tag:blogger.com,1999:blog-73016724761209229192024-03-05T07:44:12.689+00:00C.E.I.P. CHANO SÁNCHEZ TUTORÍA MENCYMencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comBlogger543125tag:blogger.com,1999:blog-7301672476120922919.post-27345921345135617822015-07-07T13:51:00.001+01:002015-07-07T13:51:17.005+01:00HASTA SEPTIEMBRE<div class="separator" style="clear: both; text-align: center;">
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<br />Mencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-67223924790985331792015-07-07T13:50:00.001+01:002015-07-07T13:50:10.983+01:00<div class="separator" style="clear: both; text-align: center;">
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<br />Mencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-90998183714353582872015-07-07T13:47:00.002+01:002015-07-07T13:47:37.865+01:00<div class="separator" style="clear: both; text-align: center;">
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<br />Mencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-8209204025004376342015-07-07T13:45:00.001+01:002015-07-07T14:01:32.113+01:00<div style="text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>Terminamos el curso y nos esperan unas largas y merecidas vacaciones. Ahora toca descansar y disfrutar del verano, la playa, la familia y los amigos.</b></span></div>
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<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>Pero hay tiempo para todo y es necesario repasar un poco este verano. También pueden entrar a los recursos que se encuentran en nuestro blog:</b></span></div>
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<span style="font-weight: bold;">JUEDULAND</span>
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<a href="http://roble.pntic.mec.es/arum0010/" target="_blank"><img border="0" 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" /></a></div>
<span style="font-weight: bold;">RECURSOS PRIMARIA</span>
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<div align="center">
<a _blank="" href="http://capileiraticrecursos.wikispaces.com/RECURSOS+PARA+E.+PRIMARIA"><img border="0" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSKTbiPi1SgMr5s269NEQA4w7FxUOPBz4MKP3fB8hevOjBESt8trQ" /></a></div>
<span style="font-weight: bold;">LENGUA ANAYA</span>
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<a _blank="" href="http://www.juntadeandalucia.es/averroes/centros-tic/41009470/helvia/aula/archivos/repositorio/0/58/html/datos/01_Lengua/menu_general.html"><img border="0" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEBIUExQSFRUVExcWFxUYFxYUFhMWFxIaGBQXFBQYHSghGiYmGxQYITEhJSkrLi8uGCAzODMtNygtLisBCgoKDg0OGxAQGzAkHyQsLCwsLCwsLCwsLCwsLzQsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAKAAwAMBEQACEQEDEQH/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAgMBBAYFB//EAEMQAAEDAQQFCAgEBAUFAAAAAAEAAhEDBBIhMSJBUXGxBQYTM2FykdEXIzJCU4GhsgcUUvAVYpLBc6Kz4fEWNENUgv/EABoBAQEBAQEBAQAAAAAAAAAAAAABAgUDBAb/xAAtEQACAQIEBgMBAAEFAQAAAAAAAQIDEQQxM1EFEhMhQVIVInFhMiNCYoGhFP/aAAwDAQACEQMRAD8A+4oDDkDV0cZ+J4my0xtrtG6WuXQ4a2qr7+Dk8WtKkreGc1zn6GpZ21rO2kKQrFmjTNN4IbkXEm8NeQ1L68I5Rm4yff8A8OfjeSdJThGyucqV0/8Ao5XZNo9Xk7kbpWB3TU2EzoumQA+7K+eeI5XblZ9NOgpq6aNinzaJj11HEDXkTmM9QHBYeKt4Z6PCd7XRqW7kg0w09JTcHXpu6gBIw7cfBbhXU/B5zw/J5NmlzevNBFeliAcQRE3cDj/OPArLxP8AxPRYRvyQq8gQ1p6anpOY2DgRfddxzyRYj/iJYRxV2x/ATAIq08SM9UkDS2ZzGwI8StjCwv8ATzLZZ+jeWyDEYjtE/wB17wlzRufPOPLJopWzHYIOwQdgg7BB2Cn4Vfw9ilyNoU3PLg0tJccCW6JLSBrjCR2hfO8RK9kfWsP2vcmzkOASZIDWmGkG9reWk9haB2nsWXiJGlhlbMhaORopuc0k3IxyDhGJDcxOMf4btq1CvJySM1MOlG9ztfwq/wC1rf45/wBNi5nEr9SN9js8H7U5fp2wXNOsZQoQGCo8gc5z2st+jT0i0tqtcCIkOAMZrzq414Vc9r+Cf/EsX9HJq3fscvbbLUtJpsq1nXbwwa1rRLjF4gZnPxXz4XjrVS3Iu/6XE8DVSn3qPt+Hoj8NaXx6vgzyX6BcUqbHGfB4N95MejSj8ar4M8lXxOb/ANqHw8PZg/hnR+NV/pZ5KLic/VD4an7MyPw0o/Gq+DPJX5Sayih8NT8yY9GtH41XwZ5KfJz2J8LT9mY9GlL41XwZ5IuKT2Q+Gp+zHozo/Gq+DPJX5Sfqi/DU/ZmfRrS+PV8GeSfKT9UPhqfszHo0pfHq+DfJPlJeqHw1P2Y9GlL49Xwb5J8pL1Q+Gp+zHo0pfHq+DfJPlJeqHw1P2Y9GlL49Xwb5J8pL1Q+Gp+zHo0pfHq+DfJPlJeqHw1P2ZkfhrS+PV8G+SfKT9UPhqfsyY/Dpn/sVscD7OP7hZ+SfqirhEfZmB+HFPCLRWwy9nCDIj5p8jL1Q+Hh7Myfw6Zn+Yrzt0Z/cE+KfIy9UPh4ezPc5schtslN9Nr3PBfekxOLWiMNy+WvXdVpvY+3B4ZYdNLyz2gF859dzKAIAVGDxOdXUt744Fc3immv0+3AajOZsnWU++37lxcPrROlV02d+F+sRwPJJUGtyhajSpueGOeWgaDRLjjGA+f0QHnjnANH1Fp0nBsdE7MmJOwduSAwOcILXEULTIY50Gk4ExGiO0z9CgKaXOaZmzWoQ29HRuxhoMCQMcSPl2hAXM5wAgeotElpMdG6AQ0mCYwygYYygDOcIP/gtI30zldDp+sbwUBH/AKj0mj8vaoc29PROw7CNR39nyA9Lk+2dKwPDXsBnB7Sx2G0FAbSAIAgCAIAgCAqZm7eOAVIsy1QoQBACoweJzq6lvfHArm8U01+n24DUZzNk6yn32/cuLh9aJ0qumzvwv1iOB5JKgi8wpJ2QWZU2u3U5uU4EZbVY/ZdjMpKOZnpm53hr1jVnwV5WOeO5IVBMSJGqcQp3LdbmbwmMP3/yncXRG+JiRMTEiYmJhPsDJcBrGOCWZOZIk0pYKSZJDQQBAEAQBAEBUzN28cAqRZlqhQgCAFRg8TnV1Le+OBXN4ppr9PtwGozmbJ1lPvt+5cXD60TpVdNnfhfrEcDySVBCq0EEHKPosyXYJ9zSPJ1AgAtaQGwNejM7VqD5V2M1Ipv7GGcn0Ggw1gkEHHVEEZ7JWnORhU4eCyrYKTzpNa49uer/AG8AinNZMrpweaIt5MowYpsxEHtH7C11Km5npU9g7k6lHsNgCOwAEniT4p1J7jpU9iH8FofDb5btiOpJrMKjTTyNqz2dlPBoDZM7zEcAsXbNpJF4UNmUAQBAEAQBAVMzdvHAKkWZaoUIAgBUYPE51dS3vjgVzeKaa/T7cBqM5mydZT77fuXFw+tE6VXTZ34X6xHA8klQQqsBBByIhZmk4tMqbT7Gi7kqiQAWiA26MT7MytUZOnFch51Yxm/t3FPkyi2YGYIzOREGF6SqyZiNGCLH8n03OvFsnbjsjgoqksjXSiVHkajhonDtP71lXrSJ0YExyXSmQ0ZEZn3s/wCydWQVKBWeSKOAuxGMSdUdqdaRHRgSdyPRObfqfNOtIdGJvArz7s9OyJShrMygCAIAgCAqZm7eOAVIsy1QoQBACoweJzq6lvfHArm8U01+n24DUZzNk6yn32/cuLh9aJ0qumzvwv1iOB5JKgrqsDgQciIWZpNWZVKz7Gj/AAilAEOgNuiHEYTOpbpPpxtExViqj+wZyTTAI0iCCMXE4OEOzWnVkzzVGKLKnJtNzi4gyYBN4iYmOJ8UVRrIrpRDOTWAEC/j/MTlMa+1XqyJ0Ylf8Ip5aeX63TxTqyHRiWHk1hIOlgCBpHI5qdSQ6MQOS6cRpxIPtO1CBrV6ki9GJA8i04jT1H23astadWTIqMVkblns4YIExniSc+0rDdz0jGxaoaCAIAgCAqZm7eOAVIsy1QoQBACoweJzq6lvfHArm8U01+n24DUZzNk6yn32/cuLh9aJ0qumzvwv1iOB5JKgrqskEbRCzNXViptM0TySyAJfg27IcQSJnGN6tJdNdjyqwVR9wOR2QReqEFrhi8nBwxjYvV1XsZVFbllXk9riTLwTEkOLZgYDBZU3sV01uYZyc0Gb9XDVfcR4K9R7DpLcw3kxobdDqkTPtu16pnLsTqPYnSW5mnya0Om/V1YF7iMOxHNvwaVNJ3ubwWD0MoAgCAIAgCAICpmbt44BUizLVChAEAKjB4nOrqW98cCubxTTX6fbgNRnM2TrKffb9y4uH1onSq6bO/C/WI4HkkqCus2QRlIiRmszV4sqdmaH8MEAdJVwbd9rMTmfFapSdOK7X/Tzqx6jzt+GWclge/UOeZmJ1r0dX+HmqNvJKryfeM9JUBI1OjVGUKKp/DTpf0lUsMuDukeIMxIj94p1FsHTu73BsOJPSVMiInATrATqLYdPzcts1nuTpPdP6jMZ5eKjafg2oteTZWTQQBAEAQBAEAQFTM3bxwCpFmWqFCAIAVGDxOdXUt744Fc3immv0+3AajOZsnWU++37lxcPrROlV02d+F+sRwPJJUFdZkgiSJESMwszjeNixdmaJ5NMAdNWBDbsgjHHMyDjitUX04pWv+nnWj1Ht+BvJhiOmrHPW3CdwW+p/DCpPcuNlMk9I8TOGj+mNmqJ3qKX8NdP+lf5AwQa1Uy0j3QRliIGfmtc62IqTtmZ/JOkeuqQAP045yThrkeCnOtidOW5fZaBbm9z+9GGGqAo5X8G4xa8l8rJsygCAIAgCAIAgKmZu3jgFSLMtUKEAQAqMHic6upb3xwK5vFNNfp9uA1GczZOsp99v3Li4fWidKrps78L9YjgeSSoK6rZBAMSCJ2dqzPIqzNE2B8AdM8ENgmBjnjjvWqT5V3POquZ9gywv11nHA6gImcfr9F6Oa2MKlPcudZ3XiRUIkjCJyzjfCzdGuSW5WLHUkeudAAEQMY2n5K3WxOnLcy+zVIdFUyTIN0G72QnNHYOnLcg2xVJE1nEAgxABOORI3fVVzi12RFTknds9FeZ7AIDKAIAgCAIAgKmZu3jgFSLMtUKEAQAqMHic6upb3xwK5vFNNfp9uA1GczZOsp99v3Li4fWidKrps78L9YjgeSSoK6oJBAMGM9naszTaaRVmaP5StAiuZuwTcBkzN6JWqTUIpS7nnVTm/r2Iix1oI6fGDBDBIJ15r054bHnyVNy6rQqGYq3ZBybJBLYBGOo4qc0djThJrMoFhrwR+Y1RPRiRnjn2/Ra547GOlP2Nmz0agOlUvCMrsY4YyCsOUWbjFrM21m56BCmQgCAIAgCAIAgKmZu3jgFSLMtUKEAQAqMHic6upb3xwK5vFNNfp9uA1GczZOsp99v3Li4fWidKrps78L9YjgeSSoK6oJBgwYwOwrM1zJxRV2d2aBs1aBFUA3YOhILpzz2LVO0IpSMVfu/qZbZq8EGsMjBDIMnKZOMYr05obHmoz3LXUat4kVAMMBdkA4Y9uR8VOaOxeWW5ULPX11Wf0RP1wVvEcsjNahXM3arRlGhO/X+5UTh5RGqnhg0a+PrafZoHDHH3tit4bDlqeWXWOlUbN94dlENiNsmcdSy2vBuMX5NoLJsygCAIAgCAICpmbt44BUizLVChAEAKjB4nOrqW98cCubxTTX6fbgNRnM2TrKffb9y4uH1onSq6bO/C/WI4HkkqCFUGDGcYb9SzNNqyKs+5oGjaIEPpzdg6JgunMfJao2irTPOteT+nYzTpWiDL2ZGIBzIwncV6NxPNRqbmXUa0CHsm8c2zLdQ7FE4+TTjU3MOpV5MPpxq0SSMB/dW8NjPLU3RO5X/AFU8jqOcCPrKfTYtp7oj0don2qX9J80+mwtPdGBStEnTpRhAuu7Zn6JeGxOWrujasjXhvrC1x2gRq2b5WZW8HpBSS+xesmwgCAIAgCAqZm7eOAVIsy1QoQBACoweJzq6lvfHArm8U01+n24DUZzNk6yn32/cuLh9aJ0qumzvwv1iOB5JKghVmDETGG9ZndxaWZVa/fI0HC0QINKbuMzF6cxHYtUf8V1MzzqqV/8ATDBaIxNLI5XsyNHMZSvRun4MJVPNi14qxo3Jl2cwf0zAUXL5K+bxYiTaJw6G7OHtTdnOZjJX6f0n+p/CNR1pu4dCTGUPEmN+CLk/pW6iXaxs2Yvxv3M8Ls5QJme2ViTV+xuHM13NhQ0EAQBAEAQBAEBUzN28cAqRZlqhQgCAFRg8TnV1Le+OBXN4ppr9PtwGozmbJ1lPvt+5cXD60TpVdNnfhfrEcDySVBXVmDGcYb1mV7O2ZVa/fI0S60QMKc3cRJGlOrshapf4rnz8nlUU+b6ZBjrRBltMGHRBJkxo7sYW2oeDK6vktJq4YN9oz3Zw+kqWj5K3MqfUtGMMp9hvH6rVqZL1NhWqWgCQymf5ZI1nGd0YIlTDdREqDq8i82nGsgmfkNaS5PBYubfc315nqZQBAEAQBAEAQFTM3bxwCpFmWqFCAIAVGDxOdXUt744Fc3immv0+3AajOZsnWU++37lxcPrROlV02d+F+sRwPJJUFdaYMZxhvWZ3t2zCz75GiatoAHq2E3cReiHTlMHCFqlZx++ZmrdP6ZCnWtBzpsGB96ZMaI7N/BbageadTyiyo+qAYY0mXQL12RGjjjEqWibbl4IPrWgF0U2Ee6b8E7xC0lAw3U2MWetXLtOk0NJzD5gdojFGoeBGVS/dHorzPawU7AJYBUGUAQBAEAQFTM3bxwCpFmWqFCAIAVHkDxOdXUt744Fc7immv0+3AajOZsnWU++37lxKHarE6VXTZ9AC/WI4HkyqCusSAYEmMBtKzO6V1mVK7s8jRNprQPVAktki8BDpy4LVFKSvLszzqtxdoGadprEY0owPvAyY0QF6OMdzzU5vOJYatSPYAN4jOdHUVFGJtuVuyKmWqtGNH/OPJVxjuZU5+paa9S9HRYYY3hjjGUbIPzU5Y7l557EfzNWHeqxBwF8aQ25YJZbk5p7GPzVb4P8AnHknLHcnPPYnZ61UnSphvbevajlh2BRpLI1FyeZuLJ6oygCAIAgCAqZm7eOAVIsy1QoQBAFHkDxOdXUt744Fc7immv0+3AajOasg9Yzvt+5cSjqxOlV/wZ34X6w4BlUEKpMGM4w36libaV0FmaBtFcAHomklsnSiHTlwW6dpK8uxmr9H9e5mnaaxBmkBgfeBk+6PngvRxjueSqTecSb6tUDBjSbxkF12RqjP9hTljubcmvBg16s9WIifaxnDDLBLLcnPL1Kzaq/wG9vrBswxjDFXljuTnl6lv5irI9UInE38hOeWzH5qWW45pepXTtdc50Y/+xgI3K8sdxzy9T0AvO1j1zMoUygCAIAgCAqZm7eOAVIsy1QoQBACgPD51j1Iz9v55HJc3ibtT77n2YFPndjgubdhq0bSWmrUqUZp3ekguvmoS66RjEQMcyVzuem+Vpdz7pRlyu7Pq18bQv0Kkcaxm+NoVuiWZi+NoUuhZi8NoV5kLC+NoS6LZi8NoUuiWYvjaEui2YvjaEuhZi8No8UuhZi+NoVuiWF8bQpdFszN8bQrdCzF8bQl0SzF8bQl0LMXxtCXQsxfG0JdCzF8bQlxYhSOLt4+0LRC1QoQH//Z" /></a></div>
<span style="font-weight: bold;">MATEMÁTICAS ANAYA</span>
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<a href="http://www.juntadeandalucia.es/averroes/centros-tic/41009470/helvia/aula/archivos/repositorio/0/58/html/datos/03_Mates/menu_general.html"><img border="0" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ6H7Hw2UoLXPr_d_4ZvA8yEz3o-6Cpp_NhOtpikBmAWdomh2YaIg" /></a></div>
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<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>Sigue estas recomendaciones para obtener mejores resultados de tu trabajo: </b></span></div>
<div style="text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>• Programa bien tu tiempo y procura hacer todos los días algunas actividades de Matemáticas y de Lengua. Que no te falten diariamente un par de problemas y una lectura. </b></span><br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>• Trata de hacer siempre las actividades a la misma hora y en el mismo lugar. </b></span></div>
<div style="text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>• No busques únicamente las actividades que más te gusten, ni las más fáciles, en la variedad está el gusto y también la elección adecuada.</b></span></div>
<div style="text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>• Recuerda que tú eres el primer responsable de tu aprendizaje, no te engañes a ti mismo.</b></span></div>
Mencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-74905010188196060102015-06-02T12:34:00.001+01:002015-06-02T12:34:48.656+01:00ACTIVIDADESLENGUA. Realizar ejercicio 6 de la página 238 y ejercicio 8 de la página 239.<br />
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MATEMÁTICAS. Página 160, ejercicio 2. Página 162, ejercicio 14.<br />
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<img alt="Resultado de imagen de imagenes de sumas de unidades de tiempo" src="http://t3.gstatic.com/images?q=tbn:ANd9GcR87kHPAyuqB0NWPr-8Ic2WFt5UVOztmRsOyl_4-ND14WptELKn" height="239" width="320" /></div>
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<span style="color: red;">RECORDATORIO </span></div>
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Traer esterilla de deporte para realizar yoga en E.F.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7301672476120922919.post-15942366333855678552015-06-01T11:51:00.000+01:002015-06-01T11:51:43.603+01:00ACTIVIDADESLENGUA. Página 238 ejercicios del 1 al 5.<br />
MATEMÁTICAS. Página 160, realizar ejercicios: 1, 3, 4 y 5.<br />
SOCIALES. Realizar ejercicio 2 de la página 120.<br />
<br />
<img alt="Resultado de imagen de imagenes sistema sexagesimal" src="http://t3.gstatic.com/images?q=tbn:ANd9GcS9qZzfFTU4iFzRpjsUc3aKwab0lhGT3zEl0bg8PkZKE7PNudciWQ" />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-18106548912125590382015-05-31T17:20:00.001+01:002015-05-31T17:20:07.800+01:00<table bgcolor="#ffffff" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td><a href="http://www.smilebox.com/play/4e4449324d5459344d44493d0d0a&blogview=true&campaign=blog_playback_link&partner=commissionjunction" target="_blank"><img alt="Click to play this Smilebox slideshow" src="http://www.smilebox.com/snap/4e4449324d5459344d44493d0d0a.jpg" height="330" style="border: medium none;" width="420" /></a></td></tr>
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<tr><td align="center"><br /></td></tr>
</tbody></table>
CONCHIhttp://www.blogger.com/profile/01585453171825101129noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-83618700378798399592015-05-22T12:25:00.000+01:002015-05-22T12:25:08.102+01:00ACTIVIDADESLENGUA. Traer una noticia del fin de semana bien estructurada.<br />
MATEMÁTICAS. Repasar para el control sorpresa.<br />
NATURALES. Terminar trabajo de los Ecosistemas para exponer el próximo martes.<br />
<br />
<span style="color: red;">IMPORTANTE: Se recuerda que la fecha de entrega del trabajo de E.F. de este trimestre es el martes 26-05-15</span><br />
<span style="color: red;"><br /></span>
<div style="text-align: center;">
<img alt="Resultado de imagen de imágenes de la lucha canaria" height="283" src="http://t1.gstatic.com/images?q=tbn:ANd9GcRfV6sQdeyWxPotmQVZ9pOooPO1EpXkPq3-FYFtJCgfGBfcmQ2Thg" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-29329784520825777402015-05-21T11:36:00.001+01:002015-05-21T11:36:21.928+01:00ACTIVIDADESLENGUA. Analizar la frase copiada de la pizarra y realizar ejercicio 3 de la página 214.<br />
MATEMÁTICAS. Ejercicio de la pizarra y ejercicios 10 y 11 de la página 185.<br />
NATURALES. Elaborar trabajo que se expondrá en clase a partir del próximo martes del Tema 5.<br />
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<img alt="Resultado de imagen de imagenes de los ecosistemas" height="300" 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" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-28070735742245884182015-05-19T13:58:00.000+01:002015-05-19T13:58:09.331+01:00ACTIVIDADESLENGUA. Realizar análisis de las frases de la pizarra.<br />
MATEMÁTICAS. Ejercicios 15 y 19 de la página 178. Ejercicio 20 de la página 179.<br />
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<img align="middle" alt="Resultado de imagen de imagenes de la circunferencia y sus partes" border="0" class="iuth" data-deferred="1" height="201" name="imgthumb5" src="data:image/jpeg;base64,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" style="margin: 0px -46px 0px -42px;" title="http://agrega.juntadeandalucia.es/repositorio/04022011/a1/es-an_2011020413_9131355/ODE-f48e16e8-50bd-3dc8-a85a-68e0a0793a8f/3_circunferencia_definicin_y_elementos.html" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-59884300912067022572015-05-18T13:29:00.001+01:002015-05-18T13:29:14.483+01:00ACTIVIDADESLENGUA. Realizar análisis de las oraciones escritas en la pizarra.<br />
MATEMÁTICAS. Resolver operaciones copiadas de la pizarra.<br />
NATURALES. Empezar a repasar el nuevo tema.<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen de imágenes los ecosistemas" class="rg_i" data-sz="f" height="425" name="oOoL7KiJzHHO_M:" src="http://t3.gstatic.com/images?q=tbn:ANd9GcRPDpKtCZXgIpRXHTjBH5fn_O35FbTLahejbIiDEu107XeRWjzH" style="margin-left: -8px; margin-right: -8px; margin-top: 0px;" width="640" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-8504717366642707302015-05-15T09:19:00.000+01:002015-05-15T09:21:22.969+01:00ACTIVIDADES<a href="https://www.blogger.com/blogger.g?blogID=7301672476120922919" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de poemas sobre la familia para niños" border="0" height="640" 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" style="cursor: move;" width="459" /></a>LENGUA. Realizar las siguientes actividades:<br />
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Página 221 el ejercicio 14<br />
Página 222 el ejercicio 17<br />
Página 223 los ejercicios 21 y 22<br />
Traer elaborada una noticia del fin de semana.<br />
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<span style="color: cyan; font-family: Courier New, Courier, monospace; font-size: large;">FELIZ DÍA DE LA FAMILIA</span></div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-67520860559405528942015-05-13T10:39:00.000+01:002015-05-13T10:39:14.172+01:00ACTIDADESLENGUA. Ejercicios del 3 al 7 de la página 219.<br />
MATEMÁTICAS. Resuelve de la pizarra.<br />
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<span style="color: red;">IMPORTANTE</span>: Control sorpresa de seguimiento del alumno. Operaciones y problemas.<br />
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<img alt="Resultado de imagen de imagenes de operaciones matematicas" height="333" 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zD5ZX4ZSxwcNrSCO5Uotxe0XZRUo6ZfYJQ5ocNjgCO8XWxGW1sx2tPRkXo4VPlMZVCifNQyvjnp/nBq2Iexo+cY5jgQ7o9IZbWjigOc6M8sdYYw6opo6hl7F0J5uRttt2G4cd+VtqljROUeqK2QTya4T6JPTLU7lVw+phcznHQSmwLKhpjIF8+lmzZ1qrkKXQ0l3LdDi5Jt9j2OQOALSHA7CCCD2ELJ1rszWTT7o+kAQ6S+jEV5r+i0nvNh7yrOItz37FXKeoa9y3LSM4IDTxap5uJ7httYdpyHtUV0+iDZJVHqmkUdouQFko1mWfCqUONzsbbLid3sWhTDfcz7p67E6rZVCAICvYzCA53Bwv7bqlfHTLdMtoisDj1p2dRue4FV6FuxFnIeq2XVaplntkBSuU6ptFFHvc8u7mNt7XjwVTKfypFnFXzNld0fdeI9Tj7AVns0I8Ekh0LjBecIl1oYz9UA9oy9y2KZbgmZNq1No3FIRhAEBXdLj+7H2v6VSzPQuYfLK4qJeLfo1PrQ29Ekd20e1aWLLdZm5MdWEsrJXPCEB+aNJMH/4XistOBaCo6cHABxOq0djtZnc1XMK7onp8Mz/ABLH82rqXKM1TTMkFnta77QB/wDC2Z1wn9SPnq7rK3uL0V/FYX0QbLSSSRdLpta52r1Ei+YytY33LIzcOEF1Jdjd8Nz7LJOMn35Oy4dWCaKOVuyRjXj7wBsvmJx6ZNH1sZdS2bC8noUOmlFRT8zUzCN8gaQSHFrRc21yPJvfK/Dcr2HHs2UMyXdIv1HWRzMEkT2SMd5LmODmnsIyKulMzoCE0rdaJo4vHqBVXLfyFnEXzlXYbEdqzlyaD4Lngw6BPFx9gWpR9Jl3fUSCnIggCAgNJZMwBm4iwAzOZ4Knkv0Rbxl6szaP4YYgXv8ALdu9EcO0r1jUuC2+TzkXKb0uCZVorBAcr5QK7nKstByiaGfePSd7QPurOyZbnr2L+PHUN+4wOLViB9Ik+4exVWWo8Egh0WXNguGjZ+Yb2u/mK1MZ/wDGjMyP+xkorBAEAQFX0sf02Dg0nxP9ln5nKRew12bIJVC4WDRKTORvU0+0H2hXcN8opZi4ZZVeKQQHOOXLRj5XQmeMfPUl5G22mPLnW9wAd9zrQHK8Fr+fha/zhk/7Q+O3vX0GLb5kE/U+UzaPJtaXD7oy4jS87E9npDLqO0HxAXu+vzIOJHi2uq1SJzknxHnKMxO8qB5bY7dV3Sb6y4fdXxeXDU9+59/iz3DXsWHSXG2UdO6Z+ZGTG3trvPktHtJ3AFQ1VuyWkT22KEdnK8KoHTvfVVQ13ykkBwuLHfY7rZAbgvqcLDj09Ul29EfH+JeIPq6K339X/wCCSo6SWmfzlDUS0z9pDXEsd9phyI7bjqU1vh8Zd4diCjxace1i2XLB+V6qp+jiNNzrB/n0+Rtxcw5Htu3sWdZjWV8o16cuq36WXGbS6jxCFppZ2PcHAlh6LxkRmx1jbrGSzstNwNLFepmks40S2aNz6zCN4/8AB9g8Vo40tx0Z2THUtkyrRWCAIDG2FoJcALnabZnvXOlb2d2+DIunAgNPF69tPC+V2xguBxOxre8kDvXmclFbZ6jFyejjLA6WTM3c9xLj1k3cfaVkN7ezVS12RbGMAAA2AWHcvJ7KJyt10kcMDYnvY58hzY4tJAba1x1uCuYcU29lTLk0lorhw2o3V1SPvv8A1rc+Ahr/ANFbUvc+2QVzRZuJVQHASTD2SJ8Drh/4OODfqek4luxSr/jVA/rT4KXuc8sCfFRsxOoPbNP7yVz4Ofuc8tn0MRxkbMQlPbLJ7wvPwdg6Ga9ZiWLWL31jnarSSS++Qud7e1RzwpPvJHpOcV2Z1DRuodJSU73nWc+KNzid5LQSfFYVqSm0jSqbcE2WbR2XVkP2D7Wr3jS1JkWTHcUXBahmhAePaCCCLg5EHeDuQH5hxvCjhWKS0pyhlOvCfqPJMe/cdZhO8turmFd0T0+GZ/iOP5tW1yiSW4fMmtolVClxN7XENjqIy65yAc277k7vJf8AiXzPitDUnr+T7HwbI661t/hmriVYcTqeddf5LCS2FpFtc73EdZFz1WHFS+G4XrLj/ZB4r4h0/LHl/wCCTX0J8q3sLjaXdhJvggq/SMawjp2mWRx1W2BIucgABm833BZ9+co/LDu/8GvjeFyl81vZf5LbopyOzSg1WIExm2uyBlg8kZjXc3yNnktzz2grHtlJptcn0FUYppehd2NAAA2AWG0+srF3s2eCTwKs5uQX2OyPep8ezpmQZFfVEua1DMCAIAgCAIDmmn+O87JzEZuyM9Mjzn7LdjdnaTwVDJt6n0ou49evmZH4FR2HOHa7yezj3/72qoy4kSy4dOccqXTqqGPrc49hcz9BWl4eu/8AVFLK+pI8X0xGEATYCDYQGviP7mT7D/5So7PpZyXDLzoef+Rpf9GP+UL5C7/sZep/60WPCz0z9k+0LlPJ5v8ApLytcywgCA5H/wD0BgXPQRzsHTgDjlvjuNfwyd3FROzpml7kka+qDfsc/wAEr+eha7zh0X/aG/v296+kxbfMr37HyGdj+Ta0uHwYscwoVHN521XZn6h8q3XkFzKx/N6T3hZnkdW/Vf5JGGIMaGtFmgWAG4KxGKilGJTsnKcnKXLNHFMZigycdZ25jdvfwVe7KhV25ZbxsGy7vwvcwaPaO1+NPtE3m6cHpSOuIxnmL7ZX9Q6r22rJuyZ288G/j4ddC7Lb9zu+g/J7SYY28TecmIs6d4GseIaNkbeod5KrlotpQFJxij5qUjzTm3sO7u2LJvr6JmpRZ1xNJRExZcAxfWAjkPS80nf1HrV/Hv38sjPyKNfNEn1cKoQBAEBSdMNLgwOhp3Xebh7xsZxa073de7t2VL79fLEs007e5FOwrDdc6zvIH5v7Kg2X0ixLh6CArWk+EUM0rH1coZIG2YDMIjq3JuATnmTmp6rLYr5EQWwrb3JmPCdDMMlkANSdXaT8rHgM+Kt1XXylqXBXthXGO4vuWNvJlhJ2TSnsqv7q31S9yrtmZvJPhh2PnPZUOTql7jbPsckGHHY6p/juTrl7jbNbE+SjD4onPBqrgZfPv2nIe1R23ShFvZ7ri5ySK07k8pTtNR/Fd8FQ+NtL3w0PcseH0bYYmRMvqxtDW3NzYbLlVpScntk8YqK0iXwZl5D9k+1qkp+oiv8ApRdlrGWEBHY5jkFHEZamVsTBvdtJ9FrRm53UASgOG6ZafVGKnmqNhgphrAyu8uQHIjLyR1C54kXspasSVzTS49Svfmwx09v+hD4VhbKdtmXJNtYnfbq2BbdGPGldj5vKy5ZEu/C4N5WCoQelVXNHGDGbNOT3Dygd2e4HiqGdZZGK6eDW8MqpnJ9a7rgm9CuTpl46itIkB1XiJpuHA2PTeD0rjcMus7F83ZlalpH1leLuO2foijhYxjWxNa1jQAxrQA0NtkGgZAK0ntFQzLoCA0MYw8TMt5wzaevh2FQ3VKcfyS02dEvwUt7SCQRYjIg7llNNdmaqe1tHiAlqHH5GCzumOs2Pjv71ZryZRWn3K1mNGXddiUZpJFva8dwPvVhZcCv8LM1K3SggfNRFx+s4NXiWWv2o9xxH+5lWxTEa2ou1xEbDta0gAjgSMyq8r5S5ZPGiMeEadHgrW5vOseGwf3UOybpJUBDoQBAcw5Z4ulSvIy+cae4sPvKv4T5RSy13TIc6KQbjJ4j4LeWJBlfy0eHRKH0pPFv6U+Dh7jy0fP7Iw+nJ4t/SufBx9x5aPtmizG+TLKOwge5Pgo+48tGUYCd1RUD7658FH3ChoxVtPLTN55lRO4xua7VL3WIDhcHNQ3YcYwbR17j3TOzMeHAOGwgEdhzC+ba09GontbJvRWO8jjwb7SPgrOJHbZVy3qKLUStEzzmemnK3DA4wUDRVVGYuLmKM8S4fvLcGm3Fw2L1GLm9RR5nOMF1Sekcuqaaarl5/EJXTSbmX6DB6LWjIDLYLDtWnRgJd7P7GJk+KN/LV/ckGiwsMgNgC0kklpGNKTk9s+ZZQxpc42a0XJ6guSkopyfoeq4OclFcsidHsXM5lvlZwLRwYRa3q/MqmJkO1yT/oaGfiKmMWv4f8krUQte1zHC7XCxVqcFOLi/UoVWSrmpR5RvcneMGN7qCc9Jl3U7j5zMyWd20feG5fI5+K65M+68Oy42wT/wDv4O16NVmvHqHymZfd3fDuTFs6oaO5NfTLfuTCslcIAgInGcIEvSbYPHg7qPX1qvfR1ra5J6b3B9+CpzRFhLXAgjaCs1xcezNKMlJbR8Lh09XAV3ENNKSJ5jD3SyDayFrpDfhcdG/VdTxom1t9v5IZXwT0u5pt5QacH56KqgHpSxED8pJ9S9fDt/S0/wCpz4hL6k1/QtFJUslYHxua9js2uabgqBxcXpk0ZKS2jKuHQgMkELnnVaCSdw/3kuxi5PSOSkorbKhy74LzNDTyE3fz+qbbAHRvNh+BadFPlr8szLrvMf4KJT6TQardYuvqi/RO22a2Y5cNdx1oy/tPT+k78JXfi6x1oftNT+kfwuXfi6x1o9/aan9M/hd8E+LrHWh+0tP6Z/C74J8VWOtGCvx6nkjezXPSa4Dov2kZbuK8WZFcotHHNNHTNCavnaCmdt+bDT2x3jP8q+YvWrGaFD3Wi/6JRZSO4kDwBPvCs4a7NlXMfdI5hyyzYwS4PYW4fnrGlJcXM38+SA4ZbrBmYGdrq8tb7lN712KdgMlPqWp7fWB8v728+xbmK6en/j/9nzWdHI6v+Xj8cEoVbM4IDVo8PNfUiAfuIrOqXDK582IHiSPUeCwvFcxRXRH0Pp/BcDf/ACS9f9HumFEKXEo5GgNjqWauWQDm2aQBu2RnvKq+FXvrSf8AH9y54xj9VT1/K/obK+nPjCMxujc4NliJbNCdeMjblnb1Zf3VLNx1bDfqjT8Ny/Js0+H/AIZ0zQLSkVEbKhuTh0ZmDc7zgOo+UO7rXyT3RZ+D7XtdX+TqMUgcA4G4IuD1FaKaa2jPa12Z9rpwIAgNatoWSiz234HeOwrxOuM+T3CyUHtEBV6NvGcbg4cDkfHYfUqU8R/tZbhlriRz3SR8k9SaBhdGGND6x7SNYNd5EDSNjnDMnge0KCx/Dw65Lb9F/wCSxBfET6I8erJPDcOip2BkLGxtG5otfrJ2uPWVi23Tse5vZr11QrWoo2XtBFiLg7Qcwe0LxFtPse2k13K7S07aKsjbENWCr1muYPJjmY3Wa9o80OaCCBwC2Me531tS+qP+TJvqVFiceJF0goJH+Sxx67WHiclJGqcuERythHlktR6Nk5yusODcz4nYrMMN/uZWnl/aiepKRkYsxoHHie071chXGC0ipOcpvbMGMYNBVsEdTEyVgcHBrxcBwBAd22cR3r2eSGPJ5hn0Gn/AgPDyc4X9Cg/D/dAfP/pvhf0KHwPxQELpDoThkYDGUcIccyelkPHefYVVybnBaXJZxqlN7fBBHQyg+ix/m+Kp/EWe5c8iv2Pk6FUH0aPxf+pPiLPceRX7Eth2Hx07BHCwMYCSGgkgEm52kqOUnJ7ZJGKitIvej0GrA3613eOz1WWljR1WjMyJbsZJqwQlE0t5LKKsJkjaaao2iWHo3PF7NjtuZFieK6m09o40mtM5njmjeIYdc1MfyiAX/wCYgBdqjjIy125bTs6yr9OfKPafdGVk+Fwl3r7P29CKfXGUMZS/OyzuDIWjbrHaSN1r3N9m9Wr8uKr3B92Ucbw+bu1Yuy5Or0OiDcNpomMOsTnO/wBOY5uf2bh1NC+XzIttSPscOS7xKryl4aZqJz2+XARK09TfL/KSfuhR4tnTYvyS5UOqH8FbpJxJG1484A+IzC+2qn1wUj88vr8uyUfYzKQhI2hrzh1WJhf5POQ2cDzTueB1Ek/iG9fP+J4a5j6n1Xg+dtdMuV/o7no5iwbZjiCx2bHbhfMZ+iVj49vS+iRt5FPUuuJbFoFEIAgCAIDgmiFXzldinOfvTUuLr7dUPkaB2N2dWSxPGE9Rfp3Njwpr5l69i3LFNkLgIeuk1sRwyFvlmoMvYyJji7xBPgVteEQe5S/oZHis1qMTsgW4Yp6gCAIAgCA162qbEwvdu3cTuAXic1CO2eoRcnpFHqZzI4udtJ/2OxZE5OT2zWhBQWkYlw9GKqnEbS47vWdwQGTBiZ+bttebG26x6R9RK9Qj1SUTxKfTFyZ0SNgAAGwCw7AthLXYyH37n0ugIAgIOm0Ro46r5XHTxsns5pe0W8rynao6OscxrWvYnPNASlfSiWNzDv2HgdxXiyHVHR6hLpeyhzw+Ux44tcD4ELI04y16o1+0o79zk2F0xgdNTOOcEhDb72O6THd4N+9fYeG3KdWj4jxnHcLtr1N+60doyOiXsYKyFkjHMeRZwttGXAjrBUVqhZFxbRNTKyqanFcG/wAmuPFpdQTuBdHfmHXvrs2lg7BmOq43L5LNx+ltr+p9zhZPXFL3OxYHjNrRynqa4+w/FeKMj9sj3kY/7oljBV4pHqAIAgOVcoHJ7P8AKf8AiOFlonP7+F2TZssyL5XNhdpte1wQdsdtULYOE12JKrZVy6o8lai05ZGebroZqSUbQ9jyD1jLW9XeVh2+FWJ/8b3/AINmrxOtr51o2pNNKY5U/OVMh8mKGORzj+XL/eSir8Mvk/mWvyS2eI0xXZ7LLyaaJVAqJMRxBoZO9upBDt5iLr4OPDdd183WH0FFMaoKETCuulbNykdLUpEEAQBAEB8SyBoJcbAZkncuNpLbOpN9kU3GMRMzssmDyR/UetZd1vmP8GnTV0LvyR6hJgSgKzitdzjrDyW7Ov6y6jy2X7QDDtWFsjhtB1ewkkn2DxV3Gr/cylk2b+RFtV0qBAEAQBAEBXdJsP8A81o6n+53u8FSyqv3r+pcxbdfIzmukWg8FZNz0j5WO1Q0iMtAdq3sTdpzsbdwUNWTKuPSiazHjOW2asXJpQjaJX/ak/SAuvLsZxYtZtxaAYe3/wBvftfKfVrLy8mz3PSxq/YkaPRmkicHR08TXNN2uAzB4gnMLxK6cuzZ7VMF3SJVREpM4TjZjs193M3He34jqVqnJcflkVLcbq7xJXSDFeaoaioiIJiglkYdvSZG5zfWBkVoxkpLaKDTT0zhuA6e49Vtc6CWJwYQDrMgbmRfK4F1BdlV0tKb1smqxrLU3BcEgdKdJB5sR7qX9SjXiGO/3f7JXgZC/b/oftlpGNsUR+7D7nrvx+P93+zz8Df9v+jHLpvj5Fn0sLxwMLXex69LMof7keXiXL9rMbOUHHI/Jooh9mnf/S5elk0v9yOPGu+1g8qmODbRs/8AjVH6168+r0kv7o8+RYuYv+x4eV/GRtpIu+nqR/3F3za/uX90c8qfs/7GN3LVio201MO2GoH/AHV664vhnl1y9jrHJdpRLiVF8onbG1/OPYRGHBtm2tk5xN8+K9HktyAxTztY0ucbAbyvMpKK2zsYuT0ipYvixmNhkwbBx6z8Fm3Xub0uDRpoUFt8kYoCwEBBYxiOtdjDl5x49XYupHlsxaO4UaqdsYvq7Xngwbe87B2qWqHXLRDbNQjs7JFGGtDWiwAAAG4DYFqJaWjNb29s+10BAEAQBAEB45oIscwdoXGt9gUzGcNMLsvId5J4fVPWsy+noe/Q06LetafJHKAnCAIAgCAhNOa50WHVVnEB8eoRuOu4M/qVjGcutJEGTFdG2QPJVTatFrf9SR7u4WZ/SVQ8Wlu7Xsi54ZHVO/dlxWWaQXQFwBAEB7dAegrqfc4xyBPvh8vVVzD8sZ96+zjwj5GfJd8RxqOK4B13cBu7TuUNuRGH5ZJXjyn+EVeurnym7z2AbB2D3rPstlY+5oV1RguxrLwSHqAhMXxPayM/acP5R8V1I8tkPHGXENaCSSAANpJyAC6lt6PLeu51vRLAhSRWNjI+xkPsYOoe261Ka+iP5M62zrf4JxSkQQBAEAQBAEAQGKpp2yNLXC4P+7rzKKktM7GTi9opmJ4c6F1jm0+S7j1HgVl20ut/g1KrVYvyaSiJghwIAgKpynNe6gcxjXPL3xizQXGwOtew3dFWMX69sr5O+jSIXRnSVtNSxQmkrSWNOsWw5FxcXOIu4G1yocrAnda5qS7k+NmxqrUHFkn+3DPodf8AwR+tV/0qf3Im/UofbIftyz6JX/wR+tP0qf3IfqcPtY/bln0Sv/gj9afpU/uRz9Th9rPDpyz6JXfwR+tP0qf3I7+pw+1j9uo/old/BH60/Sp/cjn6nD7WP27j+iV38EfrT9Kn9yH6nD7WeDTyP6LXfwW/rT9Kn9yH6nD7WZuSeWVlHMw68YdUvdqkFpOtHFmd5GXqWjkza1FP0KGPBS3Jr1LcqhbCAICFxXFNrIz9pw9g+K7o8tkKBuC7o87Ok6FaL8yBNMPnSOg0/wCWDx+sfV4q/RT0/M+Sjdd1dlwXBWiuEAQBAEAQBAEAQBAYqiBr2lrhcHaF5lFSWmdi3F7RU8Vwd0V3Nu5nHe3t+KzrqHDuu6NGrIU+z7Mi1XLAQBAeoBdcAuh0qOkOmRjl+TUcZqKnYRnqR/ascyN+YA3ncrEKUo9dj0ivK1uXRWtswQYVicvSnrhFfzIWNNurWy96rTz6I9oR3/JPHCul3nLRlqafEqYa8NQKoDMxTRta4gbdR7My7q9uxdqzKLH0zj0/k7Zi3QW4S3+Ca0Zx9lbDzjAWuB1ZGHax42g8RwPsNwpbanB6IqrFNbJa6iJRddOBAeIDxzgBcmwG0lAQGJ4qX3azJu873fALqR5bNTD6CSd+pEwud1bAOJOwDtUkYOT0iOU1FbZ0nRjRFlNaSSz5dx81n2b7T9Y+pXqqFDu+Sjbc59lwWdWCEIAgCAIAgCAIAgCAIAgPCEBCYlo+113RdE8PNPwVSzGT7xLNWS49pdyuVNM+M2e0tPXv7DsKoyhKL0y9CyMltGFeT2EAQGDEJHNikczymseW/aDSR6wuxW2jkuGUrkrog2lM5zkme7WcczZpsBftue9QeK2N2KHokS+GVpVufq2XRZRphAVjDqfmMWkDMmVUHOOA/wCpG8An1k9rityix2Yq3ynoxroeXkPXDWy3rh6CAIdNSrxFke03Pojb38E0cbIxkNRWG0cbnN4DJo7XHK/aVJGty4RDK1Llllwjk/2OqX/cj97z7h3q3DF+4rTyftRdqGhjhbqRMaxvAD1k7Sesq1GKjwVXJy5NhejgQBAEAQBAEAQBAEAQBAEAQBAY5oWvFnAEcDmvMoqXZnU2u6Ias0bac43Fp4HMfEKtPEi/p7FmGVJfV3IapweZm1msOLc/Vt9Sqyx5x9NlqGRCX4NEi2RUL7ckyafB4g0U/AWihnko35RyPdLSOOxzXW1ob+k07t9+sLxnVO2Ktj6dmdw7FU3VL17otCx0awQEDhzhPiMkjTdlNFzNxsMr3a7wDv1WgA9ZW1RW68fvy3syLpqy964S0WVxXToZHK/KOO/b/wDkFelBy4R4lNR5ZtxaKVEv72Xm28G5H2knvKnhizfPYrzyoLjuTOG6G00WZZzjuL8x+HYrUMeMee5VnfKX4LAxgAsAABsAysp0tcEJ9LoCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAxywNd5TQ7tAK8uKfKOptcGlJgcB8y3YSPeo5Y9b9CVX2L1InGtBaWqjMUwe5pzGYu07nNNrgrkaIwe4iV8pLUjnulWjtVhcZfFXvljHksniY9wA3GTWBPgFHZg0T7uP8AbsSV5t0OykR2htBVYuS2WtdDGPLbDE1rnDeBJe7fX2JXg0VvaiLM26a02dawjQ2lpomxRMIY3YNY95JFrk8VLKiMnuRFG+cVpEpFhcLdkbe8X9q6qYLhHHbN8s2w22xSaIz1dAQBAEAQBAEAQBAEB//Z" width="400" /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7301672476120922919.post-77048115018588789332015-05-11T12:45:00.003+01:002015-05-11T12:47:11.226+01:00ACTIVIDADESLENGUA. Realizar ejercicios 1 y 2 de la página 214.<br />
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<br />
<div style="text-align: center;">
<img alt="Resultado de imagen de imagenes de los angulos y sus medidas" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQsOxx4TNyyxVhMN0TcvSJ3VbHV-xLVjpBjvoL0Zq8uMUnhumLB" height="292" width="400" /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7301672476120922919.post-47492167435593383882015-05-08T10:14:00.000+01:002015-05-08T10:14:38.790+01:00ACTIVIDADESLENGUA. Traer una noticia del fin de semana siguiendo la estructura que se encuentra en la página 211.<br />
SOCIALES. Repasar para el control del lunes 11-05-15<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen de imagenes del al andalus" height="289" src="http://t1.gstatic.com/images?q=tbn:ANd9GcQlYQejC8OTd-HAJm3Q92ZcGnKC1iTsjvOMKhM-jDGWwGB6x0RqXQ" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-74053313264768526252015-05-07T13:15:00.000+01:002015-05-07T13:15:17.521+01:00ACTIVIDADESLENGUA. Realizar ejercicio 23 de la página 206 y ejercicio 33 de la página 209.<br />
<br />
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<img alt="Resultado de imagen de imagenes de geometria" height="300" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQp1Vv9Mg89c9_wP6fm5U2v1Cgjn0chtmp24uY5JeJYCVrvAUNniA" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-75518897583138593332015-05-06T11:39:00.000+01:002015-05-06T11:45:03.343+01:00ACTIVIDADESLENGUA. Ejercicios 16 y 17, página 205. Ejercicios 24 y 25 página 207.<br />
MATEMÁTICAS. Terminar ejercicios copiados de la pizarra (2) y realizar ejercicios 12, 13 y 16 de la página 142.<br />
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<span style="color: red;">IMPORTANTE</span>. Entregar trabajo de Educación Física el día <span style="color: red;">26</span>-<span style="color: red;">05</span>-<span style="color: red;">15</span></div>
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TÍTULO DEL TRABAJO: <span style="color: red;">Historia de la lucha canaria en el municipio de Ingenio</span></div>
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<img alt="Resultado de imagen de imagenes de la lucha canaria en ingenio" src="http://t2.gstatic.com/images?q=tbn:ANd9GcT327Mj9Lo05UZHJw8II0D3b6CzmyyT6oofPEEeG80sC_HZ5ytq" height="301" width="400" /></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-15161152170371062782015-05-05T13:26:00.001+01:002015-05-05T13:26:23.800+01:00ACTIVIDADESMATEMÁTICAS. Ejercicios 14, 15 y 19 de la página 142. Ejercicio 21 de la página 143.<br />
LENGUA. Copiar adverbios página 204 y realizar ejercicio nº 13<br />
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<img alt="Resultado de imagen de imagenes de adverbios" height="231" 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" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-25996414692020671922015-05-04T12:57:00.000+01:002015-05-04T12:57:23.627+01:00ACTIVIDADESMATEMÁTICAS. Página 138, ejercicios 1 y 2. Página 139 el 3.<br />
SOCIALES. <span style="color: red;">CONTROL 11-05-15</span> TEMA 6<br />
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<img alt="Resultado de imagen de imagenes de angulos agudos" height="231" src="http://t2.gstatic.com/images?q=tbn:ANd9GcSlJXGWMFa2X9AS8V4ALeIcANbOOBgujGQKQkrEI6WzXfH4OBh5" width="400" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-35545773947542309602015-05-03T13:19:00.001+01:002015-05-03T13:19:16.511+01:00FELICIDADES<div style="text-align: center;">
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<img alt="" border="0" height="615" id="imageImg7" src="http://t2.gstatic.com/images?q=tbn:ANd9GcQ7nMnxjueBU_9oheCzER9_qNkBT2t6NR7JrhreB70Jk163jquxySZd8Yo" width="640" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-76462101118616528952015-04-29T13:01:00.001+01:002015-04-29T13:01:20.211+01:00ACTIVIDADESLENGUA. Realizar actividades de la página 202, 1 y 2. Repasar para el <span style="color: red;">CONTROL</span> del lunes 04-05-15<br />
(T-10 y T-11)<br />
<br />SOCIALES. Empezar a repasar de cara el control del tema que se está impartiendo.<br />
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<img alt="Resultado de imagen de imágenes del al andalus" class="rg_i" data-src="http://t2.gstatic.com/images?q=tbn:ANd9GcRmANTXFkQgsQcx-9o5VWmNGBASZ981_CmBdfKFKXLwaiDlAfSy" data-sz="f" height="231" name="3WTqBAurwQ_8xM:" src="http://t2.gstatic.com/images?q=tbn:ANd9GcRmANTXFkQgsQcx-9o5VWmNGBASZ981_CmBdfKFKXLwaiDlAfSy" style="margin-left: -9px; margin-right: -18px; margin-top: 0px;" width="400" /></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-34260459211886263282015-04-28T16:23:00.001+01:002015-04-28T16:23:47.741+01:00ACTIVIDADES<div style="text-align: justify;">
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>LENGUA: Página 187, nº 15, 16 y 17.</b></span></div>
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<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>MÚSICA: Estudiar el pentagrama.</b></span></div>
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Mencyhttp://www.blogger.com/profile/09410139443173898984noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-70971070337427458182015-04-27T13:02:00.002+01:002015-04-27T13:03:38.241+01:00ACTIVIDADESLENGUA. Ejercicios 40,41 y 42 de la página 193. Ejercicios 9,10 y 11 de la página 186<br />
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<span style="color: red;"> CONTROL DE LENGUA T-10 Y T-11 LUNES 04-05-15</span></div>
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<img alt="Resultado de imagen de imagenes de poesias cortas" src="http://t3.gstatic.com/images?q=tbn:ANd9GcSZj8mGMx2kGM9DiV31FwGHu-pFgs2_jHAI3ibg4HU6emUFKDyl" height="400" width="362" /></div>
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<span style="color: red;"><br /></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-63418282688571292482015-04-24T08:11:00.002+01:002015-04-24T08:11:26.403+01:00DON QUIJOTEAquí tenéis una magnífica web donde podéis escuchar y ver la aventura de los molinos (pinchad en la imagen). Además hay juegos e información sobre el autor de la historia.
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<a href="http://nea.educastur.princast.es/quixote/index2.htm" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJPbZVKPa_l_c0s2omM4tL6sfjqGhqbsmFw_TPxCQwskDMUdQ8N1z7Xb2JqX6ZztuC-9lmqp9dmbao8HkgrVnSUBajUxftzSIpuzM88LQE-s8vfKYCDtAsU0t3GaFeMc4DqNxLZpq4r7xU/s320/Captura.JPG" height="170" width="400" /></a></div>CONCHIhttp://www.blogger.com/profile/01585453171825101129noreply@blogger.comtag:blogger.com,1999:blog-7301672476120922919.post-91163088544106491512015-04-24T08:10:00.000+01:002015-04-24T08:10:17.418+01:00DÍA DEL LIBRO: DON QUIJOTE DE LA MANCHA<div align="center">
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PINCHAR SOBRE LA IMAGEN<br />
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<a href="http://catiperezaparicio.wix.com/donquijotedelamancha#!captulo-i/c17mp" target="_blank"><img border="0" src="http://static.wix.com/media/1d5274_0c420a281cb14b6caaceaedd920de857.jpg_srz_204_200_75_22_0.5_1.2_75_jpg_srz" /></a></div>CONCHIhttp://www.blogger.com/profile/01585453171825101129noreply@blogger.com