tag:blogger.com,1999:blog-64939817725807233252024-03-25T06:50:11.608-07:00COCEMFE-BADAJOZ (DPTO DE SENSIBILIZACIÓN)Hola a todos y a todas!!
Somos trabajadoras del Departamento de Sensibilización de COCEMFE-Badajoz.
A través de este BLOG, os vamos a mostrar nuestra labor y además os vamos a ofrecer recursos y actividades para que podáis trabajar con niñ@s y adolescentes.
Estos recursos están destinados a profesionales de la educación y la psicología, familiares con niñ@s con necesidades educativas especiales y para todas aquellas personas que les pueda servir de utilidad.Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.comBlogger180125tag:blogger.com,1999:blog-6493981772580723325.post-67227437771083101852024-03-25T06:31:00.000-07:002024-03-25T06:31:11.022-07:00VACACIONES SEMANA SANTA 2024<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9C9rtlJEsw7qJqKIrDRp5abSRvatQG4hrbaQCKlR0leBGzWaE-1r5QM_J7ASgdfKpJ3RypPTng-HR7LkGKinOjSvLniEN6bFUGBX9l_ZSJIFNjMR7AygLqQDegRcMEp6uyx35X-LuAZY2IpceM634sMkb1claJ3MhlTvXXwek4Np90pFmsfgQ_S22v60/s1013/143441_result_rotated_001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1013" data-original-width="810" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9C9rtlJEsw7qJqKIrDRp5abSRvatQG4hrbaQCKlR0leBGzWaE-1r5QM_J7ASgdfKpJ3RypPTng-HR7LkGKinOjSvLniEN6bFUGBX9l_ZSJIFNjMR7AygLqQDegRcMEp6uyx35X-LuAZY2IpceM634sMkb1claJ3MhlTvXXwek4Np90pFmsfgQ_S22v60/w512-h640/143441_result_rotated_001.png" width="512" /></a></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBFrI8shGfkORyxhWw4rwv6Qv_tMO6JM3eWb18momft9684gllG5rxlvbE5kqXtbrlOXq6RGp8UjOehGriZrZIUV_XlAQnyupEsLrxzuwA7JfoS5eLmubuG_zr9wH70du55KhB7NoTW5r-HtOUcbc0Tw2o9T4mNu73FUPcHiPdht1rBDXMPA-lif37-Xs/s1013/143441_result_rotated_002.png" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><a href="https://drive.google.com/file/d/1dPaLvpO72o_Oc96AffgsN6XNnTVcf8S-/view?usp=sharing"><br /></a></div><a href="https://drive.google.com/file/d/1dPaLvpO72o_Oc96AffgsN6XNnTVcf8S-/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-30938621074473252132024-03-15T06:44:00.000-07:002024-03-22T05:31:49.602-07:00DÍA DE LA FELICIDAD<p> </p><div class="separator" style="clear: both; text-align: center;"><br /></div>El próximo día 20 de marzo celebramos el día internacional de la felicidad, para ello os traemos una plantilla para hacer una bonita flor y así flor a flor haremos un jardín.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggIsNECZmj6RoF2yw7uTWInRl_0Q-7cZMwB9135muoAI3XpNQ6O7lpETXzZn_xvdsc5nEcfx7rDy5If5twQF0d-qBO1nK7jL9cGFdo74uAPooKuNv8MwfFFMCccN009rHeRIA7W2T76cP2jLnhBM7DcmOVK3_O9kTh244sP8v9Y_4W0iH3j307Kf5fRjU/s1684/647888_result_rotated_001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1684" data-original-width="1190" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggIsNECZmj6RoF2yw7uTWInRl_0Q-7cZMwB9135muoAI3XpNQ6O7lpETXzZn_xvdsc5nEcfx7rDy5If5twQF0d-qBO1nK7jL9cGFdo74uAPooKuNv8MwfFFMCccN009rHeRIA7W2T76cP2jLnhBM7DcmOVK3_O9kTh244sP8v9Y_4W0iH3j307Kf5fRjU/w452-h640/647888_result_rotated_001.png" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3zYF2Lvbb3bzleeKLcBaqtMLdO-vxwovK_kDcqQddMUcM0wLCxtCyyUACfWsQsDOTAQKTCrsgRELNRWVRuVp8lI7qKioLKfKX3N5c9DTzeeImT5BXuyoNtpRyNmJ1_O6hXPXZ3APKgku6cKiCBuQdkDRHr0FQIkyZeOMG4n5ZwMHAU1meifALnqN-yg/s1684/647888_result_rotated_002.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1684" data-original-width="1190" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3zYF2Lvbb3bzleeKLcBaqtMLdO-vxwovK_kDcqQddMUcM0wLCxtCyyUACfWsQsDOTAQKTCrsgRELNRWVRuVp8lI7qKioLKfKX3N5c9DTzeeImT5BXuyoNtpRyNmJ1_O6hXPXZ3APKgku6cKiCBuQdkDRHr0FQIkyZeOMG4n5ZwMHAU1meifALnqN-yg/w452-h640/647888_result_rotated_002.png" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiIssFo5lJ1f0G3msxPwlZnzFIXUM2GR5KPEZgTVE4OEdkd3w6FOEbviroUsEK83VtYUXxXjVRPL46W0mLErRnhbjkNjjjcNlyzKJqvsxlu8NO_SaoMQGb3UrAUyXU3JB1uJct2kyCglD7uLiOFdiwoLmcdxdWb7XjfHDtZaoHcC_YeqQTp8oeq6-ybPls" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="640" data-original-width="452" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEiIssFo5lJ1f0G3msxPwlZnzFIXUM2GR5KPEZgTVE4OEdkd3w6FOEbviroUsEK83VtYUXxXjVRPL46W0mLErRnhbjkNjjjcNlyzKJqvsxlu8NO_SaoMQGb3UrAUyXU3JB1uJct2kyCglD7uLiOFdiwoLmcdxdWb7XjfHDtZaoHcC_YeqQTp8oeq6-ybPls=w453-h640" width="453" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjg9nqBxhtyvnyPqsY3N_-t1WhoUovE12l7XJOKoFOaovBkmB6X4pmOrUA7k1FOJkVPy6npr_CopAIoCVePOO8TeoUINkeJTrZUYQAIB7LXyA5ehB1PmqibtZu4NEgqJRGQfJKXPjFzsFB6qYPtAD6IL3TjKCW3ILWXUsq1po0Gkskte_oiUeNzg2LAoBA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="640" data-original-width="452" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEjg9nqBxhtyvnyPqsY3N_-t1WhoUovE12l7XJOKoFOaovBkmB6X4pmOrUA7k1FOJkVPy6npr_CopAIoCVePOO8TeoUINkeJTrZUYQAIB7LXyA5ehB1PmqibtZu4NEgqJRGQfJKXPjFzsFB6qYPtAD6IL3TjKCW3ILWXUsq1po0Gkskte_oiUeNzg2LAoBA=w453-h640" width="453" /></a></div><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX0FK5nAwWzmZj88h4GEMxy-uaQ9UBOTODDXmDbwWAU_i25tl5eS5EvlZcp9CQ0v0gVya3WVarZSq0qXmq8PGo5Je5NCgPqFG5xIyU6R53R0U9LfbZCUSicZ5f9oTuTt-tNuJJQbBQYnx72VVV2-sp1_HQ2bgbjQFY8hPvyS2RePcttHCgPtpSX_-pCKw/s1684/647888_result_rotated_005.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1684" data-original-width="1190" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX0FK5nAwWzmZj88h4GEMxy-uaQ9UBOTODDXmDbwWAU_i25tl5eS5EvlZcp9CQ0v0gVya3WVarZSq0qXmq8PGo5Je5NCgPqFG5xIyU6R53R0U9LfbZCUSicZ5f9oTuTt-tNuJJQbBQYnx72VVV2-sp1_HQ2bgbjQFY8hPvyS2RePcttHCgPtpSX_-pCKw/w452-h640/647888_result_rotated_005.png" width="452" /></a><br /><br /></div><div style="text-align: center;"><a href="https://drive.google.com/file/d/1m1xoNe6BxmZkWr37_aYL_qLHdjGs2_Mx/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-1869541988613185702024-03-08T00:29:00.000-08:002024-03-08T00:29:52.964-08:00DÍA DE LA MUJER<p style="text-align: justify;"><span style="font-family: georgia;">Para conmemorar el día de la mujer os traemos <b>“EL ARCOIRIS DE LA IGUALDAD Y LA JUVENTUD” </b>Es una serie de 12 cuentos sobre violencia de género en mujeres y niñas con discapacidad.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: georgia;">A
través de estos cuentos, se busca educar en la importancia de construir
relaciones afectivas saludables y respetuosas, basadas en el diálogo, la
igualdad y el respeto mutuo. Cada uno de los cuentos va destinado a chicos/as con
TEA, Síndrome de Down e inteligencia límite y discapacidad intelectual leve<strong> </strong>y
están adaptados a las necesidades específicas de cada colectivo en concreto. Se
han utilizado pictogramas, historias sociales y se ha empleado el uso de la
lectura fácil. Todo ello como trabajos de los propios universitarios de 4º del
Grado en Psicología de la Universidad de Extremadura, habiendo sido una
actividad de aprendizaje y servicio a la comunidad.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: georgia;">Estos
tres cuentos que en formato digital os hacemos llegar, a buen seguro que le
servirán como herramienta pedagógica, que incluso puede imprimir a los efectos
que considere oportuno.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-fareast-font-family: "Times New Roman";"><span style="font-family: georgia;"> </span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdtxyHO3JZOcuhaHrkovWb_-1BGAL2Jue7dzTURNTS_X6OOsUozKChyfo_lY9jmgYSC8MY5fxqtaalFgkVYgnLjuxCF2sXUNRbH6bSMhaN0lpPgSkjGZ_Wee2OuvLbzS25IqHh45e8x0br2jQ23UV5tq6u8UuSwN9ImLNoim7gICcT_C0OsIyfKJiblp8/s576/70087_result_rotated_001.png" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="576" data-original-width="576" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdtxyHO3JZOcuhaHrkovWb_-1BGAL2Jue7dzTURNTS_X6OOsUozKChyfo_lY9jmgYSC8MY5fxqtaalFgkVYgnLjuxCF2sXUNRbH6bSMhaN0lpPgSkjGZ_Wee2OuvLbzS25IqHh45e8x0br2jQ23UV5tq6u8UuSwN9ImLNoim7gICcT_C0OsIyfKJiblp8/w640-h640/70087_result_rotated_001.png" width="640" /></a></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAm8rP4v9WXp68WRIieGGMKdFLhbK6T4CQ2PdQPpLvtKihSHcXkkInptEU7LM35V2WdDx0OxqiwsJA5Riojz9P4KSkGaPdnAhT5N_czJNDINqupH6avpzqXPRc5wcfG1nqo7mt3PVb2-bIPNszxjc4xjlqG9Lt35XmJesfMHXC-q2h52JxmwomoccgLDs/s576/70087_result_rotated_002.png" style="margin-left: 1em; 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text-align: center;"><br /></div> <a href="https://drive.google.com/file/d/1Efpzr3FgInORf3GCmBN7MTLHgpWjCWj6/view?usp=sharing"> PINCHAR AQUÍ PARA DESCARGAR</a><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-83992054762953184542024-02-14T01:50:00.000-08:002024-02-14T01:50:54.681-08:00DÍA DEL AMOR Y LA AMISTAD<p> <br /></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdn_2DB-czncVoztPB0WD115LccGMP4zh7lT17UTwXpq5RUJioFwb328RzBnKMPL-vVMDgtbv2u1Nl5MDTTAXpfQQO5yKo0oJeXOw4zFYE7tzw4_LwMzYa3epBUOXPqZAuj2aFvAUb95RtzSoobYj9Fp7Ppg7feE-GcSsskji82kARwu92FppS12alGk/s1920/1.jpg" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><br /></div><br /><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-51282716131619029002024-02-09T01:52:00.000-08:002024-02-09T01:52:18.528-08:00!! CARNAVAL CARNAVAL !!<p> </p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG8dR3V0Tu3NSyRq1wb8EBrvJHiZ_VeUG-PAexwRVM32ylTsH0xxCWJ5ZyqZriwhMUo0nwiazLabyrzIliyA9i-ZugsUq2Int6O3O3zPVj9YhRRTi8d1-l2E6d7ATd2uFY1ph4hZCiqys5W1DbZI0N_pzcob0wUCWGsYH3u7WnkMQ1OiC-iOmsDJcopKE/s1024/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG8dR3V0Tu3NSyRq1wb8EBrvJHiZ_VeUG-PAexwRVM32ylTsH0xxCWJ5ZyqZriwhMUo0nwiazLabyrzIliyA9i-ZugsUq2Int6O3O3zPVj9YhRRTi8d1-l2E6d7ATd2uFY1ph4hZCiqys5W1DbZI0N_pzcob0wUCWGsYH3u7WnkMQ1OiC-iOmsDJcopKE/w640-h480/1.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGimr0wRt2RnxK0pDmeQTiU1LjyWcl15oLHFdTm-Y7UUuhFU4lOZupaHHr-J6j2IiYSG8dtg2-8VuQHa0-GaWnhIWnPZNCBZ6klayzVYgd5kH4udou7t7CBC9zOfF-WrlHLv-Z5Qn4Svjwy2cSkjX_PjR1cmsa4iz33QLIHK5uQ1Lz8mhkfQzi0RmQ3V8/s1024/2.png" imageanchor="1" style="margin-left: 1em; 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margin-right: 1em; text-align: center;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ-x_8PqWfUDyaRqMfKufv3zd5q_GTonNmZyoVLwBV2Z3B8lxKWO8eJJRgFac0pNrCoFV-Bbu4t9zn3Cc3JTMKRgRwht6Qt1pTD_yTf4X5-Lgwxo_seEkmiJmje9BpBsIs0QBqUCwhSE-XeGKI0CGm085F6BwEUKVYK7ICsfNCX2vbODiXZl9_1EpQYr8/w640-h480/8.png" width="640" /></a></p><p style="text-align: center;"><a href="https://drive.google.com/file/d/19FZt-LGGtCJjTnhWvMIViSsdkzjnczye/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></p><p><br /></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-10910153880792183712024-01-26T00:40:00.000-08:002024-01-26T00:51:41.339-08:00DÍA ESCOLAR DE LA PAZ Y LA NO VIOLENCIA<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBy8gXZ3fGnpdBZfXGIXhH6-8fWCvyYiqsneRE9fxUxzdt3nC5IZuAYeFwi-O1lPn2HpcG_3CwvE99LtSKMLjIk7yulP_vPNpj8N4y7LMSSCImry4x0hK-jiA96KGsdqRn6FoAtg_CRUfyH-O6LEr2g5I2TP3FmM-YTsAcmQPTfgFxU-Hs_xpASwETwyQ/s1920/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1920" data-original-width="1080" height="862" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBy8gXZ3fGnpdBZfXGIXhH6-8fWCvyYiqsneRE9fxUxzdt3nC5IZuAYeFwi-O1lPn2HpcG_3CwvE99LtSKMLjIk7yulP_vPNpj8N4y7LMSSCImry4x0hK-jiA96KGsdqRn6FoAtg_CRUfyH-O6LEr2g5I2TP3FmM-YTsAcmQPTfgFxU-Hs_xpASwETwyQ/w485-h862/2.png" width="485" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3undO90kcsDxkva52vEhwoc8NcA5m3kBE8qdRKYMAlzLY5Byww3EyXJ4Vn0BSRJK1Jphkq8eMgnIFov4MJa3vB9xQRGCi70_eUVTw9C6orzmJOpJdlK-86PRc4LZg12udDSDHJVUHEhdUZVfDFRQuu1xniB_ciztHHnI2pYy5YMuUz-Ke_88EGnWAgCI/s1920/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1920" data-original-width="1080" height="856" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3undO90kcsDxkva52vEhwoc8NcA5m3kBE8qdRKYMAlzLY5Byww3EyXJ4Vn0BSRJK1Jphkq8eMgnIFov4MJa3vB9xQRGCi70_eUVTw9C6orzmJOpJdlK-86PRc4LZg12udDSDHJVUHEhdUZVfDFRQuu1xniB_ciztHHnI2pYy5YMuUz-Ke_88EGnWAgCI/w482-h856/1.png" width="482" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1zh_WuGyK14WxtBHIhd75IJRKwBCKKp-x/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-35756888099846655012023-12-26T01:25:00.000-08:002023-12-26T01:25:59.182-08:00VACACIONES NAVIDAD<p></p><div class="separator" style="clear: both; text-align: center;">Para que paséis unas vacaciones divertidas y entretenidas os dejamos un cuaderno con recetas, sopas de letras y mandalas entre otras actividades.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhko-Vkfy67wOvrRQEZKUJq5PrrWoTj7w6_-CuJ0TdfLZhhjkaTyoiIVOhql1rI8TUYjih_hpY1PglkUHEBkE_KVInmWVMFdr4BwJGW20d2dm-wecAs6VV8WXOVbo3KHJ20VEEeUtyFuPfZYO2iBHpXbP6vKfTpALFpKEu6KITpKrD_Y-4TkOCEkLnOVmk/s1920/1.png" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjji3jt5M2pUPpTl6mCUOM0B77qgJBISggOFvgleaTgoZrvMFegj1UcpATOSMKHt47yf21_xJTwFmVhovbO3rmxHml4k2uWvut_TaldIO7haDp3nDTNmVZeH98VG6dIy0NtQxXtz_3HjNcJvjB9fcY308VoOK8emXC7MTCo_pXMIFSMUy2tfcXnDfcCSI/s1920/18.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1920" data-original-width="1080" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjji3jt5M2pUPpTl6mCUOM0B77qgJBISggOFvgleaTgoZrvMFegj1UcpATOSMKHt47yf21_xJTwFmVhovbO3rmxHml4k2uWvut_TaldIO7haDp3nDTNmVZeH98VG6dIy0NtQxXtz_3HjNcJvjB9fcY308VoOK8emXC7MTCo_pXMIFSMUy2tfcXnDfcCSI/w360-h640/18.png" width="360" /></a></div><br /><div style="text-align: center;"> <a href="https://drive.google.com/file/d/1ltAnUl4YocSQkPXnJHN6WWWPPK923fsh/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-46310681411995138792023-12-01T00:53:00.000-08:002023-12-01T01:15:20.268-08:00DÍA DE LA DISCAPACIDAD<p> </p><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivQvQ4Sl6vh9InxgGkdbaVsgj6dN9INszxJMp4vI2Crji-GX9K6wDXJNCEjyP-5BoYlCVqnic0tkclsLBCqLTw51tPqEBqXQjTvue3Xn3eBiJPXSaFy2XWsMnci86oPCRMutP4Ja9qqGpbSz3xrlqaM6MSlIznzh9eVlGeVbmDsa0r0-EYtNCLBPCWMOA/s2245/1.png" imageanchor="1" style="margin-left: 1em; 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margin-right: 1em; text-align: center;"><img border="0" data-original-height="2245" data-original-width="1587" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwL12sECUMsml6uIAkOEqsodPgAueUhbijHikxuz-ZREadu3Zeim6LYKo-rD7W8vgG1Rx36K36v3UF-uS1kiixWcdfHhJivS8Q4UaTVb4tG6QU0yu1CGV-Mfmn_qqH2-F8ZnCgFiGZvPP9zvrLeCAuemLSs2J8vagRyoL2mrksDQJjyv-TAo1hgzvnQIQ/w452-h640/10.png" width="452" /></a></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/15IV7JX0qSIJVkbq66Q0d0SK9rtGARMac/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-88709498555175291142023-10-27T01:13:00.000-07:002023-10-27T01:13:14.488-07:00DOBBLE DE HALLOWEEN<p><span style="font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;">Os
traemos una terrorífica temática del increíble juego de atención Dobble. Este
juego consiste en encontrar la imagen que hay igual entre dos cartas y existen
varias modalidades de juego, tanto para jugar individualmente o con los amigos
y amigas</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Con
imaginación y creatividad podemos inventar más modalidades de juego
aprovechando las cartas, además realizar fichas didácticas de lectoescritura
usando el vocabulario de Halloween, mencionarlos en inglés, o incluso de conteo.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Los
objetivos que se consiguen mediante este juego son:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Atención y
concentración<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Percepción visual<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Velocidad de reacción<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Motricidad fina<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Habilidades sociales <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Memoria <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Impulsividad <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Tolerancia a la
frustración<o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD_SGeF5P7o5K4Fvrn8EoJLKHImGIjDbhcijX2vzTuYxx9WHgclvkZHaZWKhw8od4O50Sktwfqyr0QFbfjkOq3Bs0JIYrGeRudEN0-wuqBTc13fInZL0OhRRrYq3b59mzPe1laLDcqlisML2Ztect7rr-zOQgAAg5vl2pDhLdoLpIxoqnuxYsAL5G9PU/s2000/truco%20o%20trat.jpg" imageanchor="1" style="font-family: "Times New Roman"; font-size: medium; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD_SGeF5P7o5K4Fvrn8EoJLKHImGIjDbhcijX2vzTuYxx9WHgclvkZHaZWKhw8od4O50Sktwfqyr0QFbfjkOq3Bs0JIYrGeRudEN0-wuqBTc13fInZL0OhRRrYq3b59mzPe1laLDcqlisML2Ztect7rr-zOQgAAg5vl2pDhLdoLpIxoqnuxYsAL5G9PU/w452-h640/truco%20o%20trat.jpg" width="452" /></a></div><p class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcBn0IZc6SrP7yh_AHL0TaEiUlN3u8YrbBjAU6SckYsl-U84kHB9UMdrDU9VITZtsejwbuxrFEeL5euAjYkiXAcyajpr8D0lRSmIz1CjLEHBgZQXRDN5rskg-BC4bWIAhwMPy5oLLnFL20p3PCsnnJG3O1QLWlixSguospcAMbiEfZr92x4XlpAFKzLno/s2000/truco%20o%20trat%20(6).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcBn0IZc6SrP7yh_AHL0TaEiUlN3u8YrbBjAU6SckYsl-U84kHB9UMdrDU9VITZtsejwbuxrFEeL5euAjYkiXAcyajpr8D0lRSmIz1CjLEHBgZQXRDN5rskg-BC4bWIAhwMPy5oLLnFL20p3PCsnnJG3O1QLWlixSguospcAMbiEfZr92x4XlpAFKzLno/w452-h640/truco%20o%20trat%20(6).jpg" width="452" /></a></div><p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpPLZ2nsd06GZBoIOnNFulqoVMSOPlqnsHRyHto9dXsL-2Kj81-miiyuhWFLXAH6qZ36i_W3hOvR4WTTgLv3NNohzQ3KtTcqw2b8vFXRXs-RP1aOB5wCNmDFtn50SuxIIP7nXWG-9eOZsJ5HsQIm59zHhPcPeMQ0s6H_Z6WTaHjuFvbhetlq9yrUldZ4/s2000/truco%20o%20trat%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpPLZ2nsd06GZBoIOnNFulqoVMSOPlqnsHRyHto9dXsL-2Kj81-miiyuhWFLXAH6qZ36i_W3hOvR4WTTgLv3NNohzQ3KtTcqw2b8vFXRXs-RP1aOB5wCNmDFtn50SuxIIP7nXWG-9eOZsJ5HsQIm59zHhPcPeMQ0s6H_Z6WTaHjuFvbhetlq9yrUldZ4/w452-h640/truco%20o%20trat%20(1).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXeWZYrKrwSpEfHAfPA_JYj8za-R-jkIk3cH1Er7vsLxTY9bkfxemQS1Kl_R9rq59P_EEz51BMx4M2zPGnCY8ZFHNEXXTvjEDiR_scPGmjaVVxDjls_nfE1LvBc_KRbJPZVfiDiVZJLzLW4pc7WAielkune9vKKHxWdSReXhuhC948f5ByCorD50W1Qvw/s2000/truco%20o%20trat%20(2).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXeWZYrKrwSpEfHAfPA_JYj8za-R-jkIk3cH1Er7vsLxTY9bkfxemQS1Kl_R9rq59P_EEz51BMx4M2zPGnCY8ZFHNEXXTvjEDiR_scPGmjaVVxDjls_nfE1LvBc_KRbJPZVfiDiVZJLzLW4pc7WAielkune9vKKHxWdSReXhuhC948f5ByCorD50W1Qvw/w452-h640/truco%20o%20trat%20(2).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CFL8y4QBG62oSar8hj1TrLJ7AjqdYdD4WIDmzg-6Razp6_46nUfK22WyXGPRIJEXAk4Kv52FyIBV8uqREeiB14ouXv3cshbASe-6uX9WaIHo_nH3N7saC6UqDE1FKKyf3LuuuRS3RAiSKGs8894CQjMn6l-C-99kJ1VMHrmqcao7XcmQIRZm67gtAKY/s2000/truco%20o%20trat%20(3).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CFL8y4QBG62oSar8hj1TrLJ7AjqdYdD4WIDmzg-6Razp6_46nUfK22WyXGPRIJEXAk4Kv52FyIBV8uqREeiB14ouXv3cshbASe-6uX9WaIHo_nH3N7saC6UqDE1FKKyf3LuuuRS3RAiSKGs8894CQjMn6l-C-99kJ1VMHrmqcao7XcmQIRZm67gtAKY/w452-h640/truco%20o%20trat%20(3).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf3sXsme-2QTk59ujFuLtPPAs0wUP7AeYOKvWmbPzhZU-t0mxEMBPlOiihdu2p7tr95CARkCVu9iU-OuOjZ53VT7tdrG4IIgWK91Z6iW0nHx9GrHE-cBK9SdSOmZGP0vtPpRHpQVFDyoz8LXJQIZ0U0qBqjxqtf3FsZRQiNXWMFOII5jGIZ440_CE8Yww/s2000/truco%20o%20trat%20(4).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf3sXsme-2QTk59ujFuLtPPAs0wUP7AeYOKvWmbPzhZU-t0mxEMBPlOiihdu2p7tr95CARkCVu9iU-OuOjZ53VT7tdrG4IIgWK91Z6iW0nHx9GrHE-cBK9SdSOmZGP0vtPpRHpQVFDyoz8LXJQIZ0U0qBqjxqtf3FsZRQiNXWMFOII5jGIZ440_CE8Yww/w452-h640/truco%20o%20trat%20(4).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzUW9gdr3CjAn-Xg4tmjjyER9-TrRxBrCsxZf70COP_DUFTtpHRoSxrd0RaerBFvviPoGaeV70rZm7DSaqS5ixiUOMhbjon1T3b_rCtjGv12e0h3lquYqLWL3Wn2vHXJwr-gD7zFrl92h_iPDeRhtIKR5YlANHOCJ7nN9gWFZo4WJdziXqbTTf99JEPww/s2000/truco%20o%20trat%20(5).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzUW9gdr3CjAn-Xg4tmjjyER9-TrRxBrCsxZf70COP_DUFTtpHRoSxrd0RaerBFvviPoGaeV70rZm7DSaqS5ixiUOMhbjon1T3b_rCtjGv12e0h3lquYqLWL3Wn2vHXJwr-gD7zFrl92h_iPDeRhtIKR5YlANHOCJ7nN9gWFZo4WJdziXqbTTf99JEPww/w452-h640/truco%20o%20trat%20(5).jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1PxsGoi5khtoAthPw0TZQXllYEJ9a8EkW/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><br /></span><p></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><br /></span></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-7767217014474237742023-10-06T01:26:00.001-07:002023-10-06T01:28:54.722-07:00GAFAS POSITIVAS<p> </p><p class="MsoNormal" style="text-align: justify;">Con esta actividad veremos la vida de una forma mucho más positiva. Dicha actividad consiste
en personalizar nuestras propias “gafas positivas”, que usaremos como
herramienta mágica para mejorar la autoestima en niños y niñas. <span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Daremos a cada niño/a unas gafas
para recortar, colorear y decorar a su gusto. Tras haber diseñado las gafas les
explicaremos que estas son mágicas. Cada vez que se las pongan únicamente
podrán ver lo bueno y los aspectos positivos que les rodean.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">De esta manera fomentaremos en
los más pequeños una actitud positiva frente a las diferentes situaciones de la
vida diaria. <b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-0yoIysh8D3uSivceqlY7udCSMOrM3TRZBFO7_jtJa428uouKnOksYMqB_yaSRGMi1PNXjgM51cl3A6YBceaalButGTKGP21p_S-wxMC1sbnejAdMPy8zICA9zV13SxN_bCq1o4BJCYGvFIDa_Y2mDkCXP4FgBQIJkVV9raIZGJA4UKLWcV5gcRREus/s842/557948_result_rotated_001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-0yoIysh8D3uSivceqlY7udCSMOrM3TRZBFO7_jtJa428uouKnOksYMqB_yaSRGMi1PNXjgM51cl3A6YBceaalButGTKGP21p_S-wxMC1sbnejAdMPy8zICA9zV13SxN_bCq1o4BJCYGvFIDa_Y2mDkCXP4FgBQIJkVV9raIZGJA4UKLWcV5gcRREus/w452-h640/557948_result_rotated_001.png" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgufYbgb7y8kMxZqEbichVaH0pWhAXdDv_hjwtY0Q8EEe4HDCWFzQ97e0Wq4tSR7xOz2ErDeU_a9Mg9Krm6wYJUJZndVK7kSJEy9ze6xd7hCvIS5RwTQs6x1fewuw4TrVGtAk8seGEhRu4jls-HfnyTEqk_i0f7ehOaVj-OOjcNT0Jori9PumxVsEYwBRg/s842/557948_result_rotated_002.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgufYbgb7y8kMxZqEbichVaH0pWhAXdDv_hjwtY0Q8EEe4HDCWFzQ97e0Wq4tSR7xOz2ErDeU_a9Mg9Krm6wYJUJZndVK7kSJEy9ze6xd7hCvIS5RwTQs6x1fewuw4TrVGtAk8seGEhRu4jls-HfnyTEqk_i0f7ehOaVj-OOjcNT0Jori9PumxVsEYwBRg/w452-h640/557948_result_rotated_002.png" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpLrS6pqEQxrS67n68-vuHoZwQTsFicLyGvaR5AUOg2MWWsS-T8VAcvpFYuQ2K_omerwNAzazVxWXqjEzystgEFQ5S32wgokhVYXPj5Fxzt1WNIcRbb52W0wIjNEwA0dWlF_fbGOhw9HZ2tXlG1ITxcdbkr431sF1-3QEtwKH5yFFxlo1-sB4aSoXMueA/s842/557948_result_rotated_003.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpLrS6pqEQxrS67n68-vuHoZwQTsFicLyGvaR5AUOg2MWWsS-T8VAcvpFYuQ2K_omerwNAzazVxWXqjEzystgEFQ5S32wgokhVYXPj5Fxzt1WNIcRbb52W0wIjNEwA0dWlF_fbGOhw9HZ2tXlG1ITxcdbkr431sF1-3QEtwKH5yFFxlo1-sB4aSoXMueA/w452-h640/557948_result_rotated_003.png" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4tCGNDdF_EPHSOh_oxx2Het7Uo1vqq-RxsmMNS8VC7RrP74xyE87mqIFSEfLQnQxH95ThOgl79FYK4mgSs-OK_hvh1h6UsLf-K7kQ5SXkayTa1HpWLkQUecLKKXYFG6UMyOGpxjTy2cEAROkqZyY-7cyTZ9XkCJX2USQbwixx5lXM2iH2YgcWAVStMYo/s842/557948_result_rotated_004.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4tCGNDdF_EPHSOh_oxx2Het7Uo1vqq-RxsmMNS8VC7RrP74xyE87mqIFSEfLQnQxH95ThOgl79FYK4mgSs-OK_hvh1h6UsLf-K7kQ5SXkayTa1HpWLkQUecLKKXYFG6UMyOGpxjTy2cEAROkqZyY-7cyTZ9XkCJX2USQbwixx5lXM2iH2YgcWAVStMYo/w452-h640/557948_result_rotated_004.png" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_TAyPEiMlAAznmLD4rKMYdJm-FQh8q0ONYV-m-STYrFh0u2NBfEj6oezDzetA5IJcBJ_L61FlFsTpEpkh5mq5xbfngCRSM0Q2nvQiF7EiNu6xt9DdJEnzWpVNw02xTSLIaJI8BGCaWTgdsrGRHbyKijeKld5fW-MnP2QafHEwfo5k0iUkRo0YaGqBNS8/s842/557948_result_rotated_005.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="842" data-original-width="595" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_TAyPEiMlAAznmLD4rKMYdJm-FQh8q0ONYV-m-STYrFh0u2NBfEj6oezDzetA5IJcBJ_L61FlFsTpEpkh5mq5xbfngCRSM0Q2nvQiF7EiNu6xt9DdJEnzWpVNw02xTSLIaJI8BGCaWTgdsrGRHbyKijeKld5fW-MnP2QafHEwfo5k0iUkRo0YaGqBNS8/w452-h640/557948_result_rotated_005.png" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1DGSJvVsVCb80sxbXA6Zr-foKJ4PErGF2/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><p class="MsoNormal" style="text-align: justify;"><br /></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-42145603907509566222023-09-22T05:34:00.002-07:002023-11-23T04:34:20.630-08:00DISGRAFÍA <p> </p><p class="MsoNormal" style="text-align: justify;">Cuando escuchamos hablar de las dificultades de aprendizaje
y de atención, suele ser sobre la dislexia y el TDAH. La disgrafía queda en un
segundo plano y seguramente no sabemos mucho sobre ella. Se trata de un trastorno
que afecta al desarrollo y la adquisición de la habilidad escritora de los
niños/as, provocando, sobretodo, dificultades en las escrituras libres, en los
dictados, en el copiado de un texto ya escrito y con la ortografía. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Los síntomas de la disgrafía se empiezan a manifestar a
partir de los seis años y se pueden dividir en dos tipologías diferentes:<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Disgrafía motriz: el niño o niña presenta una postura
incorrecta al escribir, maneja de forma inadecuada el lápiz y escribe o muy
rápido o muy lento.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Disgrafía específica: el alumno o alumna presenta una
desviación en la percepción de las grafías. Esto les lleva a escribir letras
que son difíciles de reconocer, además de cometer muchos errores gramaticales y
tener problemas para organizar el contenido en frases y párrafos.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Os proponemos actividades que pueden ayudar a los niños/as a mejorar sus habilidades<span style="mso-spacerun: yes;"> </span>del
procesamiento del lenguaje, motricidad fina, coordinación óculo-manual, la
precisión y la atención. <o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAA7Uz6t4QdYb1uk_cFQ0LUI6mIAN-2JjVdiS9JMMM3v-6WKvpscbVlCPKX0ryJsKwYOASpyD0qzu_xnORguOr0hsNjmewuvIHorQj1H7IDP-oV8yW9i2sJUONGkLJUYzg9qPOpgavdRKld2lBN426lmELpisS_-w7dAqi5Y2uheE0d5uwPVf98xmIt3c/s1920/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAA7Uz6t4QdYb1uk_cFQ0LUI6mIAN-2JjVdiS9JMMM3v-6WKvpscbVlCPKX0ryJsKwYOASpyD0qzu_xnORguOr0hsNjmewuvIHorQj1H7IDP-oV8yW9i2sJUONGkLJUYzg9qPOpgavdRKld2lBN426lmELpisS_-w7dAqi5Y2uheE0d5uwPVf98xmIt3c/w640-h360/1.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaL6Svdty305haNJQK6X323iH__TaYum9q9Tjm3qnGC1CM7AXb8LBodTc81E1mgt_uzjpZtBiClkxZB-oyhdc8doBTIqGV4OuN8U6rqsyqnwFpRMSr9-QD9qgszM2gvvPPa0dwlG1KzZmjPNL6DCc1ouLx3Y29Tz8gtr5leW1hZNpZ5pWZyL5rhpGNNV4/s1920/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaL6Svdty305haNJQK6X323iH__TaYum9q9Tjm3qnGC1CM7AXb8LBodTc81E1mgt_uzjpZtBiClkxZB-oyhdc8doBTIqGV4OuN8U6rqsyqnwFpRMSr9-QD9qgszM2gvvPPa0dwlG1KzZmjPNL6DCc1ouLx3Y29Tz8gtr5leW1hZNpZ5pWZyL5rhpGNNV4/w640-h360/2.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisk-yT7ckclFAPu1VzdXCTjLUJ4Pw85tVPzv_b7UjXi165KWOmBHYqgCOQs30xFQb_R2kooci6_TWAMNp6ZwkUF9ytVLS8on_4ahqY7L7WWEg2dE4cAugK8buviN5PLB2phmqSyRuFI4FAvtWUAldAymT-oRfS06isSjT9dJA8WCAtK_154qHmBoYlbeo/s1920/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisk-yT7ckclFAPu1VzdXCTjLUJ4Pw85tVPzv_b7UjXi165KWOmBHYqgCOQs30xFQb_R2kooci6_TWAMNp6ZwkUF9ytVLS8on_4ahqY7L7WWEg2dE4cAugK8buviN5PLB2phmqSyRuFI4FAvtWUAldAymT-oRfS06isSjT9dJA8WCAtK_154qHmBoYlbeo/w640-h360/3.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcJaC3M1qjR02eVHxTFf5VGi_9n_iNWSRTpmL74XltacQ1WQ-8tv4Jlq9EqhDDz8gbyE905wYlEq3O7lxtnD6qSySt8GXZ6q9hig_D8KpA9OopizOSBfU5dWGMtzxDb3RnVnyK4ysjf8pyxsfqOqtCKFoMiUF8m10gxHZVcKoKSp7ydCneGlhWpiS5OFw/w640-h360/8.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioYumomYhY7xUxY5-tcY4ZeaLFt2R2W5KEPPEWj7KEoXQDQvzIlMgc3_tiswNgtLHRsi7cVmeFJj544d-H86j0WzJTam6kadics6jhesGRaj2il0pnZpTJybzNwoypENG3JkTmShsyewODr1CHniQOYfwGm17MOjPBY0Txb62koBhMjptPSLN7I8h8svQ/s1920/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioYumomYhY7xUxY5-tcY4ZeaLFt2R2W5KEPPEWj7KEoXQDQvzIlMgc3_tiswNgtLHRsi7cVmeFJj544d-H86j0WzJTam6kadics6jhesGRaj2il0pnZpTJybzNwoypENG3JkTmShsyewODr1CHniQOYfwGm17MOjPBY0Txb62koBhMjptPSLN7I8h8svQ/w640-h360/9.jpg" width="640" /></a></div><br /><p class="MsoNormal" style="text-align: center;"><a href="https://drive.google.com/file/d/1Hn2hgh6nANQGgjq0ffLLENb-56jf3rkc/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></p><p class="MsoNormal"><br /></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-61705221785871875732023-09-15T01:01:00.000-07:002023-09-15T01:01:58.134-07:00CARRERA DE INSTRUCCIONES <p><span style="text-align: justify;">Carrera de Instrucciones es una divertida
actividad con la que además de trabajar la motricidad, podemos implementar
multitud de contenidos y adaptarlos en función de las necesidades y
conocimientos de los niños o las niñas que participen en el juego.</span></p><p class="MsoNormal" style="text-align: justify;"><o:p></o:p></p><p class="MsoNormal" style="text-align: justify;">Esta es una actividad con la que
trabajaremos la <b>lateralidad</b>, la <b>expresión</b> <b>y</b> el <b>esquema corporal</b>,
el <b>equilibrio tónico postural</b>, la <b>coordinación dinámica</b> (general y
específica) y el <b>autocontrol</b>.<o:p></o:p></p><p>
</p><p class="MsoNormal" style="text-align: justify;">Se puede jugar de forma
individual o por equipos, y en modo carrera o de forma más relajada y sin
prisas, sin competir. ¿Os animáis?<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnVhccHC_aQ0u0RqlT5eJO-O2f1oK_a5uHblrTTRF0zFRYeXEeZxlWxwOCOU3xcFmBeuXEGYksV3S3yqsJhA2P0TrWBhW89ffJkKD3KMvkrVu0IlkriYzmZu6nEuytTleIUpAdSQW109SRk158eVRJ_INvPAd2tb_sIEu2tweOCfx2NRPvqMHiGiTZYEk/s2000/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnVhccHC_aQ0u0RqlT5eJO-O2f1oK_a5uHblrTTRF0zFRYeXEeZxlWxwOCOU3xcFmBeuXEGYksV3S3yqsJhA2P0TrWBhW89ffJkKD3KMvkrVu0IlkriYzmZu6nEuytTleIUpAdSQW109SRk158eVRJ_INvPAd2tb_sIEu2tweOCfx2NRPvqMHiGiTZYEk/w452-h640/1.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtEFCAcxZmvOk5byg4bQtOOcR7feJMIYQtyWUFA7DgrO3IBTSOL_qKWUjQZLLDt9aOScAAK0_FGX3BQ7BKkiQf10-cZZjWyKduamzz35y0D5GfdnBzN4hBLe9VgcApQQnEWS2W_EH9nVJiT1M5iLYnwLEnlHsLglzvTBv4sd7inIUBsqrgiWwIb_UYPXA/s2000/2.jpg" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNC4q99dx6waFzgx8l69pihCKtDcvhEcgbMeSOVFkvHYaalSmHvKBx-ShJYltXWVpUWmVRzS6ZXU7w9kp3717RYBti0oKn_U9SOkcNMmhMYJjjIvw-oM8j8FobGLff0KHJc2iOE1rHY4f0e8CsUkpkte1rgFOOtmUmbUbcuWIHs1GSa5q6nUI5-oyUObI/s2000/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNC4q99dx6waFzgx8l69pihCKtDcvhEcgbMeSOVFkvHYaalSmHvKBx-ShJYltXWVpUWmVRzS6ZXU7w9kp3717RYBti0oKn_U9SOkcNMmhMYJjjIvw-oM8j8FobGLff0KHJc2iOE1rHY4f0e8CsUkpkte1rgFOOtmUmbUbcuWIHs1GSa5q6nUI5-oyUObI/w452-h640/4.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz0n8RX3SfSkCicFokDIOmaQayNDJeiLvLGz7jHzI-K1d3g-w3jDjcFrkH61FS4RlRdECiGSlhEmxy6R3bLT1gma07To0R7om8tVS29e1tqg29LA04ZaT9V7YGSKfBhfPnLuGn45X1Wzf_ShnOhHaCf1z_k0PTQo-_M6g6bEoWmyUnJDK-4D9TH8wQ5fs/s2000/5.jpg" imageanchor="1" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju06tELF6kBT1n-LP7rHB3a8PiL0CwShVHSwxNGIyQLXWV5Ud9hd3hKpAforlqhGOYPt9MGAmfNNbIBjbI3id3ISvc8AyhEJeRJYB_CWhsAOU4IRQGVA2KntBviCM1vAvFYz5GJf8BiOUzmVhPd36LONBQ1B6Wioi9BVfqXm5vaK244x2H-lEfx35SENc/w452-h640/20.jpg" width="452" /></a></div><p style="text-align: center;"><a href="https://drive.google.com/file/d/1XdG9TIvFcT3YlIdUlM13oiVBOtQqiE0B/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-65509726538531446742023-09-07T01:10:00.001-07:002023-09-15T01:09:59.621-07:00DÍA DE EXTREMADURA<p> </p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif;">Ya estamos de
vuelta!! Venimos con las pilas bien cargadas y con ganas de retomar nuestro
blog. Esperamos hayáis disfrutado y pasado un buen verano. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif;">Y… aprovechando
que mañana día 8 de septiembre se celebra el Día de Extremadura, hemos
planteado una serie de actividades para que los niños/as de manera divertida y
motivadora, puedan celebrar este día; monumentos típicos y términos castúos,
algunos de los cuales aún se siguen utilizando. Además, podrán trabajar la
atención, concentración y memoria.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif;">Que tengáis
un buen día de Extremadura!!<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAk_edYDU_3ohfFmHiaUDjeOp-xRXyAC9NIYPOuyI4QT9R9jsXaT_LQQgt3vHNVeC2R4AvmWlXtENtXHy-XAsuXziY5gjnRRNMDKlMt0is-vkuo8UM2Uov486d_YMqmaG3UFFVypWu1QcERMrXyvDcQUM7IZxA6syOOCGz0tt47_c44mWWCzbIkuJaEyk/s1920/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAk_edYDU_3ohfFmHiaUDjeOp-xRXyAC9NIYPOuyI4QT9R9jsXaT_LQQgt3vHNVeC2R4AvmWlXtENtXHy-XAsuXziY5gjnRRNMDKlMt0is-vkuo8UM2Uov486d_YMqmaG3UFFVypWu1QcERMrXyvDcQUM7IZxA6syOOCGz0tt47_c44mWWCzbIkuJaEyk/w640-h360/1.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWKEbb5qncXxQUjCrlMeyBvvXlghIhn9-0G77Fk7Mb3vO0zRcE8fsLW2TX_QDDQtl225rDElPrBmERaoJ6lUSljN0eypxh1A3aN7lJ47giuA4N1vDszsXwIPYarW-8z8Nw4k2yoBVyi6reddLWgYTNjyEcEyLCF6ixzG5RdSz9Vjv-ccZLbGzAlk9fBy0/s1920/2.jpg" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1wMxFi6gGoICk7G8NFTDTcF315wePVxcQ/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><span style="font-family: "Candara",sans-serif;"><br /></span><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-81700059475727312842023-06-16T00:52:00.000-07:002023-06-16T00:52:34.498-07:00LLEGÓ EL VERANO<p> </p><p class="MsoNormal" style="text-align: justify;">Llegó el verano!! <span style="mso-spacerun: yes;"> </span>Y para
los más pequeños sus vacaciones, momentos para descansar, disfrutar de viajes,
excursiones, parques temáticos, actividades al aire libre, pero también tiempo
para el aburrimiento. Para esos momentos os proponemos una serie de actividades
en las que se trabajará estimulación cognitiva, la atención, la memoria y
planificación entre otras, <span style="mso-spacerun: yes;"> </span>donde los
niños/as podrán ocupar su tiempo. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Nos volvemos a ver en septiembre. Buen verano para todos!<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpvYTWPz7dfOKKqepdzxBWXzDnzaihc2pcol1-Lkp7NqGciavhXEAg0qK19YYhtJgXW3-bRQqXXfWaXM41JCfFfM2O74H2ApSXEgeunGzA74rkQI5LvCqXydIFdd7oEh8EYu3M8C8ssTCK1edsANqjhvinEJvLx-DOkiGy_1cHePdDP5HHIaA0v9Gs/s2000/1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpvYTWPz7dfOKKqepdzxBWXzDnzaihc2pcol1-Lkp7NqGciavhXEAg0qK19YYhtJgXW3-bRQqXXfWaXM41JCfFfM2O74H2ApSXEgeunGzA74rkQI5LvCqXydIFdd7oEh8EYu3M8C8ssTCK1edsANqjhvinEJvLx-DOkiGy_1cHePdDP5HHIaA0v9Gs/w452-h640/1.png" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz02vM22ozcTG3yoyv-PDaqFf3gX-DfeYkxVSWmH6GAusIsISLRp1jgictfYn-Z85ArCV8cF-m8mZlN560rVkzgvBT9EFgX0FHr5Q-sHXtvmdTq8YeYnP8m9jd_wAX2W9uQpdE40WMP10wdL_sGD82hnfMIFzQhzrpuwZe_oTNBbQrDjgOOV8HATGs/s2000/2.png" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="1414" data-original-width="2000" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQp83yOBW6mUxESOsgUv493rIhcsebNDia4UBJR4rnjvmdqNcoX22b9bm5QjESvCiJ4zLCsSK-lUAqglbL0caqGtAp6sii73M_roMxLJXwq0k2ADdJMhvGFGj61gOPyCpwITIx4D-hYvm_ncNe16bPgwpXgbEXlegBLfjSrhZywPhpen2UC7Fl_rZX/w640-h452/17.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZvtO7mrZCMUq0vIcZDkM13nJNTob0Ptc94AdAkB1tBmT07bI6LUPYanDLk2X3sacWxXXRF1E-cON2eBkaXEebmeuu47ibfOsbqT7BYBHWLVeWW8bUi8moKko-I8ITZ78RVpETFttsXqSFqev2RjmeUpV56xOogTl9DBzY27i0Tf1u0BOSEE6_dGAU/s2000/18.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1414" data-original-width="2000" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZvtO7mrZCMUq0vIcZDkM13nJNTob0Ptc94AdAkB1tBmT07bI6LUPYanDLk2X3sacWxXXRF1E-cON2eBkaXEebmeuu47ibfOsbqT7BYBHWLVeWW8bUi8moKko-I8ITZ78RVpETFttsXqSFqev2RjmeUpV56xOogTl9DBzY27i0Tf1u0BOSEE6_dGAU/w640-h452/18.png" width="640" /></a></div><br /><p class="MsoNormal" style="text-align: center;"><br /></p><p class="MsoNormal" style="text-align: center;"><a href="https://drive.google.com/file/d/1tsVxebVxoErfOr5Vk-0E7-5-lNwMD_Az/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-52275859550115705912023-06-09T02:08:00.000-07:002023-06-09T02:08:46.373-07:00PERSIGUE LAS LETRAS<p><span style="text-align: justify;">Os traemos una actividad para
trabajar el lenguaje de una forma divertida y amena, además es adaptable en
cuanto al nivel de dificultad y la edad de los menores con los que vayamos a
trabajar.</span></p><p class="MsoNormal" style="text-align: justify;"><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Además, este juego nos aporta la
posibilidad de reforzar estrategias para mejorar la ortografía, la
discriminación visual y auditiva, la conciencia fonológica, la atención y el
vocabulario.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">En cuanto a los materiales
contamos con una serie de tarjetas variadas:<o:p></o:p></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"><!--[if !supportLists]--><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-</span></span>Tarjetas simples, cada una con una letra del
abecedario (hemos incluido también la LL y la doble R (RR) aunque no formen
parte del abecedario como tal, pero con la idea de poder trabajarlas como
fonemas y como parte de las normas ortográficas).<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"><!--[if !supportLists]--><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-</span></span>Tarjetas de normas de ortografía invariables:(r/rr), (ga,gue,gui,go,gu), (güe/güi), (za, zo, zu, ce, ci), (ca, co, cu, que, qui), (m delante de p y b), (z/d al final de palabra), y variables (igual sonido y diferente grafema): (B/V), (Ge, Gi/Je,Ji), (Y/LL), (X/S) y (uso de la h).</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">- Folios en blanco y lápices.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">-Un tercer grupo de tarjetas con fonemas y grafías que suelen presentar dificultades (d/r suave), (ñ/l), (b/d/p), (s/z), (f/z), (k/t) y (r/d).</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">-Un último grupo de tarjetas con instrucciones simples (Palabras que comiencen, que terminen, que contengan y no contengan una o varias letras...).</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">- Folios en blanco y lápices.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">- Un cronómetro o reloj de arena.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">* Cuando queramos trabajar de forma individual cada ortografía concreta, es recomendable comenzar por las normas de ortografía invariables y después seguir con las normas de ortografía variables. Sobre todo en aquellos casos en los que nos encontremos algún tipo de dificultad o trastorno específico del lenguaje.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"> Modo de empleo:</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"> Esta actividad puede ser realizada de forma individual y por equipos, nosotras os vamos a explicar una de las formas en las que se puede jugar por equipos.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"> Primero, según el número de jugadores que haya formamos 1 ó 2 equipos. A continuación se colocan las tarjetas boca abajo (cada grupo en un montón diferente, separadas las simples (letras del abecedario) de las otras (normas de ortografía). Se agrupan los jugadores de cada equipo y se reparten folios y lápices a cada jugador.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"> Barajamos las tarjetas y las colocamos boca abajo agrupadas por tamaña, quedándonos dos montones, uno con las instrucciones y otro con el abecedario.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"> La persona que media coge primero una tarjeta de las de mayor tamaño y le da la vuelta, en función de lo que diga la tarjeta habrá que coger una tarjeta pequeña con letras del abecedario o no. Se les enseña a los dos grupos participantes la tarjeta y se coloca el cronómetro (con el tiempo que hayamos establecido anteriormente en función de la dificultad que queramos dar a la actividad). Cada grupo deberá escribir cuantas palabras puedan que se correspondan con la instrucción que daba la tarjeta en el tiempo que se halla acordado. El equipo que haya conseguido apuntar más palabras que cumplan los requisitos de la tarjeta se lleva un punto. Se continúa del mismo modo hasta que uno de los dos equipos se proclame vencedor.</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">* Variante de juego: Una variante divertida para jugar de forma individual consiste en que el participante además de pensar una palabra que contenga las características que pide la tarjeta escogida, realice un dibujo sencillo sobre la palabra. Por ejemplo: Si aparece la tarjeta "Palabras que contengan f/z" el niño o la niña tiene que pensar una palabra que contenga la letra f o la letra z y realizar un dibujo, por ejemplo "flor", "frambuesa" "cereza" o "abrazo".</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"><br /></p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAEk-nxiVi_J5PRaQmsdKZGXh1QhZIQVhHiBqK-SsXSLCca8wf3TgaZ4Nu1zArehItU9KZb2LAQ6IlzXcUrk39nFdvBm3RqA0fuSSSPV7uVgwjO-cMvkO9N624COFTpLWg0xH-HwSHDTAU7uTnesk-wtUAcJRrcNvtQ-r4n9eXyiHpDbvIdBRiouCe/s2340/Palabras%20que%20contengan-01.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2340" data-original-width="1653" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAEk-nxiVi_J5PRaQmsdKZGXh1QhZIQVhHiBqK-SsXSLCca8wf3TgaZ4Nu1zArehItU9KZb2LAQ6IlzXcUrk39nFdvBm3RqA0fuSSSPV7uVgwjO-cMvkO9N624COFTpLWg0xH-HwSHDTAU7uTnesk-wtUAcJRrcNvtQ-r4n9eXyiHpDbvIdBRiouCe/w452-h640/Palabras%20que%20contengan-01.png" width="452" /></a></div><br /><div class="separator" style="clear: both; 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Medioambiente, nos<span style="mso-spacerun: yes;"> </span>sumamos a esta fecha
proponiendo una actividad para este día.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El cuidado de la naturaleza y del entorno que nos rodea es
fundamental para preservar el planeta y garantizar un mundo mejor en el futuro.
Una tarea que deben llevar a cabo los niños/as desde pequeños para que
cuando crezcan puedan disfrutar de un mundo similar al que conocen en la
actualidad.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">A los niños/as les entretiene muchísimo trabajar con las manos
y crear piezas que para ellos/as sean muy valiosas. Por esa razón, os proponemos
incentivarlos/as al reciclaje de materiales inorgánicos, dándoles una segunda
oportunidad al transformarlos. El reciclaje es uno de los valores más
importantes que podemos enseñar a nuestros hijos/as.<o:p></o:p></p><p class="MsoNormal" style="text-align: justify;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ezmvm5p3tpS0mCntOJpuDIGucqwRQmkf1SUlt4xWAjTW3JiYVtbyGEXhxSiBC9I4xGvgYD0SrPFwJ_3vtXslmtIJEB-nHyjWb-b6_0XhwK9tnEUdEROKD1fTtsYPSN1PsUPJJKFZSzBov2FDC_yjZXqn76W0grfxHNvyEaZpQMjYEXZvP1rv8XQO/s1920/1.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ezmvm5p3tpS0mCntOJpuDIGucqwRQmkf1SUlt4xWAjTW3JiYVtbyGEXhxSiBC9I4xGvgYD0SrPFwJ_3vtXslmtIJEB-nHyjWb-b6_0XhwK9tnEUdEROKD1fTtsYPSN1PsUPJJKFZSzBov2FDC_yjZXqn76W0grfxHNvyEaZpQMjYEXZvP1rv8XQO/w640-h360/1.jpg" width="640" /></a></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih_fkgXLgXX48jAJHCs6RPOlpbjUV8-80AqqTnqWn7JMFYRWuLqH2238j9b8K1sJ9S7RoRykXXs-zP7ageTWZ6HUQ2sXptGh5fuI1jyqYMWFmaCogtgD-gIKtNpZMqQbr-Ey9S4PHmOutyCruDw4yRjSwrn6oq67SacbuORioRfjGQu8vhuE-Hcj3O/s1920/2.jpg" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_2c-9E5MSXEbRTvNvNAHQH7hCTgFIzxzC8SIhOcSo2cI_ILWlitR3iA0eQm9sVB1Xrjcms0dWrs_F2YL2NN5jKZEA2daWMcSGoR5TeQ7ERpI5_ufMVhenFxg4ux26me0Q6hEAap9xweHulzsT9y8i7d1IagDJetP61Wa4kkJ_Rt3AMzl-_GppY4d/w640-h360/5.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi8V2eJUbs3qJpkHvrpDod1hF9LurnkDMnh2k9cZMClPih4XMXdAICmS-a4lmiftHUh5RjHSYczqU0xdt6RzURMv1P-6Ss4DUGwZVPQwdlHu_1-L7VA7RLX0x2DW1LTyZf8CcSfTGAQTPVpMLfaxLptsPBnF5rE3FikOkV9vz8y7M4lEBs6yFyYOL4j" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/a/AVvXsEi8V2eJUbs3qJpkHvrpDod1hF9LurnkDMnh2k9cZMClPih4XMXdAICmS-a4lmiftHUh5RjHSYczqU0xdt6RzURMv1P-6Ss4DUGwZVPQwdlHu_1-L7VA7RLX0x2DW1LTyZf8CcSfTGAQTPVpMLfaxLptsPBnF5rE3FikOkV9vz8y7M4lEBs6yFyYOL4j=w640-h360" width="640" /></a></div><br /><div style="text-align: center;"><a href="https://drive.google.com/file/d/124428ljMoS4QwOyjyKz-XRQfsifI1szX/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><o:p></o:p><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-88469609096783875162023-05-26T01:44:00.000-07:002023-11-23T04:34:46.534-08:00LENGUAJE EN APUROS<p> </p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: 12.0pt; line-height: 150%;">La dificultad en el lenguaje se
refiere a los obstáculos que algunas personas experimentan en la adquisición,
comprensión y uso del lenguaje. Estas dificultades pueden afectar la capacidad
de una persona para comunicarse de manera efectiva en situaciones sociales,
académicas y profesionales. Pueden ser causadas por una variedad de factores,
que van desde condiciones médicas y neurológicas hasta problemas ambientales y
sociales.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: 12.0pt; line-height: 150%;">Pueden manifestarse de diferentes
maneras, dependiendo de la persona y la causa de la dificultad. Es importante
tener en cuenta que la dificultad en el lenguaje no es una indicación de falta
de inteligencia o habilidades, sino más bien una condición que requiere
intervención y apoyo especializado para superarlas y desarrollar habilidades
lingüísticas. Os presentamos algunas actividades que pueden servir para trabajar
estas dificultades.</span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: 12.0pt; line-height: 150%;">En primer lugar, os planteamos una
actividad para trabajar la conciencia fonológica, la cual implica desarrollar
la habilidad de reconocer y manipular los sonidos del habla. Una actividad
efectiva para trabajar esta habilidad es utilizar imágenes y pedir a los/as
niños/as que identifiquen la inicial de cada palabra representada por la
imagen. Luego, pueden ordenar las iniciales para formar palabras ocultas. Esta
actividad ayuda a los/as niños/as a conectar los sonidos del habla con las
letras correspondientes, lo que es fundamental para el proceso de lectura y
escritura. Al practicar la segmentación y manipulación de los sonidos, los/as
niños/as mejoran su capacidad de decodificar y codificar palabras, así como su
comprensión de cómo funciona el sistema de escritura.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGZM_I92SsPTBpPhHT5_CCPnkcje-YWI8erltqYCT8_2oyCoAyyuHmblZLU9PL-z7tUpvti0xqUoNd4sONJvgtwLg1YaL5WTJzWohXyOfnzEbXdJTrEWNUg-tRZs9ShHiKA8gxanY1chBBxcLaahW1ezQc19Xy4svD2rY4dGRuznJPB1DGnvW2RS9g/s2000/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1414" data-original-width="2000" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGZM_I92SsPTBpPhHT5_CCPnkcje-YWI8erltqYCT8_2oyCoAyyuHmblZLU9PL-z7tUpvti0xqUoNd4sONJvgtwLg1YaL5WTJzWohXyOfnzEbXdJTrEWNUg-tRZs9ShHiKA8gxanY1chBBxcLaahW1ezQc19Xy4svD2rY4dGRuznJPB1DGnvW2RS9g/w640-h452/1.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhasVvLQVymwFCRxyLMffQ60Dlu4Fgbih7gzySNFC1dch3VNhMfRqdAO1jS9n_y0sjfVtBrkzd5O_WSsoTRUK4G0daGMgm66p2wYZpJOFJ6UcdnRyfGIJOgqXX-ZuxNxrguZ7NLLLJxR1oiQEdSXOtHNyPMI5mUhRdXmEFyJ7LJAfAnw7a1uBulEHuf/s2000/2.png" imageanchor="1" style="margin-left: 1em; 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<p class="MsoNormal" style="line-height: 150%; tab-stops: 357.0pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><o:p></o:p></span></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-1542986496361732542023-05-19T01:50:00.000-07:002023-05-19T01:50:18.426-07:00IGUALDAD DE OPORTUNIDADES<p> </p><p class="MsoNormal" style="text-align: justify;">Hoy os traemos una actividad
donde podremos reflexionar sobre el derecho a la igualdad de oportunidades,
que es el término que significa una sociedad justa que proponga las mismas
posibilidades a todas las personas sin discriminar a nadie.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Todas las personas nos merecemos tener los mismos derechos,
todas somos necesarias, a veces las etiquetas, estereotipos o creencias nos
hacen pensar erróneamente sobre los demás y no le damos oportunidad de
demostrarnos sus cualidades. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Lo más importante siempre es
valorar todo lo que podemos aportar nosotros/as y lo que nos pueden aportar los
demás.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Por eso… te traemos varias
actividades para reflexionar sobre ello, ¿te atreves?<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF_VOaV-FcqsBMXrvQI4JcKKjI-q5Xkz8RGKEG5VOY9m2pCM5aJUtIdswVrhOUyxbJb9PZCpz4LXUkn2_BErZyK2bCbCeYISn4BMtJpCFPlfLKA-bq8KfnbAkDGXW8cgIeSRxUFV2j06oPlLw5ZZ65f76gf1yffzirmVfiu-8bHfWnGT6V5Gw_DGQP/s1920/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF_VOaV-FcqsBMXrvQI4JcKKjI-q5Xkz8RGKEG5VOY9m2pCM5aJUtIdswVrhOUyxbJb9PZCpz4LXUkn2_BErZyK2bCbCeYISn4BMtJpCFPlfLKA-bq8KfnbAkDGXW8cgIeSRxUFV2j06oPlLw5ZZ65f76gf1yffzirmVfiu-8bHfWnGT6V5Gw_DGQP/w640-h360/1.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijtMC_Ty_yH_2Upr_ZFYVsgijvwQl2MyLtcaRjk8W-0BgXi4gi5rRyQ59NO_gPF9iw4Ox2-UgeKHrM22mjcBpPyDZIfJdY_g4Iqazt2jFqC7jy_5mYO0b5I2BACiuNKzoFfAuWv-a3_6mBJ6Duu-RSljeJ-WHKFT5-CqaxnjbEkQjJTfswvjDWUe2K/s1920/2.jpg" imageanchor="1" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTvSUpX8n4XEsOwmzjN-n_UtyI3EVMNavFRK8GyjF5NLr-VEiFOh7Lvd48qioApiwALctisOAHU7rvd_iTVbw9MBpiIAJpSMhOXZ5gmAob_Oijb_lmrevra5L6HaZGf_mUMKhnN4ABHZw4RvirhHtfFnKDKiwElikxIERccvKlzErr5206bAhL30KM/w640-h360/8.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;"><a href="https://drive.google.com/file/d/1HLQn05Us_a1MyCl3lczL4u7hiuGOdKgI/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><p class="MsoNormal" style="text-align: justify;"><br /></p>
<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-28107468485473208872023-05-12T00:54:00.000-07:002023-05-12T00:54:41.487-07:00DÍA ESCOLAR DE LA FAMILIA<p style="text-align: justify;"> </p><p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">Se aproxima el DÍA ESCOLAR DE LA
FAMILIA, es muy importante tomar conciencia sobre el papel fundamental de las
familias en la educación de los/as hijos/as y de lo beneficioso de compartir
tiempo junto a ellos/as. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">Inspirándonos <span style="mso-spacerun: yes;"> </span>en los escape room os proponemos un juego
divertido donde podrá participar toda la familia. Se trata de una experiencia
de gamificación, contextualizada en una historia, en la que se van siguiendo
pistas para superar retos. Superándolos conseguiréis una recompensa final que
un miembro de la familia, sin que el resto lo sepa, preparará. Podrían ser
chuches, una salida al parque, montar en bici, comer en el restaurante
favorito… lo que más os guste. Pueden jugar cuantas personas quieran, pues se
adapta a cualquier número de jugadores.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Con esta actividad se fomenta el desarrollo intelectual de
los niños/as, aumentando sus capacidades de lógica, la autoconfianza, además de
estimular sus habilidades, la empatía, mejorar la comunicación, el trabajo en
equipo y la toma de decisiones.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">Solo queda limitar el juego a un
tiempo determinado (mínimo 30 minutos), iniciar el temporizador y divertirse!</p><p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><br /></p><p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKmD2dG3XSyKDhonKP1BSHfeDgu49gT9yVafKI8DbGV-y-CNcRq6EjBJbCEjfJ5vVzr5CcoTWtWkAVvcRgVFcyetnZICr5G-1tfQY-662rg56MMN5V14NIeoNbvQ2C5Jbmyo-iAceUn0Y8OOmSZ62AkKbjFk-xtl1kf5hMDSGi8AokjFwS8BbrxDft/s2000/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 47.2px;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKmD2dG3XSyKDhonKP1BSHfeDgu49gT9yVafKI8DbGV-y-CNcRq6EjBJbCEjfJ5vVzr5CcoTWtWkAVvcRgVFcyetnZICr5G-1tfQY-662rg56MMN5V14NIeoNbvQ2C5Jbmyo-iAceUn0Y8OOmSZ62AkKbjFk-xtl1kf5hMDSGi8AokjFwS8BbrxDft/w452-h640/1.jpg" width="452" /></a></p><p class="MsoNormal" style="text-align: justify; 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text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-lJKEk4Zoj1PvMePdGrfEPKULcchBSX5JJDQMyLjBA6Knts8Sxy6n3DNSAPDa5SGt1kwB2bPk_04mqJ78pkq_ZQfnB1XLKR0ixDgsQbia_YjFYxe8L2-WCNEjSo5UapjFoa1oa3D9zdkMfmv2WFimOxw5fw9Xno9TpPp94Wky3Kkcc8NWK2ngGOt9/s2000/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-lJKEk4Zoj1PvMePdGrfEPKULcchBSX5JJDQMyLjBA6Knts8Sxy6n3DNSAPDa5SGt1kwB2bPk_04mqJ78pkq_ZQfnB1XLKR0ixDgsQbia_YjFYxe8L2-WCNEjSo5UapjFoa1oa3D9zdkMfmv2WFimOxw5fw9Xno9TpPp94Wky3Kkcc8NWK2ngGOt9/w452-h640/15.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;"><a href="https://drive.google.com/file/d/1mLjs56iuCZjxYy83VtqnM3CEDak_b5bc/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><o:p></o:p><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-61071483405549438102023-05-08T05:32:00.001-07:002023-05-08T05:32:50.930-07:00ESCAPE ROOM PARA ENSEÑAR A PENSAR<p>Con esta actividad vamos a enseñar a pensar al alumnado, lo vamos a hacer a través de un escape room en el que tendrán que realizar varias pruebas trabajando, las habilidades sociales y las emociones.</p><p>Esta actividad está dirigida a alumnos/as de Educación Primaria y tiene como objetivo fomentar el trabajo en equipo y descubrir cuáles son las emociones básicas. </p><p>La metodología consistirá en:</p><p>Explicar resumidamente cual es el objetivo principal de la actividad, la cual es conocer las emociones básicas a través del trabajo cooperativo.</p><p>Se divide a los alumnos/as en cinco grupos (uno por cada emoción básica), se les explica la actividad y se hace hincapié en la que se va a realizar ese día.</p><p>Una vez que se hayan completado todas las actividades, se les entrega el cofre final, el cual tiene que ser abierto entre todos los miembros del grupo.</p><p>Por último, se descubrirán las emociones y se hablará con los alumnos/as sobre esas emociones básicas. </p><p>Los materiales que necesitaremos son:</p><p>Cajas o bandejas para la mesa de texturas.</p><p>Objetos para las cajas o bandejas de la mesa de texturas.</p><p>Crucigramas impresos en blanco.</p><p>Bolígrafos, lápices o rotuladores.</p><p>Teclado de teléfono impreso.</p><p>Folios en blanco.</p><p>Candados.</p><p>Llaveros para abrir los candados.</p><p>Trabalenguas impresos.</p><p>Cofre o caja.</p><p>Emociones básicas impresas.</p><p><br /></p><p><span style="text-align: justify;">Nuestro escape room va a consistir en cinco pruebas diferentes. En cada pruebas conseguirán un número. Una vez que acaben todas las pruebas, se les dará un cofre conjunto y tendrán que adivinar el código con los números que han conseguido en las pruebas. </span></p><p><span style="text-align: justify;">Las pruebas son las siguientes:</span></p><p><span style="text-align: justify;"><b>1. MESA DE TEXTURAS: </b>Se trata de hacer una mesa de texturas (se puede hacer con cajas) y dentro de cada cajón meter algunos objetos. Se les dará una lista de objetos que tienen que buscar y conseguir. Para ello tendrán que buscarlos investigando en las cajas de las texturas.</span></p><p><span style="text-align: justify;"><span style="font-size: x-small;"><b>Solución</b>: en la mesa de texturas se encontrará el número 5 dentro de ellas y éste sería el primer número del código final.</span></span></p><p><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;"><b>2 CRUCIGRAMA</b>: Consiste en resolver un crucigrama (Puede ser este o cualquier otro).</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><span style="border: none; display: inline-block; height: 136px; overflow: hidden; width: 190px;"><img height="165.0181540833525" 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" style="margin-left: -5px; margin-top: -18.788199752020887px;" width="204.99999999999997" /></span></span></p><p><b style="font-weight: normal;"><u>Horizontales:</u></b></p><p><b style="font-weight: normal;"><span> </span><span> </span><span> 1. Objeto de cera que se utiliza para alumbrar.</span><br /></b></p><p><b style="font-weight: normal;"><span><span> </span><span> </span><span> 3. Lugar donde se exponen objetos o curiosidades y que puede atraer el interés del público.</span><br /></span></b></p><p><b style="font-weight: normal;"><span><span><span> </span><span> </span><span> 4. Instrumento metálico, con forma de copa invertida, que suena al ser golpeado con un martillo exterior o al ser sacudida.</span><br /></span></span></b></p><p><b style="font-weight: normal;"><span><span><span><span> </span><span> </span><span> 5. Vehículo que sirve para deslizarse por la nieve o el hielo. </span><br /></span></span></span></b></p><p><u>Verticales:</u></p><p><span> </span><span> </span><span> 1. Pieza, normalmente con forma de círculo, con la que un conductor dirige un vehículo.</span></p><p><span style="font-size: small; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: justify; vertical-align: baseline; white-space: pre-wrap;"><b>Solución: </b></span><span style="font-size: small; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: justify; vertical-align: baseline; white-space: pre-wrap;">el número que se sacaría aquí sería el número 7 con la pregunta ¿Cuántos días tiene la semana? y este sería el segundo número del código final. Esta sería la única pregunta cuya solución fuese un número.</span></p><p><span style="text-align: justify;"><b>3. TELÉFONO CON MENSAJE OCULTO: </b>Se les dará una frase que tendrán que descifrar usando un teclado de teléfono. El primer número es el que tienen que pulsar, y el que aparece al lado, entre paréntesis, es el número de veces que lo tienen que pulsar para poner la letra correcta.</span></p><p><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">La frase es: “Las barreras las pones tú”, y tendrán que descifrarla a través de lo siguiente:</span></p><p dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">5(3) 2(1) 7(4) 2(2) 2(1) 7(3) 7(3) 3(2) 7(3) 2(1) 7(4) 5(3) 2(1) 7(4) </span></p><p dir="ltr" style="line-height: 1.7999999999999998; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt; text-align: justify;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">7(1) 6(3) 6(2) 3(2) 7(4) 8(1) 8(2)</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><span style="border: none; display: inline-block; height: 130px; overflow: hidden; width: 95px;"><img height="130" 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" style="margin-left: 0px; margin-top: 0px;" width="95" /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><br /></p><p><b style="font-size: small; text-align: justify;">Solución</b><span style="font-size: small; text-align: justify;">: aquí la solución sería sumar el número total de vocales que sale en la frase que consiguen con esto y éste número sería el<b> 8,</b> siendo este el tercer número del código final.</span></p><p><b style="text-align: justify;">4. ABRIR CANDADOS A TRAVÉS DE CUENTAS MATEMÁTICAS: </b><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">Se les dará unos candados que tendrán escritos unos números, y se les dará también unos llaveros que tendrán escritas cuentas matemáticas. Consiste en que emparejen los llaveros con los candados de forma correcta.</span></p><p><b style="font-weight: normal;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"><span style="border: none; display: inline-block; height: 132px; overflow: hidden; width: 208px;"><img height="375.592105263158" 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" 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" style="margin-left: -38.958333333333336px; margin-top: -145.1720430000528px;" width="275.9166666666667" /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Solución: </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Aquí se diría que el número menor que en este caso es el </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">3</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> sería el cuarto número del código final. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><b style="text-align: justify;"><br /></b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;"><b>5. TRABALENGUAS:</b> Consiste en que repitan los diferentes trabalenguas sin equivocarse.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">* Tres tristes tigres tragan trigo en un trigal.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">* Pancha plancha con 8 planchas, ¿Con cuántas planchas plancha Pancha?</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">* El cielo está encapotado, ¿Quién lo desencapotará? El que lo desencapote, buen desencapotador será.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">* Pablito clavó un clavito, ¿Qué clavito clavó Pablito?</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-size: 12pt; text-align: justify; white-space: pre-wrap;">* El perro de San Roque no tiene rabo porque dicen que Ramón Ramírez se lo ha cortado.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Solución</span><span style="font-family: Arial; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: Aquí sería coger el mayor número que salga en uno de los trabalenguas, que en este caso sería </span><span style="font-family: Arial; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">8</span><span style="font-family: Arial; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> y sería el último número del código final.</span></p><p>El código final sería : <b>57838</b></p><p>Pero con esto no acabaría el escape room, ya que una vez abierto el cofre se encontraría dentro de este 5 emojis y cinco palabras que serían:</p><ol style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Alegría.</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Miedo.</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Ira.</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Asco.</span></p></li><li aria-level="1" dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Tristeza.</span></p></li></ol><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Y para finalizar el escape room solo tendría que colocar cada emoji con la palabra que le correspondiera. </span></p><p><br /></p><p>Esta actividad forma parte de un proyecto APS realizado por los alumnos/as:</p><p>David Escobar Leranca</p><p>Gisela García Roncero</p><p>Nazaret Gómez Cabezas</p><p>Aurora Gordillo García-Moreno</p><p>Miguel Leitón Lorente</p><p>Pilar Medina González</p><p>Todos y todas pertenecen al grupo de 3º del Grado de Psicología de la Facultad de Educación y Psicología de Extremadura.</p><p><br /></p><p>Desde Cocemfe-Badajoz, os agradecemos vuestra participación y colaboración con nuestra entidad.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhclY7400wWpjimFpZCbTlGCzkBk4Ns57-HTKNgZzKmasTIfRVYJtW5G7sf_9dRKRZCJroFIEbDGZH_E7-nfxyu_yT8SI-KOHrMdOZX8n93o2SFJRw6HUcjIC_4Nsb7tbFbKwp3f_GswKBI4hwYS1Rw_I96_G6UcTSgWdvp2q7tw3WGCIbh06gjL7Xq/s995/WhatsApp%20Image%202023-05-08%20at%2011.48.05.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="967" data-original-width="995" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhclY7400wWpjimFpZCbTlGCzkBk4Ns57-HTKNgZzKmasTIfRVYJtW5G7sf_9dRKRZCJroFIEbDGZH_E7-nfxyu_yT8SI-KOHrMdOZX8n93o2SFJRw6HUcjIC_4Nsb7tbFbKwp3f_GswKBI4hwYS1Rw_I96_G6UcTSgWdvp2q7tw3WGCIbh06gjL7Xq/s320/WhatsApp%20Image%202023-05-08%20at%2011.48.05.jpeg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br />¡MUCHAS GRACIAS!</div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-26683380738170753102023-05-05T02:43:00.001-07:002023-05-05T03:32:56.113-07:00LA OCA DE LA AUTOESTIMA<p> </p><p class="MsoNormal"><span style="text-align: justify;">Esta actividad está basada en el
juego de mesa tradicional de “La oca”, sin embargo, esta versión tiene como
objetivo fomentar la autoestima y el conocimiento de nuestras emociones.</span></p><p class="MsoNormal" style="text-align: justify;"><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">La autoestima es la valoración
positiva o negativa que cada persona hace de su autoconcepto, valoración que va
acompañada de sentimientos de valía personal y autoaceptación; concepto que
durante el desarrollo de los niños/as y adolescentes es importante trabajar.
Por ello, trabajarlo en forma de juego resulta más interesante y atractivo para
ellos/as.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Con este juego además de trabajar
la autoestima y el conocimiento de las emociones, se trabaja:<o:p></o:p></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Habilidades motoras básicas<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Comunicación asertiva<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Creatividad<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Estrategia <o:p></o:p></p>
<p class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Trabajar por objetivos <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El objetivo final que se pretende
es hacer a los participantes más conscientes de las características personales
de cada uno/a.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsBsxYsXi_v8007_JDhSRcyVOy78umQfWYvKj5gly1muO4KqgxDAPmAx7If7cljNL8JMrqZApXymLRR0ob3Pyv4Gx153JcZ848rmkcssMEJmTHthf_cANWncJ5xlJOUPV9nqQbCYd2dwI-s1mm9bJ_ndeKxKDaNXq_hqQAW68Rd3na-htT6Sjryx9F/s3000/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1688" data-original-width="3000" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsBsxYsXi_v8007_JDhSRcyVOy78umQfWYvKj5gly1muO4KqgxDAPmAx7If7cljNL8JMrqZApXymLRR0ob3Pyv4Gx153JcZ848rmkcssMEJmTHthf_cANWncJ5xlJOUPV9nqQbCYd2dwI-s1mm9bJ_ndeKxKDaNXq_hqQAW68Rd3na-htT6Sjryx9F/w640-h360/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_001.jpg" width="640" /></a></p><p class="MsoNormal" style="text-align: justify;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIYATtihalFtSntIjojf_flAl7PsB1wwTxRiwlOoPpMgC5XH8p6LEAtTj7UTplD68ZeFsjPrtKy2swWmnOiTQD3jPX1R-miviE4W3jlcQHBc5KfozA0HmlWKmE22n6pq6BxKIWnYb8x1iRHDkrsRSjD2TYDosiEKVNSm7cIlbDqSYXZWpv8q12_HL1/s3000/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="3000" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIYATtihalFtSntIjojf_flAl7PsB1wwTxRiwlOoPpMgC5XH8p6LEAtTj7UTplD68ZeFsjPrtKy2swWmnOiTQD3jPX1R-miviE4W3jlcQHBc5KfozA0HmlWKmE22n6pq6BxKIWnYb8x1iRHDkrsRSjD2TYDosiEKVNSm7cIlbDqSYXZWpv8q12_HL1/w640-h360/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_002.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifcJMolITjcn9UUIcLlI3fUWEwpDMXmYNzw4oRC-UNPB3nzmmlXbi7PSzguhS11CdiiBdrg5-ZvRvqUkdOOoLVgmS2FvVSBpLTJnoXwKauZ9cUkE2opgJAeSHtQwp6O7KNfOVl9EQgzAK0323oJ-IkQ-ZsvpoGBenEF3sUlGr0zCTF6E1soEKrEXOE/s3000/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="3000" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifcJMolITjcn9UUIcLlI3fUWEwpDMXmYNzw4oRC-UNPB3nzmmlXbi7PSzguhS11CdiiBdrg5-ZvRvqUkdOOoLVgmS2FvVSBpLTJnoXwKauZ9cUkE2opgJAeSHtQwp6O7KNfOVl9EQgzAK0323oJ-IkQ-ZsvpoGBenEF3sUlGr0zCTF6E1soEKrEXOE/w640-h360/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_003.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDEBbGxhwOlT5P3uheTSg3fgHCJsQOhc5AmnvEhT8yPHKLPsTr9MN27J_JeLRoy4kdMDyzNxXUoQXtazdUVP3uRv64QCogPd5wMoP4UidwqYSojf94gZuFXqPsEYc5eU87KZVyRJWsYvj6U6fZLTSgtcM9gUEp9T6PGOdpku5rSIxWBKBgpPSYvPW6/s3000/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="3000" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDEBbGxhwOlT5P3uheTSg3fgHCJsQOhc5AmnvEhT8yPHKLPsTr9MN27J_JeLRoy4kdMDyzNxXUoQXtazdUVP3uRv64QCogPd5wMoP4UidwqYSojf94gZuFXqPsEYc5eU87KZVyRJWsYvj6U6fZLTSgtcM9gUEp9T6PGOdpku5rSIxWBKBgpPSYvPW6/w640-h360/LA%20OCA%20DE%20LAS%20EMOCIONES%20Y%20AUTOESTIMA_004.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1oXNciDf6zXYMo3I7wlThh8kPDs9LQOrc/view?usp=sharing">PINCHAR AQUÍ PARA DESCARGAR</a></div><br /><o:p><br /></o:p><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-73725460882732694952023-04-28T03:29:00.002-07:002023-04-28T03:47:33.122-07:00DÍA DEL TRABAJO<p> </p><p class="MsoNormal" style="text-align: justify;">El Día del Trabajo
es una celebración importante que conmemora los logros y contribuciones de los/as trabajadores/as a nivel mundial. En el ámbito educativo, es una excelente
oportunidad para enseñar a los/as niños/as sobre el valor del trabajo y las
diferentes profesiones que existen.</p><p class="MsoNormal" style="text-align: justify;"><span lang="es">Para ello, en esta
ocasión os traemos esta actividad con la que los niños/as además de trabajar
muchos aspectos distintos, pasarlo bien y celebrar este día 1 de mayo, podrán desarrollar las siguientes habilidades:<o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="es">Capacidad de comunicación y
expresión<o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;"> </span></span><span lang="es">La escucha activa<o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="es">Atención <o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="es">Memoria<o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="es">Capacidad de trabajar
cooperativamente<o:p></o:p></span></p><p class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="es">-<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="es">Capacidad de organizar la
información verbal <o:p></o:p></span></p><p>
</p><p class="MsoNormal" style="margin-left: 36pt; text-align: justify;"><span lang="es"> </span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho3MVwf7ZX6PauO9n1ep_29FEdjff1tlFUUD5My0G2rV56m5LFx98jMbR7mOB2lHw7A0SEoHioUHmIpR3PeSPUD1BPVuTzwukfZJu5sDKqNm0iSYtxWNE6Bs7aTYZk-sa-KN4yLfYD5Ux3sMSppng2US3UFS46wmbI46EB5eH4bYm5ov58SK0imnV2/s3000/DIA%20DEL%20TRABAJO_001.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1688" data-original-width="3000" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho3MVwf7ZX6PauO9n1ep_29FEdjff1tlFUUD5My0G2rV56m5LFx98jMbR7mOB2lHw7A0SEoHioUHmIpR3PeSPUD1BPVuTzwukfZJu5sDKqNm0iSYtxWNE6Bs7aTYZk-sa-KN4yLfYD5Ux3sMSppng2US3UFS46wmbI46EB5eH4bYm5ov58SK0imnV2/w640-h360/DIA%20DEL%20TRABAJO_001.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; 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text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Sensibilización Cocemfe-Badajozhttp://www.blogger.com/profile/12189155117558678869noreply@blogger.com0tag:blogger.com,1999:blog-6493981772580723325.post-70481214907313260382023-04-21T05:09:00.000-07:002023-04-21T05:09:35.602-07:00CONVIVENCIA CON LOS MAYORES<p class="MsoNormal">El día 28 de abril celebramos el Día Escolar Europeo de la Solidaridad y
la Convivencia con los Mayores, como objetivo nos planteamos que exista
un diálogo de convivencia entre mayores y jóvenes que favorezca la comprensión mutua.</p><p class="MsoNormal"><span style="text-align: center;">Por ello, hemos creado una pequeña lista de juegos para
poder hacer en familia, con los mayores que tengamos a nuestro alrededor, también incluimos una receta y un puzzle de refranes.</span></p><div class="separator" style="clear: both; text-align: center;"><p class="MsoNormal"><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Además de compartir tiempo menores y mayores, podremos
trabajar funciones ejecutivas, como la atención, organización, planificación…
la motricidad y la agilidad mental también son aspectos que vamos a practicar.<o:p></o:p></p>
<p class="MsoNormal">¿Te atreves a jugar?<o:p></o:p></p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; padding: 0cm; text-align: justify;"><o:p> </o:p></p>
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