tag:blogger.com,1999:blog-53536950876079679712024-03-19T12:12:49.987+01:00rafael carralón ilustradorrafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.comBlogger55125tag:blogger.com,1999:blog-5353695087607967971.post-75246760109912756942019-05-14T08:20:00.001+02:002019-05-14T08:20:18.258+02:00Trabajo personal<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-60625499539288405252019-05-14T08:08:00.001+02:002019-05-14T08:20:59.964+02:00Trabajo personal<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-4472792184661980662019-04-28T19:43:00.002+02:002019-05-14T08:21:42.564+02:00Trabajo personal<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-72937497759368559492019-04-28T19:37:00.002+02:002019-04-28T19:40:23.609+02:00Trabajo personal<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-11275267655123070272016-04-03T12:08:00.000+02:002016-05-11T12:09:02.722+02:00Personajes cuaderno inglés. Anaya<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-79507093989941609012016-02-28T11:55:00.000+01:002016-05-11T11:57:35.937+02:00Entrada unidad. Matemáticas 6. Anaya<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-23192398135996463922015-12-20T13:23:00.000+01:002016-05-11T11:54:24.257+02:00Entrada unidad. Matemáticas 6. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-1990211150840289772015-12-03T11:52:00.000+01:002016-05-11T11:53:33.107+02:00Ilustración lectura Anaya<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-91561573970415006662015-10-06T13:32:00.001+02:002015-10-09T13:27:28.503+02:00Lectura ZUM 5. VICENS VIVES<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-12837930494371578882015-10-05T08:18:00.000+02:002015-10-20T08:19:40.970+02:00Pequeñas ilustraciones Matemáticas. 1º ciclo Primaria. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-53450616060368366052015-09-30T17:18:00.003+02:002015-09-30T17:19:13.886+02:00Inglés secundaria. MAcMILLAN<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-63507510468922042962015-09-30T17:06:00.004+02:002015-09-30T17:09:49.265+02:00Entrada unidad. Sociales 2. VICENS VIVES<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-63085232163018647402015-09-30T16:54:00.002+02:002015-09-30T16:54:05.278+02:00Entrada unidad. Matemáticas 5. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-5571026578331495202015-09-21T19:08:00.001+02:002015-09-21T19:10:07.245+02:00Ciclo del agua. Sociales 2º. VICENS VIVES<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-32865790592869787922015-09-17T13:27:00.000+02:002015-09-17T13:33:47.033+02:00Fichas educación infantil. EVEREST<span style="background-color: white;"></span><br />
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-52905770477765475222015-09-15T13:21:00.000+02:002015-09-17T13:09:57.437+02:00Gif animado. Felicitación personal.<span style="background-color: white;"><span></span></span><img alt="" 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/>rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-24710852290475338552012-07-12T12:04:00.000+02:002015-09-15T13:34:06.938+02:00Cuaderno actividades. 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbm3D0DtyjhOAEGaX6aR1wc4ZjAkeugoFHtHZLie-LLNKUO8f_Mo0RhEDpgiugrDd3hbxfXh8heVRbVkiqoeC9WrE6_51HhGEl4Ke9qh8xlwguHRkvo04EHSLzQCxFo6gDlSKRlFjOLek/s1600/buscar-OK.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="611" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbm3D0DtyjhOAEGaX6aR1wc4ZjAkeugoFHtHZLie-LLNKUO8f_Mo0RhEDpgiugrDd3hbxfXh8heVRbVkiqoeC9WrE6_51HhGEl4Ke9qh8xlwguHRkvo04EHSLzQCxFo6gDlSKRlFjOLek/s640/buscar-OK.jpg" width="640" /></a></div>
<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-39990694522569787972012-02-29T16:00:00.000+01:002015-09-21T11:51:24.654+02:00Ilustración para lectura. Globalizado. Primer ciclo. ANAYA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1cCyiGKHpGn5GTL2GOcltl-fsPp0-iuMhRWoA2J6jvjxsRi7SzBLW_7UY54gqfYM7XHExAoo8xGfstOWazpbSjot1KbwjMW9PCt1UztWfryG29CgYpuWIbo-KWe8LP_0yipjV5EDu75Q/s1600/oso.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="347" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1cCyiGKHpGn5GTL2GOcltl-fsPp0-iuMhRWoA2J6jvjxsRi7SzBLW_7UY54gqfYM7XHExAoo8xGfstOWazpbSjot1KbwjMW9PCt1UztWfryG29CgYpuWIbo-KWe8LP_0yipjV5EDu75Q/s640/oso.jpg" width="640" /></a></div>
<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-55425848913313464222012-02-16T11:46:00.000+01:002019-04-19T18:55:39.009+02:00Prueba Santillana 2º<div class="separator" style="clear: both; text-align: center;">
<span style="color: #999999;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-MmXEsxgLjmKKtRM9mCpFe_ZB5JYKG4rsvkZS9ann_6NqLBwNvnvkQdhAVC3FmwXBuRDLcBIbBZIDdq5SSmfSgEwTNdZ6FFQrIj4Pz6awhDUqLj8DYbo0I4ry-GNAmKNVTd2_IM1WXQE/s1600/santillana+2%25C2%25BA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-MmXEsxgLjmKKtRM9mCpFe_ZB5JYKG4rsvkZS9ann_6NqLBwNvnvkQdhAVC3FmwXBuRDLcBIbBZIDdq5SSmfSgEwTNdZ6FFQrIj4Pz6awhDUqLj8DYbo0I4ry-GNAmKNVTd2_IM1WXQE/s640/santillana+2%25C2%25BA.jpg" width="568" /></a></span></div>
<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-16858875874267882772012-02-15T13:39:00.000+01:002015-09-15T13:35:02.298+02:00Entrada unidad. Matemáticas 4. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-23573482834859041332011-12-20T17:31:00.000+01:002015-09-15T13:35:14.519+02:00Entrada unidad. Matemáticas 3. ANAYA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia85TX6JzcZDrajAEOiecyPl93BaG910A_pFTiGZWhzHm_4KZGsIodCCgOmoz63DKnDcW3TvWUncaFHxUOxp6Q3jK-1LrKcFjYrDhx5Su3klXfd7FPyLxCtVVyKgUEoehTKVDhXIC2bas/s1600/cerdo-asno-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia85TX6JzcZDrajAEOiecyPl93BaG910A_pFTiGZWhzHm_4KZGsIodCCgOmoz63DKnDcW3TvWUncaFHxUOxp6Q3jK-1LrKcFjYrDhx5Su3klXfd7FPyLxCtVVyKgUEoehTKVDhXIC2bas/s640/cerdo-asno-2.jpg" width="640" /></a></div>
<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-7907612121484353632011-04-28T12:19:00.000+02:002015-09-21T11:51:53.699+02:00Ilustración para lectura. Globalizado. Primer ciclo. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-6278997571406112722011-04-12T12:11:00.000+02:002015-09-21T11:52:16.330+02:00Ilustraciones para lecturas. Globalizado. Primer ciclo. ANAYA<div class="separator" style="clear: both; text-align: center;">
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<br />rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-89714161133553670612011-02-09T08:44:00.000+01:002015-09-21T11:52:41.633+02:00Entradas unidad. Globalizado. Primer ciclo. ANAYA<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib20rdb7Akw2CP7Ez3fW9d7lIlMm812Z7ww3-FVE19-3Gd6L1jgXV5L-t6e8wAZkw6kfiMihjVa6NgzwsAb0f-IBcnuggcMf-Hw3WsVaOYKxlqJhzlTl3vjLDrA7bfbw335Nk7r0SlibI/s1600/entrada-1.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" height="451" id="BLOGGER_PHOTO_ID_5665091878363746866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib20rdb7Akw2CP7Ez3fW9d7lIlMm812Z7ww3-FVE19-3Gd6L1jgXV5L-t6e8wAZkw6kfiMihjVa6NgzwsAb0f-IBcnuggcMf-Hw3WsVaOYKxlqJhzlTl3vjLDrA7bfbw335Nk7r0SlibI/s640/entrada-1.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" width="640" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaVrdqQaCmN86ALDj5kDH1m9z9HBJyu-v7qf6gSULpKm_g2WdWR94ZPnsRBdGHYdGufuObJhZjR2lc6lfagMjmqi3DqqC6Ny7qA4fEJHhf8RQBKJ4zPlAI8jCSLaLDZKmpRbvWO9ojLtc/s1600/portada-2.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" height="425" id="BLOGGER_PHOTO_ID_5665090682811162562" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaVrdqQaCmN86ALDj5kDH1m9z9HBJyu-v7qf6gSULpKm_g2WdWR94ZPnsRBdGHYdGufuObJhZjR2lc6lfagMjmqi3DqqC6Ny7qA4fEJHhf8RQBKJ4zPlAI8jCSLaLDZKmpRbvWO9ojLtc/s640/portada-2.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" width="640" /></a>rafahttp://www.blogger.com/profile/06855944446860839881noreply@blogger.com0tag:blogger.com,1999:blog-5353695087607967971.post-2390600881459339852010-06-10T10:27:00.000+02:002015-09-15T13:35:52.123+02:00Pequeñas ilustraciones cuaderno de lectura. ANAYA<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHnk0aK18ln-7q1ahMKo839TXcTJ4kphH5Bc61BkZNcmNBwaYHzFYbnZ8jPvJ5NzoY5YLbPfKiEf6umV-iPPj10NppSOXFlfwfK1iVGIl8mq-h2rB_bqwBKJY8_S6ibYRmCeUKACV3YGI/s1600/NENES+PARA+BLOG+2.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5665489227124137394" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHnk0aK18ln-7q1ahMKo839TXcTJ4kphH5Bc61BkZNcmNBwaYHzFYbnZ8jPvJ5NzoY5YLbPfKiEf6umV-iPPj10NppSOXFlfwfK1iVGIl8mq-h2rB_bqwBKJY8_S6ibYRmCeUKACV3YGI/s400/NENES+PARA+BLOG+2.jpg" style="cursor: hand; cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
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