS0d7K03nz9LcdI7Wiy00NtTRUH+cSY8bgHQ6rb1zJIJrfIyWpnM0NtTR3HSOttYLXLzQzJnTJ6mrrWFocADLsvR5vlqmXhYmXxbc64XxZ4Xx1Qrv9ioygwYEFIUpvUyv6DqgS++l5CqrL4OqDF5XBXi5SqkrFjbHBWtK735NvGAwtlpwbxBi+4VMoxBz0qTQUSE5/HgJhHAkzIH9e3l93262bXmVV15az4b1a3nxhTX4fN7SccVwo3gbGhpg754d7Nuzk9rjR3l+3bOsfuZXDPT1ApBKpTBNk3AoyC+ffILX9+9h544tvPjCc+zYvpnGhjo2bnieVb95itOnGudJ4FzjF/G8JHi3K/xHDJKdisKkLramO3WWFW9SxJoUqQ6DwrjC8lSobmUJv88BrxjbFb2slrpyqcl0C/askB40mD1o4N5QlkSXkyJNbr4RM1u2SaZlYlkW4XCIRCJOIDBHMBggGomQz+ffEDzTNInHY8z4fLgnXExPewmFgqRSqRJ42WwW0zTx+abx+2eZmHCRSCTwz84wOenB454gFAoRrbCRAJbVjTVj6GpOUCiMG2S6l5LpWkGmZxnpboNUqxA7rQgeVszuUyRaDMzJ+apbGfNJMaOYD57+RwojgjkiFIYFa0ywxhXZToNYo0H4qCJ4RHcWpF0/eDPm55JbIpGYB96/dyuC9x+52QCxT2D7hExvFdbInTD3WezZv8Kc/jyFyXeSH19MbkB3FYSOCZ6XFeFGg4JbXWL3sj2CZHuktImTH1LkBxX5fiHXLeTbhfwFoXBOyDcocjWK7EEhe0CRP6ooNApWs4Gd7dShQaFALpcjn8//u6tQKBCJRBwvXHjDYyofx2Kxkp18M99RXKZpagCze8n2C4XRm5hs/xQNe77JRM9azNjL2OHvYM6sxHQr0n1C6oIQPSa41hnEWwwdPFeobqZHkExvcTNHB7f5YW0gCyNCtluRPGsQPW4QOmAQ2m8QP2aQa1HYPQqzSzBHfq8cWzlx1ptd8XicfD7/po9PpVJkMpnf+XuK11eIHNEVI99KXB1/i6vnVQq5OexcF3biN9ihP8GaXUSkT3H21cV0blqCb7NTIxw1dP1xsFwslWxveV8i71SFc8OKxAVdxQ2fEEK1epfct0vwbFJMblFEmw3sOcFOfbMUDBclolAolNbC58VlmuY8yas8vvKc4mPTNC+RvMsdv/A1LXkWNpAZ+wq5fsEO3El4/Os8/JHfo+3kZqAZO/Gv2KH3QdCAsJDpM2jdtIzpHVWMr1UkLupWjmxFpUWyvarsaUf0Dn2iSRcriylbpkfIdAjpC4pove4CGFut8O0WCvEXdU5pWZim+aaXbdtEo9FSQeDNHJ9IJEilUr/zd1mWjWVZpHvvJzcoEFyGp/OdfOp9Kxi88E9Q+Cl27DMQvw5fVxWb/20FI0evpNAuzOwWxtcowg0GpquifaNXIdk+JyUb1hF0qtUg238tedfdFDwrKUzeRMFdTXZUMVhTTcMLV9K1aRn+3cL4M4LvwJ9jmbl5krfQbr0ZyVsoLZc7vih5pmm+4eculFgteTaWaZLqfIfejfMIBJZgR++ExO9jh+/CDi3HDguhQYOWvYtw1VeTPK+Y3qYYf1YRqtdFg3KZSirAG9L5Wm7wNgh8GTvwz1jBH2EHH8aaexcF7xWkRxXRjsVEmhYTrlNMvSqM/UaIdDwF8P+15NlAsvtjpNt19mR6pVRiI6wf2zM6jLFdVWQ6DEK1wuTLivHndLJguirDFYUU63fZXiHTexX2zKcYaXoEV/cmrOx57OQr2NGHIXYTob5q/vKBmzm6ZglmlzC7R+F6TpjaehtWIU3BtH6rd62UsDeSvDc653I277dJ68L3bSA98SyxRp2K6gRAyHkUcz2LML0GObei7fVF1Dx7FcnzBjO7BNc6wfOSIjNoUBhV8wqkGrxBbdcs1/W42z7BjvV/h2W5gTQUjmPHvgfRu8jOKP7mU0tY9egiGBYCh3XG4VorZGabsW37d5AG63eSPMuy/i8kTzsMMxcj3HA/sVPanueHhMxwFWc3L2PPqkVs+WUVh1ZVE2xQBA/oGt/YakXohIHpUfMrLH2OzcsOOD1wY1eScH2EbPRJIjN7qN/9FNMjv4T017BDN0JQYEZgUsh16XZTz0Zh7Fkh4dqHadu/U+wVDodJp9NvKs4rSl4xsP5d4rxCoVACMDP9E2b3CMEaIX5eO0azR6dm8bOKzBnF7C5hYr12ijP7DAoTuuNqPngVNi/Tre2e7bsJUp9l5MKDDDU/SHLmi9jRe7GD1XqDOisMH1tK/Zqridc5krdGSE3WYr1J8Iq3dDp9SaXENM3LqrllWc7r5iXHvlnwTBvs9FfJDgu+vQZTryl8uxSz+4SZPYJ3qy7Hjz+ncD2vCBwzMN2KwoQiP1qsLC90GIOKTLe2ewW3YPmuhMhtkL0TzBVQEMgIcz3VbP7pMj77nuvo2rqY6GGd33peupJcwof1Jp2GzzeNf3aWwJyfqUkPk5MefNNegsEAmUwGy7LI5XIlL2tZFslkgokJF5OTbtzuCWZ8PlKO531zCwpmAdN/L8wK1oQi2mDg22rg2aiYWK9wr1dMvWTg32OQajawxhSFYa3e+WFnU6iiOOCorY6aU20a2YJbsP2Cv7uaIy8uZ82/XMXaz1zF0zddzRNyLTXPVJNvESZfFcaeEfz139Cl78LlQ4hKSTJNizOnG9m6+RVeeelFnv7VLzh0cD8bXlzHqt88RXd3JwDRaLRURQGYmppk3dpVPL92NS+uX8uvf/lz2tsu6szh3wlbCoUCBRMK6R6sMQNrQLC7BdoV5hlF5rAisUMR36ZI7VPkjgu5RiF3Wsg2C7l2na5m+8p1gGxvRWEgN6S7I5MXdMeQOSHE+qup27iMf/veEra/82oOyrVclOtIr17M7BFdhXW/KGSC+zBtKBT+fQ9omiZe7xRNTWc5fbqRhvpaGuprqTl6iLq6Y0xPe+eBV1S5VCpFR3sr9fW11Ncd59TJBqa9U9gVpuKNvG0+nydvgZn8hS4zDQrZdiHdpEidMcicMyh0KMweRb5D9OpSFHqEfJ+QHxDyxZGHilYMqdwxyw3rbqDYGd1ck+93+tsCQra2mvF7VjB833Jm1lYzvl6LerpXIPVFTBPy+TcOkitfu5ydK96KqloJXmVyX3krvIF9vAS8AuQLFnn3O5ztw8WkO6tJtmmnEa5TBI4q4m26omx6FaZHdEneVdwMqmjL7VdOSaoojk6KVhhRpNoNwicUoWOqPIdQJ/h3KyZfUkxtEJL7nF63qOB3X8dsZJxcXu9HpNNpMpkMmUyGdDpdel75+m9b2WyWUChELBYr7W+8mbXwe7LZLLlcgVzeIuP6GtmeRZjuD2FNfwFz6j9RcN9Obtgg06Ub2adeU8wd13sZZmkvwynRFVtyi5vg3cVKcl+xLOV0eo4rssOKRIsiVGswu08xt0tIHxCiJ4Teljt4veuTrDr3Nzxe84889vp/pa7nMSwbMuksyWSSVCr1H16ZTIZAIEA0GiWdTv+HPiPpfE42DxnPo+R6BXv248Q9j5OafRUrthEr+HXM6bfpom+/EK0XJl5QhBursKcu3QTKDUppHCHdpRzweoRcv1HewxjRlWTTLdge3d7vHb2JTa1f4bFzP+SJhkfYfOSzNB2+l6ljV5KvEzgiJMd3kbEgk0n/Tj+6eGzxPpPJEAwGLwGvKMW/7dzi40wmQyZrk44OkOkxsH3XMXzhizQc/FdmpwZ0GSr+C+zg75OZULhPVhE5Y+DfI0xsMMgNGrp7YKyye8DZACqB52x45/rVvH2MYo9xzrWIl5of4vv1P2Ff+6cJ9F4N3QL9esUuVtF8+HaeWfNhHlv1FUKhKXJ5SCTixON6JRIJEolE6XnlKr5X+X4ymWRubo5QKDTvvYXHVZ678Px0OkUqBynPk1h9AnNXEBn/LKPtq8ilLmDnjmHHH8UO3oXtF2YuGpxev5y5gwau54TI6YoSvNM5kC3aux7tXKXUyFh0w4Oq1KSNR1h/5iG+8vpqJobfhq/zKi423sHRhg/y0tFP84vdX+YnWx/k6V0fp6bunQTOGWTaPkAimSCZNkkmfztob/R6MpnE7/eXwLvccb/t3GQyQTwJqeQ4DN9IssugZ/R+ei+u5PiWd+PufRgy/4QdeT92ZAlzPVVc3L2UwKkq5g4K488pAjXaaRTn5iqLoJnSvm37/O6ocpe7HmGa6H8b6xu/xJMHv8bP9z7MqmM/YOu5Z2joeo6xsR9RmP2gbu8aE3per6J1gxA89xniyTTxlEkkEiYcvnRFIhEikUjpceV70WgUn8/H3NzcZY95o8fRaJR4PEY0DvHYFFb0Xhrq7uV9zxzhj3dtIzl9Fab/7VC4EYJKF3PnhNiQcPrVpXTuvorsQWFyjRA4pii4K4ZfBnSzZ3HbMd0uSKqtov+4T83bz8iNKHA5XnVAYOJWSH8L/C9A7ATk9kHsu9jBu8lMCLF+xWTDYj1eeeLjhEMBoimIRiJEo9ESYJXAVQJZfK0SvGg0+obgV4KmPz9KJAHxZD9W8F4IC9/Y9C2q/7WTYxf+CPzC6u+/g+YTPwC+BtYfQ/aDTJx/J+kmxZ76T/DXLzxJ77PXkjqvuwfK+xYVc2vFXpVUm1S00lbMkA05s1vFUc1ehR14Hy3H/xsnD6/GLESg0IKdeBw7/G6ICCMnF7H/11fhqalmbofg2fpO5iZaCEYhGIoyNzf3plYwGMTj8eDz+QgEAm/q+FA4STAKc8P7ibXegOUViAlR91JGj1+H1a438fvrhC+853Z+/vl/5IVHf8b3v/FNfvF395KoE47teQ/ydJiv/OoJrAHBHC2OGRQ3u8utFqlWhZS6QheODRQ976geY8r2CZbvNlxdXyIy9TxjPZspxDdC4hvYoZuxA4K31WC8vorZhioCBxTjqwTv9iUkg/+buWAcf8AiEAgRCAR+KyjBYJDJyck3BK94vl4h/IE8gTkvsZHvEK0XZnfq+bN4qwEJXTWZO6hHVRlVBBqF9r8XDn1B2PxjIVQvhF8XxtYv4StP/ZDvbpHWxbYAAAsdSURBVP8brHG95TrP1lX25110wEu1GRrNih69rLOjlh8p92eYnmqI38/RVx6gfteHMeOfgfTdEKmClBDqWUSy2yBz0an9PydM79Ad7jn/HxKe3YFvJorPn2fGH8I7Pc30tBevt7ymp6fx+XyMjY3hdruZnp6e977X68Xn8zEzG8Q3E2Fmxkd0ZjvZifvI92tjnmgS5g4IrnWKUIMBEYPoeYPpbQr/XkW8UZei0k1CulbwvqqnhjzPC9YZXXIrd4bq2K5k6zqcafELC3qSi4N52V5V8ry5YS2J6Q49ClqYFAozV0LheqY6VuBuq8bbpzi5p5q9q5aR6KgiflqY2iyMrRbmagwIK5jVZe588AHC06uYGutjypdgypdhajqGdzqA1zuD1+tjetqHxzPJ5NQU09M+vN5ZprxBpqbjTHrTzPpD+GcGCc80kg9vhOA3sWY/gDm1jMK4kO7WA9ahA7omF2uugrBBqlsxu9/A87LBxHqFa51ifK3CvUG/nupySlAjFdnEZaVOt2cs6IaXee21ZQB1xSXT7ZSvvYLlF7ztVdRvXsSBjVWc32WQGVBkWvW/7n5Ru/xUr27qZk5BWufK/p2Cd/sK5po+ydzgE0yPv87kRBvuiVEmJiZxTfiYcM8x4Qkw4Z7B7R5nynMR3/hOIt6fMnzu7zny8n+j7eQzxELnIbMPO/Jt7MCdpCcU3YerOfLMMs4/dxXTmxSelxT5CQNrTjBnFNlRg2SHIn5BT0dmBxWmR/fmldoqiuq6oJ023WpUdMNfMoehyvO0xZx3WE/7xM85vcbDOm1hyqkse3WokrqgK7STryjGVinmjlRh+xXWrBAZM2itMWh7RhhbL6RP6akcJgRzTMi77yLrfZDM9PdITT5CbOTLRPv/hIzvveT9t1GYWkq2W7DdQqj/o6T9a8AcBuYgV4Md+x/YoXeAX2G6FZkeg4kDV+B1dr9i5xT2tC63mR6dOVkeKbWUFftRyjU7KY8RVDRypyrGqKQ06XihcqRAlQZZsk7mkR/RoEYaFPGzeuqnSHiQvKBndecOOGX5VXr+wvQqrGkFAYOxZoPb37qc99z9dj75wVv56/98A0/896s5tdeA5I3AfwXz1xBbA8H/CXMfA0+1Lv1nK8bl3Ysg8gGSsz8gHXmFWfcm0oGnIPElCnNvwddlkBpWhFr1wMzMLmF8nWJ2q5CtUaQPKdJHhcwJIXNKkW0Scq1CrlOR6ykmC+V+lHkTQK2KhCN18XOCVA4nJy+oS2fPeitStxE9/h45oZg7oPDvV/j3Cb7tguclrabulwzCJw0KXj2JY07qeQzPaeG+265n5R33cN9dK3nHbffy7pUf4PdXvou/fvAGXlz3Ob7zd/+Zz3/qo3zx0x/i6199H4/+wx387JFFHNxahTlhaPAmBCt0Nd0n7+HlJ/+QPeveT8r/p9jxWzHDVdRvWcrG/7WCuvWLiZ81mNkhjK8TZl5TZGoUqUNC+qgifULInBayTUL2opDtUGQrCCYW2rl0JQeBM7wnsVMOe0WJ8kNVTAOpeXO2GkBdz093GoQaDeaOKvyHdL0/3myQH1dYM3oGLT+pF2GhfbNi+RWLeMuKpbz1LVdx8/XLueftb+XWG+7koS/cwuc+cStLjGXcc+st3HPb21l529186A/+mGuWreRXjxngr9I1xlHBnBI9iBJaDulrIbwEa06wZnXt0XIp8j2KaL3oveVnFcEaA3tKaac35lCNVM7dFrvei9uw3Q6hTmnqpzw2pelDBIk06p60+OU4BToWdMo75DLZfl2NLQzrZQ4rrFGlZ1iHhcKQ5hrIjwv5CW0Xp/cavOPGhTO41bz95moKiVtoPPw+RKq58dqlvO36q3jbW5Zz3x13cOfNb2XinIDfINGkDXjeJVjTQnJcSLocRxQViAi5UYNAcxWpC0XHpTd04i168js/XqYi0YQ25S6A3DweFh1hpBbMmyXOKeKnFZHGiknv2JnLkDIUZzQ69ONMMTY6JaRPCKkjQnK/Ir5TiG8VEjuE5H4hfUzInhRyzbqkbQ0L0cMGp39Wxf/4UhWf/cgiPvKAwYceMDhz2ADLIOS5lhveUr0A3EX88R9UYXkU+BXJVn2N2X69TRDqqWbnr5Zz5JVFNB02OLGlitceX8bgnsUkGvQey/gaYWqL7vQsdrhriXtjwobLjso3XWbSu0TOcHI+a0+yEsD2MpVQ+qKQbhHS54T0aSHVKKROCKlaRfqEInNKyJ4XcheFfKdQ6BMslxCqN/A+L5iHhZZ1S+nasxiijtSE9Oxt28kqfvhdgy9/zuADf6D4sw8p2nZVYfsU5rQiP6EInzCIntJhVWFISPUpLuys4vDzBg0bDHy1Bol6Yeo1cbpXNeNPweNUhOeNyFeMCJRsnJoHXHnG1qFLOllm+pFwBbtFaeq7SHt0CUmDmkfSkB3Uc7i5YeffHNXpXK6Cjafg0uFAdlC35LpfEHw7DbY9voh9q6tp2VfNYO1izCmlVS8jGtRJAwYN7F6DvEfbTtOryA4bml3sgCJSLyTOCoWLgnVRyJwS5vYVN+IV7vUGsWbd2VmWtoqBvMqpxsrBvDZjPstPBT1I1KEHCR0TJHRUFvCqXJ6sIV0xUjqPHqRfVeTCah4nVCW1kTkpRE4ZjK1WTG4UIocNerYbNL9WhatuUZlHatjZhG8X4qd0jGlO6vJQwa0bzPPjBqETCu82g6lXFVOvKjwvK1wvaI8/sV4xs98g1eO0xDp7r/NmyRYQ06RKtCCXA07jEmlcwKsSOCSEai4D4AJimlIYU2K8UJqKqJLSbUBKdCHFmmARxNyYYLoVoTqD8TUG4+uEwG4hfVLb0USzkGzR3xdxNp8yPc4ulqs8G1EY00G15VJkuxXRBkXggIF/jyKwXxGp1deZH9abWXmHOS3rBL46+F3gUSviuHmENOcvT0hTYvTRXFJlEq4il1T01AKelSKACwkcKrmkKnjw5oMopfKW6VbEWwymthqMrzNwPa+YfFnz0fm2aXawUK1Btt/Q0f+49tyFISHf62xANwvZU0KmTkgfEVL7FclditQeReqgIl0jpOu0GmeahUybkOmUUhx3CavZZbmkHB6VU+pS4IpcUv592qVXckpVspjFz2hWr2SJaFCVOfNK9EgVIBbL+UUgB2U+ec2wYLo0M0ay3SDcaBCoUQSOKaKnDVI92jEUXGUymXyRTGZAke8Rch1OYHtOS652WEKqTkjVO9HAeSHTImRaFZkOIdulwUt3q/nsjq0LHUOR/kPNJyMs0cAVefQUMrtLG9l5bGYVNJeaP0/9Fv48KfPndS2QxIr2hKJd1GV+bcsKYwrTpfdI9dJBbJk/7/KcekVevdyIbkIvrWKgO+iYkKIX7VEatArmsnSbzGdxnMefVyYgjDgEhKGjqgI4YXaXcpgbd6sSc2OggrkxXMETWnYkl2duTM3jB60AsSJfzC0AUrM4Skm9568y+c1l3xtcsEo0meWEvlT5reTLa1tg2y7D3BhZAFxwgcQVqS9LnKGzu3ShcK5IfVnkDK1Q4/ksjqoCRDXfoTh8BalONZ9gtcepFfapEkFhdkD3B+ac+1II8QarNETS72QEfRW5aM8Ce1YBWsqRtNRFJ7lfyFJ2WqtpMRQJ1wrhY3pQZ+6Qwxm6V5UoL6e2CDK1SeHdXMFWu1ez1c4ddGgway5lq42d0pRA8SKhzUJJvOhIYglINV+tK8DMVDLVOgyLGtyKdQl7rbN6KghWuypKR449S7eVmRlTF3Xgn6z0pA61UcmbFnlCHZbG4Dy2WlVmq92s53T/D/uybgadkQeDAAAAAElFTkSuQmCC" /> Non queda nada!<img alt="" src="data:image/png;base64,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" /> </span></span></span></h2>
<h2>
<span style="font-size: x-large;"><span style="color: magenta;"><span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">Hoxe toca Lectura, Mates, Lingua e E. Física.</span></span></span></span></h2>
<h2>
<span style="font-size: x-large;"><span style="color: magenta;"><span style="font-family: "verdana" , sans-serif;"><span style="color: purple;"><span style="color: red;">MATES</span></span></span></span></span></h2>
<h2>
<iframe height="480" src="https://drive.google.com/file/d/1aRmzuzlwBuAHk7G0XN9Ddln-nGAedTPA/preview" width="580"></iframe>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">LINGUA </span></span></span></h2>
<iframe height="480" src="https://drive.google.com/file/d/1IXZaYRQunsP_a61i0wIAdISR3jwy1Eqm/preview" width="580"></iframe>
<br />
<h2>
<span style="color: red;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: red;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">PASADE UN BO DÍA. ATA O VENRES.</span></span></span></h2>
<h2>
<span style="color: red;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-6370188359760660432020-06-09T13:33:00.000-07:002020-06-09T13:34:15.237-07:0010-06-2020<span style="color: #073763; font-size: x-large;"><b>Mércores, </b></span><br />
<span style="color: #073763; font-size: x-large;"><b>en un abrir e pechar de ollos estamos na fin de semana. Ánimo rapazada, non queda nada. 💪Derradeiro esforzo. Xa sabemos que estades cansas e cansos, pero hai que chegar ao final!!🏃🏃🏃</b></span><br />
<span style="color: #073763; font-size: x-large;"><b><br /></b></span>
<br />
<ul>
<li><span style="color: #073763; font-size: x-large;"><b>Lectura.</b></span></li>
<li><span style="color: #073763; font-size: x-large;"><b>Matemáticas.</b></span></li>
<li><span style="color: #073763; font-size: x-large;"><b>Lengua. </b></span></li>
<li><span style="color: #073763; font-size: x-large;"><b>Inglés (Preme 👉<a href="http://englishfleming.blogspot.com/search/label/Level%204" target="_blank">aquí</a>).</b></span></li>
</ul>
<div>
<span style="color: #073763; font-size: x-large;"><b><br /></b></span></div>
<div>
<span style="color: #073763; font-size: large;"><b>MATEMÁTICAS💙</b></span><br />
<span style="color: #073763; font-size: large;">As animacións dos <u>corpos redondos</u> están ao final do documento de mates.💬</span></div>
<div>
<br /></div>
<iframe height="480" src="https://drive.google.com/file/d/1kgQyRjiIjh8fvU13KKUKRJeARQEdXT1Y/preview" width="640"></iframe><br />
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<span style="color: #0b5394; font-size: large;"><b> El cono</b></span><br />
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<span style="border: none; display: inline-block; height: 120px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 220px;"><img height="120" src="https://lh4.googleusercontent.com/YIxkssY1WrteKBOrDzRIhN-awjRLUOxFWB5333ADI8jv-1Mf5BhsnHlZHsonOIgHB5NWbCWT89569XogSgWaiDGEWzbr4vJ2ygwSeRMHpEfTtXkBpjr-59VmkrT-kMu-CFfJBQYZ" style="margin-left: 0px; margin-top: 0px;" width="220" /></span></div>
<span id="docs-internal-guid-fe888a55-7fff-cc31-026f-1c1476d95d80"></span><br />
<div style="text-align: center;">
<span style="border: none; display: inline-block; height: 120px; overflow: hidden; width: 220px;"><span style="color: #0b5394; font-size: large;"><b> El cilindro</b></span></span></div>
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<span style="border: none; display: inline-block; height: 136px; margin-left: 1em; margin-right: 1em; overflow: hidden; width: 220px;"><img height="136" src="https://lh5.googleusercontent.com/KCn3fqNKVdCV8iw-3SLeKPBsKsvLZEPKV1jDjFrQ2znhFo_ULSCE4lewBBU24dnYxe77dcxTdXHVVr4FcM92O13Y9FQHQ_OiKB1uw08TPLypCK5bQG0ew3cSsIsWcJlj6WeHFo1-" style="margin-left: 0px; margin-top: 0px;" width="220" /></span></div>
<span id="docs-internal-guid-4953553f-7fff-0b94-6e93-4e2125840811"></span><br />
<b><span style="color: #0b5394; font-size: large;"> </span></b><br />
<b><span style="color: #0b5394; font-size: large;"> La esfera</span></b><br />
<b><span style="color: #0b5394; font-size: large;"> </span></b><br />
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<span style="color: #0b5394; font-size: large;"><b>LENGUA💙</b></span><br />
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<span style="color: #0b5394; font-size: x-large;">Adeus! Mañán xa é xoves!</span><br />
<br />Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-6617064297363527932020-06-08T14:03:00.001-07:002020-06-08T14:03:35.934-07:009/06/2020<h2 style="text-align: justify;">
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Ola a todos,seguimos traballando na penúltima semana </span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">que nos queda ,deste curso, tan atípico.</span></span></span></h2>
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" 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" /> </span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;">Hoxe, toca Lectura, Mates, Lingua e C. Naturais.</span></span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;">Ao final desta entrada, hai unha actividade de Relixión </span></span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;">para os alumnos desta materia. </span></span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: red;">MATES</span> </span></span></span></span></h2>
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</h2>
<iframe height="480" src="https://drive.google.com/file/d/1bl2h4889ARC1_Qs304GUCiSvMAHCWiaU/preview" width="580"></iframe><br />
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<span style="color: #7f6000;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">LINGUA </span></span></span></h2>
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<iframe height="480" src="https://drive.google.com/file/d/1h16Zer2hEZbMxjOXlhQOsvASBe6AYCwZ/preview" width="580"></iframe><span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span><br />
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<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">C. NATURAIS</span></span></span></h2>
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<h2>
<iframe height="480" src="https://drive.google.com/file/d/1WqZygOK2-pgWKojGoMKIHVkjJyLYbDeu/preview" width="580"></iframe><span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">RELIXIÓN </span></span></span><span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<iframe height="480" src="https://drive.google.com/file/d/1l_3sZkxl2V5Ix2JzMNKBfYsfSIt-54XY/preview" width="580"></iframe>
<span style="color: #cc0000;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: #cc0000;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">QUE PASEDES UN BO DÍA. ATA MAÑÁ.</span></span></span></h2>
flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-60344084061294259082020-06-07T13:11:00.000-07:002020-06-07T13:34:30.011-07:008-06-2020<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;">Bos días,</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiysor8mIRvA_ih6mS_81Q1udhy_NDC3dI3SHBn1pG9tG411Sba2rate55JZw6eJ0v6yBslhb-Ky291r0KdAJ_iP17l2gO9Xjqt-K1vtREhch6uwLGQc2oucNsf1nt8JdYWk9-iJXyLWi4/s1600/taza-bos-dias-meu-amor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiysor8mIRvA_ih6mS_81Q1udhy_NDC3dI3SHBn1pG9tG411Sba2rate55JZw6eJ0v6yBslhb-Ky291r0KdAJ_iP17l2gO9Xjqt-K1vtREhch6uwLGQc2oucNsf1nt8JdYWk9-iJXyLWi4/s320/taza-bos-dias-meu-amor.jpg" width="320" /></a></div>
<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><br /></span>
<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;">Cada día que pasa, estamos máis preto das vacacións, pero temos que facer un último esforzo durante estas dúas semanas. Moito ánimo, o estades facendo moi ben!</span><br />
<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"> Espezamos coa lectura diaria, imos coas Matemáticas, Lengua e rematamos con Inglés, visitando o blog . Preme <a href="http://englishfleming.blogspot.com/search/label/Level%204" target="_blank">AQUÍ</a>.</span><br />
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<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><br /></span>
<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: large;"><b>MATEMÁTICAS💙</b></span><br />
<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: large;"><b><br /></b></span><iframe height="480" src="https://drive.google.com/file/d/1yAwCcK69UwCI_dpXZEddznK7eR9HROZ2/preview" width="640"></iframe>
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<div dir="ltr" style="background-color: #f5f7f8; line-height: 1.7999999999999998; margin-bottom: 13pt; margin-top: 13pt; text-align: justify;">
<span style="background-color: #efefef; color: #333333; font-family: "comic sans ms"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">En estas animaciones lo puedes observar:</span></div>
<span id="docs-internal-guid-23f06bc8-7fff-a683-b909-5155ef2976c4"></span><br />
<div align="left" dir="ltr" style="margin-left: 0pt;">
<table style="border-collapse: collapse; border: none;"><colgroup><col width="127"></col><col width="128"></col><col width="128"></col><col width="128"></col><col width="130"></col></colgroup><tbody>
<tr style="height: 55pt;"><td style="background-color: #baf6fc; border-bottom: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Caras</span></div>
</td><td style="background-color: #baf6fc; border-bottom: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Aristas</span></div>
</td><td style="background-color: #baf6fc; border-bottom: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Vértices</span></div>
</td><td style="background-color: #baf6fc; border-bottom: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 13pt; margin-top: 13pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Ángulo diedro</span></div>
</td><td style="background-color: #baf6fc; border-bottom: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 13pt; margin-top: 13pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Ángulo poliedro</span></div>
</td></tr>
<tr style="height: 112.75pt;"><td style="background-color: #f5f7f8; border-bottom: solid #558baa 0.75pt; border-left: solid #558baa 0.75pt; border-right: solid #558baa 0.75pt; border-top: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12.499999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: none; display: inline-block; height: 188px; overflow: hidden; width: 200px;"><img alt="Caras de un poliedro" height="188" src="https://lh6.googleusercontent.com/UJpS2-4IGRX_W4HzMZKtxRM4OkAqXuh8PfrapOFzvJvMtmF1hzEOdSw8Px3P2iy1EH2tUoV7a7oCTtqzNuoSqcA6HyEzTnvobKa586RjtrVm2sziPFfxesQDVhdAQQaFXd2Qzdz2" style="margin-left: 0px; margin-top: 0px;" title="Caras de un poliedro" width="200" /></span></span></div>
</td><td style="background-color: #f5f7f8; border-bottom: solid #558baa 0.75pt; border-left: solid #558baa 0.75pt; border-right: solid #558baa 0.75pt; border-top: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12.499999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: none; display: inline-block; height: 119px; overflow: hidden; width: 120px;"><img height="119" src="https://lh5.googleusercontent.com/qpCx7EZUzTFlo0kdcps6Y9wR9MZnLaadsnU7HhbfkvhbLA5iPftThA3ACCmbDTG_3EsraxKiyeHPwLoq25TR3gShcnWBKJDgLWjywHtU12oNhspkN_iG4aQVo_6kG3CZVmuy_goc" style="margin-left: 0px; margin-top: 0px;" width="120" /></span></span></div>
</td><td style="background-color: #f5f7f8; border-bottom: solid #558baa 0.75pt; border-left: solid #558baa 0.75pt; border-right: solid #558baa 0.75pt; border-top: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12.499999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: none; display: inline-block; height: 120px; overflow: hidden; width: 120px;"><img height="120" src="https://lh4.googleusercontent.com/TnFZu5jrBdCfDFSOmqjlLtFfKsWdHOybc-Al70qfXektpzyFIZ5NfHJgX25mAfsNNY08f7S7EByXpEnmIXmoK_XGA6T9nklcAjz8BaPyg90dhLL4k7y0CXUFwcOGiZgpwqLz6AGQ" style="margin-left: 0px; margin-top: 0px;" width="120" /></span></span></div>
</td><td style="background-color: #f5f7f8; border-bottom: solid #558baa 0.75pt; border-left: solid #558baa 0.75pt; border-right: solid #558baa 0.75pt; border-top: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12.499999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: none; display: inline-block; height: 115px; overflow: hidden; width: 120px;"><img height="115" src="https://lh6.googleusercontent.com/ofb9_Q-bllMGJ5frdEG6md050NF498OCKIllz5F2A9nva7Yly3yv9vHYRSF6hriIT1D877otyqoLjeqyVIBlg04__G5ki2AFHGuShmO2jVCpJ4rqp-s6DwWb5uU74CGl0-kb8Le5" style="margin-left: 0px; margin-top: 0px;" width="120" /></span></span></div>
</td><td style="background-color: #f5f7f8; border-bottom: solid #558baa 0.75pt; border-left: solid #558baa 0.75pt; border-right: solid #558baa 0.75pt; border-top: solid #558baa 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: white; color: #333333; font-family: "arial"; font-size: 12.499999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="border: none; display: inline-block; height: 115px; overflow: hidden; width: 120px;"><img height="115" src="https://lh4.googleusercontent.com/nzqKioJpqHF1LBp6I5mS03QRmgXUcU52tHOnzx4STSrmBnH6yxdDUXd5-PhRoMqYM02YubziNwlBJpQkaO9Yx1RWsOsT7aLxInueWoC9fezX5LrylY2AXhb1BMFgXDHZQW3xYR72" style="margin-left: 0px; margin-top: 0px;" width="120" /></span></span></div>
</td></tr>
</tbody></table>
</div>
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<span style="color: #073763; font-size: large;"><b>LENGUA💙</b></span><br />
<span style="color: #073763; font-size: large;"><b><br /></b></span><iframe height="480" src="https://drive.google.com/file/d/19Uj9ulS-bt1k92AdO6AaFFgPk-VG-Cvl/preview" width="640"></iframe>
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<span style="color: #073763; font-size: x-large;">LISTO POR HOXE, MAÑÁN MÁIS. PORTÁDEVOS BEN!!!</span><span style="font-size: x-large;">😇</span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-89168446869796602272020-06-04T13:26:00.000-07:002020-06-04T13:26:27.340-07:005/06/2020<h2 style="text-align: left;">
<span style="color: magenta; font-size: x-large;">Ola de novo, xa é venres!!! <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAA1CAYAAAAZBliHAAAQ6klEQVRogcWbeXRU9b3A+0/PO1WL9VVRzGS17evigsuz1iyQbZY7gKgoJAEhLIJ5lGdPF5VnkT5FAUGysS8Ju6CIZLLv+2QPKApFkVRBqQFz7+z75/1xZ5JJZgYwkL57zvdcmJl7+X2+62/58gPG+PI47TjFPuxfNWE5/S6mnlyM7W9g1K/E2L4KU08ultPvYvuqCafYh8dpH+shAfCDsXipx+XEfqENU9d6pOpMxBI1oi4BqTgOQ0k8htIEDGWT5HtJPFJxHKIuAbFEjVQ1D1PXeuwX2vC4HGMxPOAGg3ucdqyfFyPVZiHqkpGK4zCWT8ZYmYyxMhVjVQip9EkyxvLJXkUkI9VmYf28eEy84IaB28/rZeAi2ZrGypQhsOogUuMV/8+GKSMFQ9kkxKIEpNos7Of1N2qowA0Ad9vNmLpzEYtSMJQleC2rHAZoqlFeswxTRpUSY2UqhrIExKIUTN05uO3mG8F9feBO6Uuk2qVIuljZTauUgxa+KmStElOt6spKGKaAZCRdLFLtUpzil/9/4I5LpxDL0zGUxHndUxkauFY1XOr8ZOR3oRTgVaqhJA6xPA1H/6f/enDHpb8jls7AUBaPsTKElf0gjT6pV2KsV2LyitFfvL8ZpowQ1jeUxSOWzsBx6fS/DtxluCBbuix+KJb949jnwn6wpkFRXUH8lOGvgGDx74MvT8MlnR97cI/DilT3e697+1w7NcDKsvWUWBpVWBrVg3DmBjXmBlUQUWOqH/qd/JzXA2pVmIcpwA++JA6pbikeh2VswU09+d5ElhoAbR60shJjnRJbsxpDrQqxRom9ReMFv7KY6lXYWzRINSqkGvkd8vtGwns9rTIVSReLqSdv7MDtX3ciFiUPZe8R0P5ubW3SMFClZPPCGN6ZHcHFkiQceg2WRiWWpmCiwtwoQ18qTyF3XhS586LoL0+R4X3u7wdvrPHV+2TEomTsFzpuPLjHaUOqWSLX6ZHZu3ZkLKvxdGipfPMBVmjG85pwJ0eW/xpPpyYE9JB4OgWKV97LCmE8K4Tx6Fbeh7tdOzz2/eEH4z0BqWYxHqftxoJbPzuGWBTn5+J+MT0C2toku+eORdFkzwojN11B/pwILlUkYdersTSrgoqtVYVYk8LmzEhy0hTkpCnYkhnJQHUq1ibNIPzIpOdzebEoDuuZD28cuMdhQarOxFg+SXatmkBr+6DNDSocrRq+/GASm2aHs31eJNszI8mbpeD0vsdxdwohwV0dAmcPx5GfrpCfmxdJfrqCs+/G49QL3uQn54+gLl8+Calq3jUnuquC285VIRYlBNbqYdBDCcrVoeGTgsfYkqFgz6Io9i6KYkuGgo78R3D3aLG0qgOlRY27W0vvtkfZkqFgr99zx7c+iqtd8CY/H3woq8dj/aLixoAbml/CUBofHHywNnvLVKMKd6eG7o0Ps2tuOIeyojmcFUPB3HCa3p44CG5tVWNtkcUH7+7Ros9+iF1zwzmcFcPhrGh2zQ2nLftBXB3CYNY31auGXH6E1Q2l8Ria/gKe6wR3iv9ALJ3izeRXdnFzgwpLkxJ3p4b2nAfZkxnB0d/HcPT3MexbEEn9m/fh7hKwtqqw6v2kVYW1VbZ4y7qJ7J0/9Nze+ZE0v/0Arg4N5kbVNVg9GbFEi1P8x/WBW88cRdLFXdHag9DeUuXqFGjLfpC98yP4cFkMx5bFsH+hDO7qFrC1qb2iGfyzVa/C3SPQ/PYD7FsQybFl93Bsmayw5rUyuKVpeL031iuDZPhUJF0c1jMfXB+4se1vGErjhie1ELHtK0nuLoGOvIfYPS+cI0tjOLI0hj2ZETSsuR9P7xQvcKB4erW0vjOR3ZkRg8/tzoygZf1EXN5SOAQeaPUhd4/D2LZy9OAehxWpep68gxLSzX3W9oI3q3B3CRzf9ijb5yg4uCSKg0ui2TFHQWv2Q3BiCvZ2TYDY2jVwYiqdGx/xPhfNwSVR7JijoDP/Edxdgvz+RuXwWB+Z4atSMVZMRqqee9XsHhLcOdCH5Ivvq7m5bxLSrMLVKfDZu3FszlBQsCCSwgWRbExTcGLnb0OC29s1cGIKn+59nE1p8nMFCyLZlK7g092/GwIfZvUg4N44l0q1OAfOjQ7cfqEdqThR3kLyBx/p5o3Dwe3tGvork9k8N4LNcyLY8lwEuWkKzhdNxtOrDQnu6dFysSyR/IxwtjwXwebnIsifHc7XxYk42odmfUNJzjuOupFxnoKkS8R+oW104NazJUi6eIxV/uCq0OC+yUirGmenwIE//ILVT03g7Rl3s31xDLZ2DY5Or2t3aLB3eO9ecEeHBmeXQOHSn7H26btZ+/TdFC79GfY2DdYW77ub5BXf1cHjsX5ePDpwy6mDgRk9SBmzBAH39Gj5dP/j/I9qPC8l307H1kfho6mD0I4OYVD84floKscLHuPl1Dt4JfUOenc9hqdHO/TugDgPnuAkXRyWUwdGCX6yAKk41pvYrgSuDAC3tqpxdWlo2/yf1Gc/hLNLwNHhs6wMbO8agve3uqtbS1PeIzTlPYyzQ8DqP78fBh6snnvBi+Mwf7xrdODmkzuvETzQ4tZWuTZzfAp8NHUQetDanQL2HvnuD25vl0OAE1PhuDA0s/ve4LGYP94xSot/sls+EAgBbm3SYG1Sh7S4Va+Sa/SIsmX3ubkPukMI+I2tTeOd1QUHtzWrsTULoV29OA7zyYJRgp8+HDLGzQ1KLhYnY6pXQZcWV7sam2+Aw8DlGdqwmt0xBG8fEeP2ds3gjG4kuKNNA10aPB0C31WmcP7DRMwNqtAxfvrQ6MBt5yqRdEFWZXUqXG0Cx/76G3LmRFK9ZiJfvBePuUkJ3Vro0eLsFLDr1UHBB63aEfi5P7ijXZ6/0zsFZ7uGb8uT6Nn+W4688mtWzwjjg+W/wdUmBMnqqUi6BGznrrxKCwnuuNiLVJwSWMdrVbjaBSpW3c9y5R38VX07K7U/ZdP8KIpW3EvPzsf4ujRJXmr2CHK8npgCvVrcPVpc3VpcXcKguLu1eHq0cj44IYuzS4NUl8rn78VT/85D7Pnvn7Nmxl0sT7qFFZqf8qp6PBWrHsDVHgS8MgWpOBn7xZ7RgbsM3yCVTcdYmRQI3iagz3uEFcIdvJ0WQ07m/bymvpWX4n/I8sQf8eb0f2fbwnCOLv8lTRse5GTh7+j7IJ6LpUlcrk5BrEtFqk9FrEvlclUy35Qk8sV78Rzf8Sg1q+/j4B9iyE0fz2uqm3kp4YcsT/w31syMZtdfNKyf/QtWaG5Hn/eIbPGAmVsSUtkTuAxfjw7c43ZhqFsyuPPiD+5o1fD3/bG8mnozLbpCLhsMfNRWReWetzjwegZblj7Ohox7WPvkHaydMo71U28h98lb2PzMj9mRPo6CObdS+NytFMy5lR3p49j87I/JfWocG6bfxjtP30XO7J+zbenv2L/yGUq2Laet4iB95z7DAjTrCnk15SbOHIjF0aIJnKuXT8JQtxiPyzk6cABT93oMJbEjtpxUWBrUXK5IZvX0cXQ1lGAFJDuY3CA5oF808tWXfXx2spOT+jJ6qg/QodtK+9EcOo+so/vIWno/WMfxY9n0Fm+mt6KQEw3vc6qrhrOnj3P+/Jf0DxgRbWB0g8EF35mdWIDOeh2rp4/ju8oULA1q+QDDf3VWEoupa90Voa8Kbuur9Sa4wDh36jXsXxbOxmUqLhtMGN3QL5npF01cMlj5zuxkwAqiAyQnSC6wAK4R/4YLMHtkhYl2GLB6+M7k4JLBSr8ov++yyY4ZuNj/LXlZiRx4MVLehwuyHhd1Cdj6qq8P3G35Dqn8GYwViQHu7tQLfFzwOK8k/oitLyZxsqse0ebB6AHRBpeNtkFF+GTAaMFsdeB0unC73TidLsxWBwNGy9DvJDOXjTYGrB4MLjC64Jtvv6W1pJDcBQ+yPOkmThY+HghelYqxIhGxfAZu8+XrAwcwdqwO4u5KzN6Z29bnY3g19RbemHobBS9raXg/jzMnO7jYf4kBq2fQ2qITDE6wuMEBOJHvFo8MJ7lkzxiwuPnnpcucPdVLe/kePli/mJzMe1mpvokVqp+wbfE98gqtXh1gbUNJLMaOt64KfU3gjou9iLrkwLJWo8KlF+jd8Rivae/irafv5vUpt/KGcBPvPHsnO//rIY7871NUbf0D+vfXcbxqD6fbSjj3URMXznRz8dwnnD/Tzdmeaj6u3U/7kXXUbHuRo68/ye5lD5OXfjdrpt3CKu3NvDn9DlbPCOM17V2c2PkYLr0grxRHlDFRl4z9myuXsWsGx+PB0PinoDut5jo5wx/443+wQriTtc+GsW6mgg2zwsiZOZ68Z25j07Pj2DrrxxTM/gn7Mm/n0KIJHMlScHRpFEeyFLy78E72zb2NgoxxbEsbx+a0n7Ip7U7yMsLITlOwbmYYa58NY4VwJ+/++Zc4WgXMoXZYG/8InmvYYr0mcMD+dQeiLmmwr8X/sNDepKG/PIUNGRG8/sQE1s0MY0OagjzvhsL2eZHsWhDJ3kVRHFwSxaEXonkvK5r3s6J4Lyuaw1nRHFwSzd5FURQskA8gtjwXQV5GOBvSFKybqeD1aRPInhPB5YoU7E2a4YeH3n4ZsSgR+4X2a4K+ZnAAo/5vQ7E+ognApRc4eziB1TPCWPXkBDakKchND2fTnAi2zY1g5/xIChdGsu95eQ/u0AvRHMqK4dALMvS+56MoXBjJzvmRbJsbyaY5EeR6wVc9OYE1z4Rx7v1JuFqDuHiVUh6X/uobjKMCd0nnEUufxFgxOUjbhwp3m5YzB+N5e6aCVdMnkJMeTv5sP6vPj2T3wkj2Ph/F/sVRHFgs3/c9H8XuhfL32+fJ1s6fHU5Oejirpk9g3axwPj+UgFuvDTwmrlJirJiMWDodp/TV2IADWM+WysdJvlauER1Nbr2Wrz5MZPviGN6YdhfZsxRsmhPB1rkRbM+U4QoWRFK4UIYtXCj/fdd82cW3eq29YZaCN6bdxc4X7uHCsURcQaF9Lp6A9fOS7wX9vcEBjF0bhpoDgsA7WwSMdSpqVk8kOz2cNU9NIDdNwVav5Xdkyi7tkx2ZsqW3ejcl1zw1gZyMcOrWPoipXoWzRQgBLTcFGLs2fG/oUYF7nHYMzcv94AO7naz1atx6Ld/okqh+6wH5yHhmGBueuZvcmWHkpynIT1eQn6Yg1/t59qwwdj4fTc3qiVwsTsLdpsXqV6uHQXt3WQxNr4y663FUXU9umxGp4U9XhDfVKLE3anDrtUjVSj47EEdL9sOUrbyXoy//iiN//iVHX/4VZSvvpTX7YT47GI/BGy62Rk3Au/wb/iRdLFLDH3HbDKOCHjU4gNtuwtDyV8Qiv+a+EJ2MljoVjmYNrlYBZ6uAvVmDrVGDvUmDs1XApRdwNGuw+NXnYXXar8lPLIrF0Pwqbptx1NDXBQ5yl7KpdxNiUdJQ44Cvd/UKrZzmWm+zUG3w74cDDx38i0VJmHo3XnXJOebgvsv2jzrEitnyHl1FUmDz7jX2sw7vY/VKRRKSLhaxIgNbX+2NGC5wA7uX3ebLsvVLnvAqIHF4B3OoLuYQncvGikQkXRxiyTRMvRtxmy/dqKECY9Co7xw4JyugIh1RN1luBhzsWU8JVEaV9zNvr7qhJA5RNxmxIh1T78arHv6N9hqT/6EA4LYMYOurwdS5FqlmEWLpNMTiZCTdJCRdvJ9MQixORiydhlSzEFPnWmx9NbgtA2M1NGAMwf0vj9uFy/Qtjv5T2M+3YuurwvpFGba+KuznW3H0n8Jl+ice98j9mbG7/g/WOlreQaIiyQAAAABJRU5ErkJggg==" /><img alt="" src="data:image/png;base64,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" /> </span></h2>
<h2 style="text-align: left;">
<span style="color: magenta;"><span style="font-size: x-large;">Hai que </span></span><span style="color: magenta; font-size: x-large;">descansar do traballo da semana e disfrutar un pouco do tempo libre <img alt="" src="data:image/png;base64,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" /> </span></h2>
<h2 style="text-align: left;">
<span style="color: magenta; font-size: x-large;"><span style="color: orange;">Hoxe, toca Lectura, Lingua, Lengua e Sociais.</span></span></h2>
<h2 style="text-align: left;">
<span style="color: magenta; font-size: x-large;"><span style="color: orange;"><img alt="" src="data:image/png;base64,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" /> <span style="color: purple;">Para o luns, só tedes que enviar a vosa mestra a tarefa de Sociais.</span> </span> </span></h2>
<h2 style="text-align: left;">
<span style="color: magenta; font-size: x-large;"><span style="color: red;">LINGUA</span></span><span style="color: magenta; font-size: x-large;"><span style="color: red;"> </span></span></h2>
<iframe height="480" src="https://drive.google.com/file/d/1laJVJ7h4l0u8iDWjWDFvI0G71r5ptOoA/preview" width="580"></iframe><br />
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<h2>
<span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> LENGUA </span></span></span></h2>
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<iframe height="480" src="https://drive.google.com/file/d/16MlfRF-vYiENJP7Oljs6bqzeYnKuNqTK/preview" width="580"></iframe><br />
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<span style="color: #7f6000;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> SOCIAIS</span></span></span></h2>
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<iframe height="480" src="https://drive.google.com/file/d/1ah7NeaXtG14xK-2MvXfG25nh0FC5Wc-h/preview" width="580"></iframe><br />
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">QUE PASEDES UN BO FIN DE SEMANA. ATA O LUNS <img alt="" src="data:image/png;base64,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" 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flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-32623328414231499872020-06-03T13:45:00.000-07:002020-06-03T13:45:15.100-07:004-6-2020<br />
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<b style="mso-bidi-font-weight: normal;"><u><span lang="DE" style="font-family: "comic sans ms"; font-size: 18.0pt;">Propuesta de tareas de
Educación Física:<o:p></o:p></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Hola chic@s!!! Ya entramos en
el mes de junio, la recta final del curso, sólo queda el último esfuerzo y
después vacaciones!!!<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Hoy proponemos mover el esqueleto con una coreografía, un juego con raquetas, una sesión de estiramientos y un reto final.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;"><span style="mso-spacerun: yes;"> </span>Contacto: </span><span lang="DE"><a href="mailto:chamo.ef@gmail.com"><span lang="ES" style="font-family: "comic sans ms"; font-size: 14.0pt;">chamo.ef@gmail.com</span></a><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "comic sans ms"; font-size: 18.0pt;">Actividad de expresión corporal:</span></u></b> <span lang="DE"><o:p></o:p></span></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">Que
mejor manera de hacer ejercicio que bailando con una coreografía de just dance,
acordaros de repetirla varias veces para poder aprenderla y realizarla en modo
experto.<o:p></o:p></span></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;"><o:p> </o:p></span><b><u><span style="font-family: "comic sans ms"; font-size: 18.0pt;">Juego de coordinación óculo manual:</span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Tendréis que demostrar vuestra habilidad con las
raquetas, intentando dar varios toques con una pelota con ambas caras de la
raqueta. También podéis usar un globo como si fuera una pelota. Si no tenéis,
aquí os dejo dos enlaces donde explican cómo fabricar vuestras propias raquetas
y pelotas de manera muy sencilla.<o:p></o:p></span></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">En
este enlace hay un vídeo a modo de ejemplo de como podéis dar los toques con la
raqueta.</span></div>
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<b><u><span style="font-family: "comic sans ms"; font-size: 18pt;">Sesión de estiramientos:<o:p></o:p></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt;">Con este vídeo realizaremos una sesión de estiramientos en la que se va a estirar todo el cuerpo desde los pies a la cabeza.<o:p></o:p></span></div>
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<b><u><span lang="DE" style="font-family: "comic sans ms"; font-size: 18.0pt;">Reto
final:<o:p></o:p></span></u></b></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">Después
de practicar con la raqueta seguro que este reto os resulta muy sencillo</span></div>
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<br />Alberto EFhttp://www.blogger.com/profile/16168553328895171250noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-65037926357802983792020-06-03T12:50:00.000-07:002020-06-03T13:21:30.437-07:0004-06-2020<span style="color: #b45f06; font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: x-large;"><b>Xa estamos a xoves. O tempo pasa voando💨, en dous días é fin de semana, pero hoxe e mañán toca traballar.💪💪</b></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: x-large;"><b><span style="color: #b45f06;">Empezamos coa </span><span style="color: #38761d;">Lectura</span><span style="color: #b45f06;">, a continuación </span><span style="color: #741b47;">Matemáticas</span><span style="color: #b45f06;"> e para rematar </span><span style="color: magenta;">Lingua.</span></b></span><br />
<span style="color: #b45f06; font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: x-large;"><b> 🙌</b></span><span style="color: #b45f06; font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: x-large;"><b>Educación Física </b></span><b style="color: #b45f06; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: xx-large;">co profe Alberto.</b><br />
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<span style="font-size: x-large;"><u>Lede</u> con atención as indicacións para saber ben o que tedes que facer e enviar.</span></span></b><br />
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<span style="font-size: x-large;"><span style="font-size: large;">🔊🔊🔊</span>Olliño👀 coas <span style="background-color: #eeeeee;">Matemáticas</span>.</span></span></b><br />
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<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><b>MATEMÁTICAS </b></span><br />
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<span style="font-family: "comic sans ms"; font-size: 12pt; font-weight: 700; white-space: pre;">HOY JUEVES, TE TOCARÁ TRABAJAR DURO💪💪💪.</span></div>
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<span style="color: #073763; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><b>LINGUA</b></span><br />
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<span style="color: #b45f06; font-size: x-large;">Xa queda menos para o 19 de xuño. Moito ánimo.😎</span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-21707170941917882772020-06-02T13:21:00.000-07:002020-06-02T13:21:26.401-07:003/06/2020<h2>
<img alt="" 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" /> <span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Ola a todos, como ides, estamos a mércores, metade de semana. </span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Seguimos traballando o pouco que nos queda, con enerxía e ánimo <img alt="" 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" /></span></span></span></h2>
<h2>
<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">Hoxe toca Lectura, Mates, Lengua e Inglés (revisade a tarefa no seu blog) </span></span></span></span><span id="docs-internal-guid-e201dcad-7fff-4b6c-21ee-2b46c6b44987" style="background-color: transparent; color: #0b5394; font-family: "arial"; font-size: 24pt; font-style: normal; font-variant: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">👉</span><span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: purple;"><a href="http://englishfleming.blogspot.com/"><span style="color: blue;">CLICA</span></a></span></span></span></span></h2>
<h2>
<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: purple;"><span style="color: blue;"><span style="color: red;">MATES</span></span></span></span></span></span></h2>
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<iframe height="480" src="https://drive.google.com/file/d/1NGJtHm7HW0hgi-py_sT6eoK-aO2GApmA/preview" width="580"></iframe>
<span style="color: orange;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: orange;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">LENGUA</span></span></span> </h2>
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<iframe height="480" src="https://drive.google.com/file/d/1T0dn4dkxcB3e6X6U3GWreNDS-YUQYSVu/preview" width="580"></iframe>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
<h2>
<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">VÉMONOS O XOVES. ATA MAÑÁ</span></span></span></h2>
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<br />flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-85150620925633186402020-06-01T13:01:00.000-07:002020-06-01T13:01:01.458-07:0002-06-2020<br />
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<span style="font-size: x-large;"><span style="color: orange;">B</span><span style="color: purple;">o</span><span style="color: #274e13;">s</span> <span style="color: red;">d</span><span style="color: blue;">í</span><span style="color: purple;">a</span><span style="color: #134f5c;">s,</span> <span style="color: blue;">c</span><span style="color: red;">o</span><span style="color: #134f5c;">m</span><span style="color: purple;">o</span> <span style="color: blue;">i</span><span style="color: red;">d</span><span style="color: orange;">e</span><span style="color: blue;">s?</span></span><br />
<span style="font-size: x-large;"><span style="color: orange;">S</span><span style="color: blue;">a</span><span style="color: #134f5c;">b</span><span style="color: red;">e</span><span style="color: purple;">m</span><span style="color: blue;">o</span><span style="color: magenta;">s </span><span style="color: blue;">q</span><span style="color: red;">u</span><span style="color: #134f5c;">e</span> <span style="color: magenta;">es</span>t<span style="color: purple;">a</span>de<span style="color: blue;">s</span> un <span style="color: blue;">p</span><span style="color: purple;">o</span>u<span style="color: #0b5394;">c</span><span style="color: magenta;">o</span> c<span style="color: blue;">a</span><span style="color: purple;">n</span><span style="color: magenta;">s</span><span style="color: #134f5c;">o</span><span style="color: purple;">s</span>, <span style="color: orange;">p</span>e<span style="color: blue;">r</span><span style="color: #0b5394;">o</span> c<span style="color: purple;">o</span><span style="color: #134f5c;">n</span>t<span style="color: blue;">a</span><span style="color: magenta;">r</span> <span style="color: blue;">o</span>s <span style="color: orange;">d</span>ías e c<span style="color: magenta;">a</span><span style="color: orange;">s</span>e t<span style="color: red;">o</span>c<span style="color: #134f5c;">a</span>m<span style="color: blue;">o</span>s <span style="color: orange;">c</span><span style="color: blue;">o</span>a<span style="color: #134f5c;">s</span> <span style="color: orange;">p</span><span style="color: red;">u</span><span style="color: #0c343d;">n</span><span style="color: purple;">t</span>a<span style="color: blue;">s</span> d<span style="color: #134f5c;">o</span>s <span style="color: purple;">d</span><span style="color: magenta;">e</span><span style="color: #134f5c;">d</span>o<span style="color: red;">s</span>, <span style="color: orange;">o </span><span style="color: purple;">19</span> <span style="color: magenta;">d</span><span style="color: #134f5c;">e</span> <span style="color: orange;">x</span>u<span style="color: blue;">ñ</span><span style="color: red;">o.</span></span><br />
<span style="font-size: x-large;">I<span style="color: purple;">m</span>o<span style="color: #134f5c;">s</span> ent<span style="color: orange;">ó</span>n co t<span style="color: orange;">r</span>a<span style="color: red;">b</span><span style="color: #134f5c;">a</span><span style="color: purple;">ll</span>o d<span style="color: magenta;">e</span> h<span style="color: orange;">o</span>x<span style="color: blue;">e</span>: <span style="color: orange;">m</span>e<span style="color: red;">d</span><span style="color: purple;">i</span><span style="color: #134f5c;">a</span> h<span style="color: #134f5c;">o</span><span style="color: magenta;">r</span><span style="color: orange;">a</span> <span style="color: #134f5c;">d</span><span style="color: purple;">e</span> l<span style="color: purple;">e</span><span style="color: blue;">c</span>t<span style="color: orange;">u</span>r<span style="color: magenta;">a</span>, li<span style="color: blue;">n</span>g<span style="color: orange;">u</span>a, <span style="color: blue;">m</span><span style="color: #f4cccc;">a</span>t<span style="color: orange;">e</span>s <span style="color: red;">e</span> n<span style="color: blue;">a</span>t<span style="color: orange;">u</span>r<span style="color: magenta;">a</span><span style="color: red;">i</span><span style="color: purple;">s</span>.</span><br />
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<span style="font-size: x-large;"><span style="color: blue;">L</span>e<span style="color: red;">m</span>b<span style="color: magenta;">r</span><span style="color: purple;">a</span>de <span style="color: orange;">q</span>ue t<span style="color: blue;">e</span>d<span style="color: orange;">e</span>s <span style="color: red;">q</span>u<span style="color: red;">e </span><span style="color: purple;">e</span>n<span style="color: magenta;">v</span>i<span style="color: orange;">a</span><span style="color: blue;">r</span> a<span style="color: magenta;">s</span> ta<span style="color: orange;">r</span><span style="color: blue;">e</span><span style="color: red;">f</span><span style="color: purple;">a</span><span style="color: orange;">s</span> <span style="color: magenta;">á</span><span style="color: blue;">s </span><span style="color: red;">p</span><span style="color: magenta;">r</span><span style="color: orange;">of</span><span style="color: purple;">e</span><span style="color: blue;">s.</span></span><br />
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<span style="font-size: large;"><span style="color: blue; font-size: large;"><b>LINGUA</b></span></span><br />
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<span style="color: blue; font-size: large;"><b>MATEMÁTICAS</b></span><br />
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<span style="color: blue; font-size: large;"><b>C. NATURAIS</b></span><br />
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<span style="color: #990000; font-size: x-large;">Un día menos, ...mañá é mercores.👍</span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-31359030347715008902020-05-31T13:38:00.000-07:002020-05-31T13:38:07.423-07:001/06/2020<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Ola de novo, esperamos que pasásedes un bo fin de semana.</span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Estreamos mes, xuño,<img alt="" 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" /> xa se acercan as vacacións e o verán<img alt="" 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" />.</span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Quédannos tres semanas de traballo, máis ben dúas, logo hai que facer o último esforzo <img alt="" src="data:image/png;base64,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" />.</span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;">Hoxe toca, Lectura, Mates, Lengua e Inglés, esta última consultadea en: <span style="color: blue;">(englishfleming.blogspot.com)</span></span></span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: blue;"><span style="color: magenta;">A mestra de Relixión, enviou algunhas actividades para que fagades esta semana e as enviedes ao seu correo:</span></span></span></span></span></span></h2>
<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: magenta;"><span style="color: blue;"><span style="color: magenta;"><span style="color: blue;">anamaquieira@edu.xunta.es</span> </span></span> </span> </span></span></span></h2>
<h2>
</h2>
<h2>
</h2>
<h2>
<span style="color: orange;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;">RELIXIÓN</span></span></span><span style="color: red;"></span></h2>
<h2>
<span style="color: red;"><span style="font-family: "verdana" , sans-serif;"></span></span><br /><iframe height="480" src="https://drive.google.com/file/d/10mzfHjYgC4xCp62kd9UEuKM2Igo-bvHj/preview" width="580"></iframe><span style="color: red;"> </span></h2>
<h2>
<span style="color: red;"> <span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">MATES</span></span></span></h2>
<h2>
<br /><iframe height="480" src="https://drive.google.com/file/d/1EdCQp0-flGU3CwB40HGSDlCm0BbCnw2k/preview" width="580"></iframe><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #783f04;"> </span></span></span></h2>
<h2>
<span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #783f04;">LENGUA</span></span></span></h2>
<h2>
<iframe height="480" src="https://drive.google.com/file/d/1aK0Whk-ROVlT3wJqxLC0cKtqRCHe72o8/preview" width="580"></iframe>
<span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #783f04;"> </span></span></span></h2>
<h3>
<span style="color: #20124d;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">VÉMONOS O MARTES. BO DÍA.</span></span></span><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #783f04;"> </span></span></span></h3>
flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-27431804752586899482020-05-28T13:07:00.001-07:002020-05-31T04:44:25.907-07:0029-05-2020<br />
<br />
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Estamos en fin de semana, chegamos ao final do mes de maio e comenzamos xuño. En tres semanas, final de curso. Ainda así, tedes que seguir esfozándovos como ata agora, para rematar <b>ben</b> o curso: </span><br />
<br />
<ul>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Continuar traballando polas mañanas.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Organizar o tempo de traballo e lecer.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Facer un descanso.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Senón se rematan as tarefas, un pouquiño pola tarde.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Escribir con boa letra e sen faltas de ortografía.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Ler dous ou tres veces as indicacións antes de facer os traballos.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Enviar as tarefas que vós pidan as profes.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Entregar as tarefas en tempo.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Ler todos os días.</span></li>
<li><span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;">Portarse ben.</span></li>
</ul>
<div>
<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b><u>Para hoxe : Lingua, Lengua, Sociais. Plástica e o reto da fin de semana.</u></b></span><br />
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<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b>LINGUA💙
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<span style="color: #0b5394; font-family: "verdana" , sans-serif; font-size: large;"><b>LENGUA💙</b></span></div>
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<span style="color: #0b5394; font-size: large;"><b>SOCIAIS❤</b></span><br />
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<span style="color: #0b5394; font-size: large;"><b>PLÁSTICA💙</b></span><br />
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<b><span style="color: #0b5394; font-size: large;">RETO DA FIN DE SEMANA💙</span></b><br />
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<span style="color: purple; font-size: x-large;">PASÁDEO BEN. ATA O LUNS👋👋👋</span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-30630346811208389892020-05-27T13:18:00.000-07:002020-05-27T13:23:47.408-07:0028/05/2020<h2>
<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Ola, como estades, pasando moita calor <img alt="" src="data:image/png;base64,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" />, se ides as praias ou piscinas, con moita precaución.</span></span></span></h2>
<h2>
<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Hoxe xoves, toca Lectura, Mates, Lingua e E. Física.</span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Antes de poñer as tarefas dar un,</span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;">AVISO IMPORTANTE:</span></span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;">Está aberto o prazo de solicitude de fondo de libros. A data límite, é o 19 de xuño. Todos aqueles que queiran solicitalo, que non se esquezan, xa que despois non terían os libros do fondo.</span></span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;"><span style="color: purple;">MATES</span></span></span></span></span></h2>
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<span style="color: purple; font-size: x-large;">LINGUA </span> </h2>
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<span style="color: #4c1130;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">QUE PASEDES BO DÍA. ATA MAÑÁ. </span></span></span></h2>
flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-31020771635383434142020-05-27T11:29:00.000-07:002020-05-27T11:42:11.309-07:0028-05-2020<div class="MsoNormal">
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<b><u><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">P</span></span><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">ropuesta de tareas de
Educación Física:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Hola chic@s!!! Aquí estamos una semana más, con otras propuestas de actividades. Ya estamos en la última semana de mayo, mucho
ánimo!!! </span><br />
<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Hoy volvemos a realizar un entrenamiento funcional,</span><span style="font-family: "comic sans ms"; font-size: 14pt;"> un juego con un dado y la comba (de la
que ya seréis todos unos expertos), una sesión de estiramientos y por último un reto final muy divertido.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Contacto: </span><a href="mailto:chamo.ef@gmail.com"><span lang="ES" style="font-family: "comic sans ms"; font-size: 14pt;">chamo.ef@gmail.com</span></a></div>
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<b><u><span style="font-family: "comic sans ms";"><span style="font-size: x-large;">ENTRENAMIENTO FUNCIONAL:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;">Aquí tenéis un vídeo de entrenamiento funcional en el que
iréis haciendo los ejercicios con la guía de la entrenadora, al mismo tiempo
que ella.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14.0pt;"> </span><b><u><span style="font-family: "comic sans ms";"><span style="font-size: x-large;">¡ERES UN SUERTUDO!</span></span></u></b></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt;"> Objetivo conseguir 20 puntos. Coge un dado y lánzalo. Si superas el reto te anotas los puntos obtenidos en el dado.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt;">¿Cómo hacerlo? Coge una hoja de papel. En la hoja de papel, asocias un número a una acción sencilla a realizar. Ojo, a los dados:<o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">1 —> Súmate un punto (por tu cara bonita).<o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">2 —> ¡A sudar! 20 saltos de combas seguidos tienes que dar si 2 puntos quieres sumar.<o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">3 —> Pierdes 3 puntos. <o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">4 —> ¡Enhorabuena! Suma 4 puntos si consigues con la comba hasta 40 saltos llegar.<o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">5 —> ¡Precioso número! 5 repeticiones de saltos a la comba tienes que hacer siguiendo el siguiente orden: pie izquierdo solo, pie derecho solo, dos pies juntos.<o:p></o:p></span></div>
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<span style="font-family: "symbol"; font-size: 10pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "comic sans ms"; font-size: 14pt;">6 —> ¡Carabela! Pierdes todos tus puntos <o:p></o:p></span></div>
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<span lang="DE"></span><span lang="DE"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 14pt;"> Nota</span></b><span style="font-family: "comic sans ms"; font-size: 14pt;">: ¿Quieres poner más números y más retos? Coge otro dado y arreglado<i>.</i></span></div>
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<span style="font-size: x-large;"><i><u><span lang="DE" style="font-family: "comic sans ms";">E</span></u></i><b><u><span lang="DE" style="font-family: "comic sans ms";">STIRAMIENTOS:</span></u></b></span><span lang="DE"><o:p></o:p></span></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14pt;">Os presento una rutina de estiramientos para todos los grupos musculares del cuerpo.<o:p></o:p></span></div>
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<b><u><span lang="DE" style="font-family: "comic sans ms";"><span style="font-size: x-large;">Reto
final:</span><span style="font-size: 18pt;"><o:p></o:p></span></span></u></b></div>
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<span lang="DE" style="font-family: "comic sans ms"; font-size: 14.0pt;">Os
toca demostrar la flexibilidad y equilibrio que tenéis con este reto, que
parece complicado, pero con paciencia y haciéndolo despacio seguro que lo
conseguís. Ánimo campeones!!</span><br />
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<span lang="DE" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><b><br /></b></span>Alberto EFhttp://www.blogger.com/profile/16168553328895171250noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-48708733737383493432020-05-26T13:14:00.000-07:002020-05-26T13:17:45.119-07:0027-05-2020<br />
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<span style="font-size: x-large;"> <span style="color: #073763;">Xa estamos á metade da semana: </span></span><span style="color: #073763;"><span style="font-size: large;">MÉRCORES</span><span style="font-size: x-large;">📅</span></span><br />
<span style="color: #073763;"><span style="font-size: x-large;"> </span></span><span style="color: #073763; font-size: x-large;">🏖️</span><span style="color: #073763; font-size: x-large;"> Chega a calor e as gañas de estar ao aire libre, pero antes toca traballar en matemáticas , lengua, sen esquecer a lectura diaria, e inglés. (<a href="http://englishfleming.blogspot.com/search/label/Level%204" target="_blank">englishfleming@blogspot.com)</a> </span><span style="color: #073763;">👈Clica aquí.</span><br />
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<span style="color: blue; font-size: large;"><b>MATEMÁTICAS</b></span><br />
<span style="color: blue; font-size: large;"><b><br /></b></span><iframe height="480" src="https://drive.google.com/file/d/1GW0GGrDL48CwjD2Cm9IXu2hN4TKUBEPk/preview" width="640"></iframe>
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<span style="background-color: white; color: blue; font-size: large;"><b>LENGUA</b></span><br />
<span style="background-color: white; color: blue; font-size: large;"><b><br /></b></span><iframe height="480" src="https://drive.google.com/file/d/1SohSnWN_PbeL0kkOMtpf0xJWqxaglFkS/preview" width="640"></iframe>
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<span style="color: #0b5394; font-size: x-large;">Esto é todo por hoxe. Ata mañá.👋👋👋👋</span>Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-75127076460835874402020-05-26T02:48:00.001-07:002020-05-26T02:48:38.653-07:0026/05/2020<h2>
<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: Verdana, sans-serif;">Bos días, temos que facer unha rectificación dun exercicio de <span style="color: red;">Lingua para hoxe</span>.</span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: Verdana, sans-serif;">O exercicio 6 de Lingua que hai que facer, é o da <span style="color: red;">páxina 173</span>, non hai páxina 176.</span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: Verdana, sans-serif;">Desculpas <img alt="" src="data:image/png;base64,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" 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flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-62600116781582662532020-05-25T13:11:00.001-07:002020-05-25T13:11:12.108-07:0026/05/2020<h2>
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" /> <span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">Ola a todos e todas, estamos a martes, seguimos traballando. Hoxe, tócanos,Lectura,Mates, Lingua e Naturais.</span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">A mestra de Relixión, enviou traballo, para que lle entreguedes os alumnos desta materia no seu correo:</span></span></span></h2>
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<span style="color: magenta;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;">anamaquieira@edu.xunta.es</span></span></span></span></h2>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">RELIXIÓN</span></span></span></h2>
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<br /><iframe height="480" src="https://drive.google.com/file/d/1EVfnXHcevcyVnxXEZE_mLRWaY5bwKArT/preview" width="580"></iframe> </h2>
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<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
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<span style="color: #274e13;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">NATURAIS</span></span></span></h2>
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<span style="color: red;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
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<span style="color: red;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">LINGUA </span></span></span></h2>
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<br /><iframe height="480" src="https://drive.google.com/file/d/1i8DRGJ-R202K2L59OP-u9K88NWaGe-Rx/preview" width="580"></iframe><span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></h2>
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<span style="color: purple;"><span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;">MATES</span></span></span></h2>
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<br /><iframe height="480" src="https://drive.google.com/file/d/1rMwuq0tVDIKoFwUZazHNgOSAntDgyT1b/preview" width="580"></iframe><span style="color: #38761d;"> </span></h2>
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<span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #38761d;">QUE TEÑADES UN BO DÍA. ATA MAÑÁ.</span></span></span>
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flemingtic2http://www.blogger.com/profile/17954364146132968320noreply@blogger.com0tag:blogger.com,1999:blog-8454141928513887253.post-24155701862378126482020-05-24T08:25:00.004-07:002020-05-24T13:06:37.602-07:0025/05/2020<span style="color: purple; font-size: x-large;">☀️Feliz luns, chegamos a derradeira semana de maio.</span><br />
<span style="color: purple; font-size: x-large;">Continuamos traballando coas matemáticas,📚 lengua e <a href="http://englishfleming.blogspot.com/" target="_blank">inglés.</a>👈(clica)</span><br />
<span style="color: purple; font-size: x-large;">📘Non esquezas ler durante media hora para continuar coas tarefas propostas.📌</span><br />
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<span style="color: #cc0000; font-size: x-large;"><b><br /></b></span>
<span style="color: #cc0000; font-size: x-large;"><b>
MATEMÁTICAS</b></span><br />
<span style="color: #cc0000; font-size: x-large;"><br /></span>
<span style="color: #cc0000; font-size: x-large;"></span><iframe height="480" src="https://drive.google.com/file/d/1mo4EJFQvGWSR12fFHjV7fa2vbcPK8Vho/preview" width="640"></iframe>
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<span style="color: red; font-size: x-large;"><b>LENGUA</b></span><br />
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<iframe height="480" src="https://drive.google.com/file/d/1K8PVfUCAuYgAtVQUuKYffCKyDYvWKXrw/preview" width="640"></iframe><br />
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<span style="color: red; font-size: x-large;"><b>Mañá, máis e mellor.⏳</b></span><br />
<br />Ciclo 2http://www.blogger.com/profile/17596457557521241397noreply@blogger.com0