tag:blogger.com,1999:blog-49525188770397855792024-03-05T17:12:55.005+01:00borraghanchosEl arte es una búsqueda sin fin,y en la escuela solo te pueden enseñar a reconocer las herramientas que necesitas.
Que son:la creatividad,la sensibilidad y la intuición.
(Juanjo Sáez)margacamarerohttp://www.blogger.com/profile/01005294717631572454noreply@blogger.comBlogger337125tag:blogger.com,1999:blog-4952518877039785579.post-68258229928278433902017-06-11T09:26:00.000+02:002017-06-11T09:26:44.808+02:00Arte Natural: Madera y Luz<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Tras ver la exposición de <i style="font-weight: bold;"><a href="http://www.panchocastelo.com/biografia.htm">Pancho Castelo</a>: </i>"Metamorfose do Bosque Atlántico"</span></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">Creamos con troncos en la mesa de luz:</span></div>
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<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.kizoa.com/embed-114790639-P404960189o2l1" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-17355626204351045562017-06-11T09:22:00.004+02:002017-06-11T09:22:55.338+02:00Una Robot muy puntillosa<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Recreamos a robotina usando plastilina, puntillas y limpiapipas, estampamos con corcho.</span></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-46488437983867704362017-06-11T09:21:00.000+02:002017-06-11T09:21:03.573+02:00Abstracción (Tinta China y Papel de Arroz)<div class="separator" style="clear: both; text-align: center;">
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<br />mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-41959197338045837132017-03-25T18:32:00.002+01:002017-03-25T18:32:49.490+01:00Simetría con tinta Mezclada<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Ponemoa a remojo los rouladores que no pintan. Mezclamos las tintas roja y azul y hacemos una impresión simétrica con el morado resultante:</span></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-19431365208728160032017-03-25T18:27:00.000+01:002017-03-25T18:27:02.798+01:00Los Girasoles de Van Gogh<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Acrílico sobre tabla entelada:</span></div>
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<img alt="Resultado de imagen de girasoles van gogh" height="400" src="http://www.vangoghgallery.com/catalog/image/0454/Naturaleza-muerta:-Vaso-con-quince-girasoles.jpg" width="315" /></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-67555284833548078352017-03-25T18:24:00.000+01:002017-03-25T18:24:01.717+01:00Arte Robótico. Pato de Vaucanson<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Conocemos al autómata creado por <b><i><a href="https://www.xatakaciencia.com/tecnologia/el-pato-de-vaucanson">Vaucanson</a>:</i></b></span></div>
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<img alt="Resultado de imagen de pato de vaucanson" height="400" src="http://cdnb.20m.es/trasdos/files/2012/08/Una-hip%C3%B3tesis-sobre-el-interior-del-pato-de-Vaucanson.jpg" width="389" /></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Perfilamos la silueta, letras y flechas con rotuladores fluorescentes. Despues reconstruimos el interior encajando las partes con la premisa de no repetir colores:</span></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-45554656674284412912017-03-25T18:16:00.001+01:002017-03-25T18:16:37.214+01:00Pintura al Plato<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Un plato giratorio, unos rotuladores y una pareja:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfNvBIKDiLiDf8Khe-4PT5NZV7kvfPEyKgpAOgT3tNkFuuoY7ejFeVgpexEnBc-eooGLL4o1S0jRJaP13YTWJFu7_lTP-6TFLOLGD6gN06HfPlnRLr17KdwsXcdJDX1_X7BBDxGgQ5rQ/s1600/20170323_114604.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfNvBIKDiLiDf8Khe-4PT5NZV7kvfPEyKgpAOgT3tNkFuuoY7ejFeVgpexEnBc-eooGLL4o1S0jRJaP13YTWJFu7_lTP-6TFLOLGD6gN06HfPlnRLr17KdwsXcdJDX1_X7BBDxGgQ5rQ/s640/20170323_114604.jpg" width="640" /></a></div>
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<iframe allowfullscreen="" frameborder="0" height="360" mozallowfullscreen="" src="https://player.vimeo.com/video/209758554" webkitallowfullscreen="" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-58331904068708976252017-01-28T20:11:00.000+01:002017-01-28T20:11:40.488+01:00SE TE QUEDA LA CARA DE CARTÓN<div style="text-align: center;">
<span style="font-family: Verdana, sans-serif;">Con los cartones viejos, un poco de cera manley y alkil, las posibilidades son infinitas.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2xytImWsL8avkdTIu1dW3t2xcjv_r1mcK5sODzNZONQUPvyUirsbC_5pEmsb5cTklG_ZBmx_o4Y5g0GaWVW_mD7kC0wqawGEmzELDoPITi8uLS6J-y_UCVxVSchKvIYptMwwB6E_MYcE/s1600/Coge+PicMonkey.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2xytImWsL8avkdTIu1dW3t2xcjv_r1mcK5sODzNZONQUPvyUirsbC_5pEmsb5cTklG_ZBmx_o4Y5g0GaWVW_mD7kC0wqawGEmzELDoPITi8uLS6J-y_UCVxVSchKvIYptMwwB6E_MYcE/s640/Coge+PicMonkey.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4PlNKmP-E6xdjuCXfZSMPFj6-52Prdqad3DI1o4RAu2BC_uo3VKR9ebUaeJMYuTOBqOQdH6Nv5YEkJWsZ6VmZZmG3HeBakQU_Jhr5bXpteJWoxKTmVqaG_mGRvDCGQsvmFgt1zhlL_k/s1600/Ce+PicMonkey.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4PlNKmP-E6xdjuCXfZSMPFj6-52Prdqad3DI1o4RAu2BC_uo3VKR9ebUaeJMYuTOBqOQdH6Nv5YEkJWsZ6VmZZmG3HeBakQU_Jhr5bXpteJWoxKTmVqaG_mGRvDCGQsvmFgt1zhlL_k/s640/Ce+PicMonkey.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2HtHqyo_85TEzwsGfecIsN2Yx9RGvqQBlTI9H_6X-xxfsKqr55KYhS9VyoplS_5EdlaIffFvatAXGhuSo0YHYwUGCBBYk5eNHtyp9fa7esNGXvScHEiCgN37OaS5D2_PPVApmPn_XTiQ/s1600/Collage+PicMkey.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2HtHqyo_85TEzwsGfecIsN2Yx9RGvqQBlTI9H_6X-xxfsKqr55KYhS9VyoplS_5EdlaIffFvatAXGhuSo0YHYwUGCBBYk5eNHtyp9fa7esNGXvScHEiCgN37OaS5D2_PPVApmPn_XTiQ/s640/Collage+PicMkey.jpg" width="640" /></a></div>
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margacamarerohttp://www.blogger.com/profile/01005294717631572454noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-42038194620052199892017-01-28T20:07:00.000+01:002017-03-25T23:32:28.159+01:00!VAYA, FALTAN PIEZAS!<div style="text-align: center;">
<span style="font-family: "verdana" , sans-serif;">Con los puzles incompletos también podemos crear algo nuevo.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Pegamos las piezas del revés sobre una cartulina y entintamos.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Pasamos el rodillo... y ya tenemos algo.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Gk5R6Lt1suQuvXJl5HJbFVhsA4C5IdS8OHgLOb-jSMXRnDuPKxuWFnKVywDmAsO-PV7ue2tZYqCfKqTyrgWQs_ng8KBNBKciUbrBXJpiN6fcCR6GO2aCDFfRW1jkxxqW9oxeDE73KUc/s1600/llage+PicMonkey.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="536" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Gk5R6Lt1suQuvXJl5HJbFVhsA4C5IdS8OHgLOb-jSMXRnDuPKxuWFnKVywDmAsO-PV7ue2tZYqCfKqTyrgWQs_ng8KBNBKciUbrBXJpiN6fcCR6GO2aCDFfRW1jkxxqW9oxeDE73KUc/s640/llage+PicMonkey.JPG" width="640" /></a></div>
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margacamarerohttp://www.blogger.com/profile/01005294717631572454noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-42974748566742532082016-12-06T11:18:00.001+01:002016-12-06T11:18:32.534+01:00Sacando Hojas de Otoño<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Hacemos manchas usando colores de otoño. Cuando secan, sacamos de ellas los dibujos de las hojas:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLUDuMSchb2ZRFAJ7rsQK8Tq67HskXaoJQAlUi8iHPQbzOfjiG3E6DpUm2cBzD1zN_f6hGSEOupRaPQDUI7wiVMb4chLuT1orlySHIdrCG6LA2M6nRoT-uUGXCnyWSjux85WYhUkcDQHI/s640/PicMonkey+Image.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPfCHfFla1sXu2JBvHoIl7uKXA7YYLXl_o-5kzXdkSGf9lOlEZDrpMTdXP2LD7Ue-3puXfIumx8_LNAUO6HsCZEJa3hOAa4fxILsG1wHYc_KJRxKGZqlTZuSpS2qU7ZPwPLWoi0xTGNas/s640/PicMonkey+Image2.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxgRvWkfVxQOCy_vkkNqq_5HkDiBrA611sbyYxG0RtCui3t1MLYjmx0jpviz8OFBJBnmfZ0g_XQ6JhqMDO5CikDiavKO6wTWW2heZl5cnC0XlzyL0AmdDj26hj6mSzgaVL-fJA54oN7Xc/s640/Imagen+PicMonkey.jpg" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-44714530133860310202016-12-06T11:15:00.001+01:002016-12-06T11:15:27.839+01:00Amarillo es ... el Membrillo<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Visonamos bodegones en los que aparecen Membrillos:</span></div>
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/sUMlTODexkMO5Y" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Damos color a nuestro Membrillo con pasteles:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioAaSWvbM8TgJN1U2RgjzCoDhPlG3p77k8te8ciCCgEB5r3jdpIvdkMIQQdaG384fXcwrLLC5k08JrPA3HZK1GcSX9-wVHqbzaKM0O__j9692l0io8v3IES7-_R5TCdthAlPCWY1g5gSY/s640/PicMonkey+Image.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-PSlczj6oG527Zjg-3MCr3mKnRPIZ6rurthHde8FW8ELcQEpKeWvdIRJQOoRYrSehoX0aD1q3X2w050LasqCuU1vJLSMNlZj26OkyDZ8K6eghKELezuRA8sCYFsQ_qZnaettmUnf3Q6Q/s640/20161107_140531.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbC6mfVpJJxKHjjWd_FpVqM05OrxMfALOabeiyONF6P_0LkTJbN1M4gAkW4or4CgY9rVE-uZYY5KhNrZskWCyEv2sgz-bC73FZUUIN_MbnFfGbFSxrhamsHm7_EIR6_ncKURQR2f33zY8/s640/PicMonkey+Image1.jpg" /></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-59771017899222789942016-12-06T11:12:00.000+01:002016-12-06T11:12:01.739+01:00Pintando con el Robot Araña<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Dejamos al Robot que actúe como pincel, nosotros sólo tenemos que preocuparnos de que coja pintura y no escape del papel:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPWGX2YCPnX5ayV1YFPw7e8vRLMnuv3uVr5dXblLN9OI_sa8zmchhZu15oXIRUsoqLnd3tFBbTpgSzw1z5zJ0fqHj-eu7KZAH_7zls-cWKgnGpnwxIpff7c-An28gnD-Z3cwSMTdhB4cI/s640/Imagen+PicMonkey1.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6b770lhAtsnOtfM13UsKy181EvUkkUix_QyZforvaW5PKNz5pZVmZfNyTra_9vQ47-jAkY6CZhTjdrWq4UvAVUeesH-0hxOnh3m1bwbqpbgnVP6xoE8SBWcVHyNEw-2as5urKJFwUWGE/s640/Imagen+PicMonkey.jpg" /><br />
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<iframe allowfullscreen="" frameborder="0" height="360" mozallowfullscreen="" src="https://player.vimeo.com/video/194140610" webkitallowfullscreen="" width="640"></iframe><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Así quedaron los dibujos:</span><br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw4HEmAtjCXUz-eh3zjZQLYMfAtxVf3OYIJnH_Jn_J3Xnw1Ihd8sBOe8hJ50Rm0SeumizMzgB1ZC0_xsDBPI6f7s3O2XgYLCrRR3Ik3cfWCChlbjeEBMdtWYZwPYsOSPyzt7_ByzofEFw/s640/Imagen+PicMonkey5.jpg" /><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Y así quedó la paleta:</span><br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFc5PztVS2qtbvfFJthtcho0Wk3w_X6T5Xp3zlNCCDnonKGy9sLR2mLpUycEwe5gpkS6g1xHYxCpagd2hJiVmCvPc3gEhO4VvlaWYDyRRWgk9bQAznutpeNXc5UOU9E9fH30FyEt4BVtY/s640/IMG_1241.png" /><br />
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<br />mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-4193469733141702622016-12-06T11:07:00.003+01:002016-12-06T11:07:59.145+01:00Conociendo al Maestro Mateo<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Aprovechamos las imágenes de la exposición del <a href="https://www.museodelprado.es/actualidad/exposicion/maestro-mateo/3d2e6e39-b5e6-4097-a74e-f6994e84b4d0" style="font-style: italic; font-weight: bold;">Museo del Prado</a>, para conocer a este maestro de la escultura:</span></div>
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/bx1EyGMoDfe1eO" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Trabajamos los<b><i> Caballos del Cortejo de los Reyes Magos:</i></b></span><br />
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<img alt="Resultado de imagen de cortejo de los reyes maestro mateo" height="640" src="http://3www.ecestaticos.com/imagestatic/clipping/d3f/025/d3f0251c7d94e39ba5ac207a22222296/el-romanico-del-maestro-mateo.jpg?mtime=1480333413" width="428" /></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Dibujamos a los protagonistas que faltan:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrf582Ng7GadbM5KABf6n297VR95bJmibLf3ziij3UtlnzlJGtRTJ1OcfQpygSoOu8gh5I21JHmDCE1EEPImPfqJFmJyPrIiTmbOBLXk7UrPpxYVUD5CQTniR0LCHgYh7YFz2vr_ty14w/s640/Imagen+PicMonkey1.jpg" /></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Perfilamos las líneas con ceras blandas y damos una aguada de acuarela:</span><br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0EFg5ZtM6DWuI9DTC0mbJeFAx9-woESJa6869onQbROE7pELvzILw7gbY7jGCQzr7aX-pPhLtwAXLhlcruJJFiMc7Z9lGxbhY7h2Rv-e2PHxuEKBb3JdkRENWxq_LY3qH_yQCzXwN7mE/s640/Imagen+PicMonkey2.jpg" /><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">Y este es el resultado:</span><br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSPqBdM9GDHFnERCuB64I_Txt_8KKQBd22ykZ96t5-9TgENu1CG9anaF3Xaisv4N5G_tfHsTEAn_L0V3DZrTaO3wILL3fpIcSelEeNojxieABsbBJ9bzI5EWe88p-443x_5F36XZErJrE/s640/Imagen+PicMonkey3.jpg" /><br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbLe8dlijjqx6CcMn4Xj-EGgKNIaPKNQvGy9_Y7w3liFSw_y00t55cav9xbv-pljx5Fur_BnhCETOslQ9ixr-6tErc94ZBtLwB2Xh7ynMMPy5knrSsR_dZUNXC4S2zXUAwPlMQpU1iEQw/s640/Imagen+PicMonkey4.jpg" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-80690747338193428692016-12-06T10:59:00.002+01:002016-12-06T10:59:48.854+01:00Arte Pop<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Cortamos círculos de cartón y los coloreamos con ceras blandas, barnizamos y dejamos secar.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Preparamos composiciones individuales:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA2Y20lXse_PWtgbT2O85DR5VCWHobXg2ueJYkiTnOqjn-OTBcBXmtzT_gyFO9ur4uhUo-4_HIAmZ3YObxBPjT512hl8n1k3dZcDnZ3qV2HLz2unmq2rRzjVHbhQ5pIvTADOI-Fn9k2Rs6/s640/Collage+PicMonkey.jpg" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-19582323594409917802016-10-15T09:38:00.000+02:002016-10-15T09:38:07.419+02:00Guitarras Cubistas<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Tras conocer las guitarras de los grandes del cubismo:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7ZG_vv4ocXLSrH1gNBdYwVCSHaluyfZzvUz7YCAaRtlyUZEUQpfzS5SfUJmb2jnHeRWUGoC_Bj9a3lGE2YyYjfCLbl9-gujbYgQ-BXTW5NISMa3OkFNMLn0K-uF6Ybvg_8uppAZtREg/s1600/PicMonkey+Collage1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7ZG_vv4ocXLSrH1gNBdYwVCSHaluyfZzvUz7YCAaRtlyUZEUQpfzS5SfUJmb2jnHeRWUGoC_Bj9a3lGE2YyYjfCLbl9-gujbYgQ-BXTW5NISMa3OkFNMLn0K-uF6Ybvg_8uppAZtREg/s400/PicMonkey+Collage1.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipE7ZqTlVZ-cKLxj3s_tfgRNb6qbhVwJ0yUAYKfVHaBmrYfzU_xC0CF6EE2i9on_g6X6ViXz0OYR_y-8aj7g3l5EbsdQoeU14XZrKZvvR5g7JtDATeZ4V3YhxWfxfrtFKYOxLJGaYmng/s1600/PicMonkey+Image.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipE7ZqTlVZ-cKLxj3s_tfgRNb6qbhVwJ0yUAYKfVHaBmrYfzU_xC0CF6EE2i9on_g6X6ViXz0OYR_y-8aj7g3l5EbsdQoeU14XZrKZvvR5g7JtDATeZ4V3YhxWfxfrtFKYOxLJGaYmng/s400/PicMonkey+Image.jpg" width="400" /></a></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Construímos las nuestras:</span></div>
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<img height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj10dnLLWChGNucz_mDmA-zqRjv6Nl460MEqx8GcwdKFpLpM1UfSbt3InFbTcspruQY8TJx6mnhjGUqiTNm2ERmaXwJqGY34brWBAvkHHOI0K9Zo6CWmIraSHDY0wpPTIw4afJlsGJj2Zd9/s640/PicMonkey+Collage.jpg" width="486" /></div>
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-4455409975743421282016-10-15T09:29:00.003+02:002016-10-15T09:29:30.869+02:00Creando Robots: Piezas Kapla y Tapones<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.kizoa.com/embed-67014570-P354956797o2l1" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-60370954795130716572016-10-15T09:28:00.000+02:002016-10-15T09:28:16.788+02:00Creación de Otoño: Pajas y Hojas<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.kizoa.com/embed-68807295-P234971090o2l1" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-28317558895587169502016-10-15T09:26:00.000+02:002016-10-15T09:26:12.321+02:00Impresión Mora Y Tinta<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Colocamos los granos de las moras sobre papel de arroz, doblamos y pasamos el rodillo:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOFPZ4epu8KHmjN8e1MCVWIQGig-mt7tUfz6101z5k7QER1Vr3rbbTkUavziv9j5F9v-wYebA-NvMr1PeNp4JSiXRii2wmT-uncAbZ5rdANmRo8Ai-v6FxgHIBR7_N0jTBOyyciS-QxWk/s640/PicMonkey+Image.jpg" /></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Pulverizamos con tinta verde de reciclar los rotuladores:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifUYKHkVmeO0fmtLcjYiPhWxhgOoMWoD_XPXzL0HaQKwZXHTfShPBncuS8chAZ5KIw_Z4hItp-PHiWCkFGF3tYgQFxILOplU_6KYs9sZvCPzI8rbgMIDNxPzWTQyP1bGkv3KmHJqiWcas/s640/PicMonkey+Image1.jpg" /></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Y este es el resultado:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4z_gA4iQlOZOlqEFSBf1ofEE66-dPVcVEgdKIXzJtODYULaX119_aNznvjedvRaN05SPXvLgJynHMrhR9hmfrFb9Pp3krBdEa5rzemi4YgUrIGSlm87wxuQQ0HPtHkC82oqyZmWDeHO0/s640/20160923_125144.png" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-59435397936131915042016-06-30T11:50:00.004+02:002016-06-30T11:50:51.772+02:00Boa Mistura: el arte de tatuar la ciudad <img src="http://st.gonzoo.es/img/2014/03/7592.jpg" /><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;"><b><i><a href="http://cultura.elpais.com/cultura/2016/06/10/actualidad/1465578586_837322.html">Leer artículo de El País</a></i></b></span><br />
<br />mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-33392036341775404212016-06-30T11:46:00.002+02:002016-06-30T11:46:36.800+02:00El jardín de las delicias en vídeo <iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/fV8VduAtbxI?rel=0&showinfo=0" width="480"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-73805167548629137992016-05-15T10:57:00.000+02:002016-05-21T16:50:52.053+02:00El rapto de Europa<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Después de ver las representaciones de este <b><i><a href="http://boj.pntic.mec.es/~aalamill/2_europa.htm">mito</a></i></b> a lo largo de la historia y en diferentes soportes:</span></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">Creamos un mar por el que pueda escapar Zeus con Europa y sobre él colocamos la representación de mito por Matisse impresa en acetato:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNuAyh8BDIZFj4nPx0KzLETCilnJwLnnvKgxpKLVf-iBRSTvq3n43PqskfzwICyaneZbva6Nwe3QF7SlVUl1NSxRrUI-oJFwatPjvuqXu9XYkcMs9JZCAsuUI56SwOwC3njYltEgHn8SE/s640/7aaaaa683be91513f52f2d456664c1f5.jpg" /></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">En el aula de 3 años creamos el mar con acrílicos y grabamos la espuma con una puntilla:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWEkE6Z066JHw46q2V2v-ehPXFkgq0ZXX9HBknEb6cmpjywUk3xZvd4nnYnEQD7JVKkupJbZIGgA0K6aKPQljppBzu0SG4SHp20cKltzYM2gFB0Kh4DnFYjLfmg8ASsYXXOHWUZHX987A/s640/PicMonkey+Collage5.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmjIjmWjkckEdPRyJ2iqI67X9vyc-X5Td7Q1mx7MJG98WzjPuvt-zIXBnTUxjSCspKEE7QZOrBNBY6IiJd10AaRa8XGQkIlKOp1eMMJk7ccS6H1QdkdDunQbpCgY39Z07q8xgsmWW8_Tc/s640/PicMonkey+Collage3.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAoDyF_q4Zer5KdYxwYnRCXojaRZI7r5iupgZiP-BFY5aCK0F4UHcDT6ooXOLo3-fN5Wfh08HggKnzMcal4WRckgQqdbOj7Cy_EX02pAndNRkwIAc3W7xVwAwrcWa0BZip_MyQJW22sRA/s640/PicMonkey+Collage1.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcsyCbesFdZldHmppRMvST4tujy8mowMg2Izw0im6OvrU9_PYODXGhCFq_xx8rJ-xwqdNqf7Ksn7LpI9Ei_szwSxyD9m2h14amB4D8k-2yduFWSsyyq5h2MFDHrknLGUV_SyN8p36SxAA/s640/PicMonkey+Collage2.jpg" /></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">En el aula de 4 rasgamos tiras de papel de seda:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi540HJxA2fJyhMUvE0NQN-82amUmNscmA5zeSiKzGRNcRxKJ4gREucA4vqmps31A63b1fC36Eto11hdMpPprBT3NfvTI9rMs52AcJ6KypYYc5B5HCRxQ0BiE0IKM4-UFjbNkeKf8Hxgr8/s640/PicMonkey+Collage4.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ugqQNKqh2qzMkMLzqFt3M5UoU83Cf-YCEqh2g-vH9k9F50L7POsJZEY5n-OZKzcn9lupac_Nk5934SGJuESAezaskdRvsq7rEX-_L8Z5IHmgGUFVVb51DmbezJwx-LYKQYJNkT-07Kg/s640/PicMonkey+Collage.jpg" /><br />
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<span style="font-family: Verdana, sans-serif; font-size: large;">En el aula de 5 creamos el mar con acuarela:</span><br />
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mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-38812308239853999322016-05-05T13:44:00.003+02:002016-05-05T13:44:58.098+02:00Creando con Hojas<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: large;">Agradecemos al artista <i style="font-weight: bold;"><a href="http://jorgecouceiro.com/">Jorge Couceiro</a> </i>el regalo de estas hermosas hojas que invitan a crear:</span></div>
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<iframe allowfullscreen="" frameborder="0" height="480" src="http://www.kizoa.com/embed-42870422-P295571241o2l1" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-68888030190832670852016-05-04T13:05:00.003+02:002016-05-04T13:05:37.725+02:00Kandinsky de catálogo<div style="text-align: center;">
<img height="298" 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" 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<span style="font-family: Verdana, sans-serif; font-size: large;">Volvemos a recrear esta obra, buscando en catálogos comerciales formas circulares a partir de las que trazaremos los círculos concéntricos con flúor:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6hG2xkt6wvXI-7-Gw95wDCYGIo7mzVnWHyUceyLSnIDdpZDEDRnUGh46hnZqm2ekWHmSmFAEJ62xjFKNFT-7pb6_rzRoFrovFjp_rHKPro0BfNoA9pBCzgGzZz5EAhxrbltlFuPmKvco/s640/PicMonkey+Collage.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPL7gvusyQdlMlQv_0hc9ApjWmaJyoNYnbEF-CvmktCA43p7u_0UWyyRNwJLpdGiojc7-cb0hoRUtE5HbXU4Knt3vzzBmHU9WE7vvSJbJ4IXypnM0cqJb9tWiME9aAoWj15-XOsooz6MY/s640/PicMonkey+Collage1.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5x_PJfLINYpyvWWHrhsQZa29z6ptHMMEeAe6XgooG1qWe_t9Tgo2kPaMxASvIBaRlXFXB-pVTLdnA9ewfVUAeaZmbMLGBVPt03O8Ej9p_7k_CvVsdZCWmt8GeNsttmneJvGnKjxjvSGA/s640/PicMonkey+Collage2.jpg" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-72491892101726841462016-05-04T13:03:00.000+02:002016-05-04T13:03:18.975+02:00Kandinsky Olímpico<div style="text-align: center;">
<img height="298" 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D2BwlMwoJbqgKbidW8Wfvg/2hxI0FA2Fg60jSL8gRqe/XTzWfo4RNNmdsFp8zDFLlkkJUk+6d4GtjrHz2mpqkR+8xaW4g2OnEJ3JJGTkd/CxL7QNnxImlSbB/wC06F+R6vdG/pKwYhRtqf3jR/fwPjv49iTSR9BKY+G4S9h2p7IBqBoPFaLAn3e9vYCmDZ6UDUoB0U48nEBySFjCQisegD6bMeBT1IwdMxIUoB9ICdWvjNgVi2R3CaE1wRSzJg9yWT/SD8otxRn6HR/5OaPnf6JtQMzztCx/H1MlKN11HiTF9ILuLk9xuQgNZw3QqSgajfFrySUwoIWxwNtxF1GuYQS78mvD/Da+nhhyu0Pdus9i+H1U1SXgXHDXYLwqUeQ4x6rxrM0shB7z9F6iwF4cHz2sOC8cAeghANStHJIyGPMdguBKzEecXk5G2WdiY+tqbn8CfPs7w8Lqkk6S0lfeGCfAl+6EeKSEQ5G7uIHmtHiD+ipso46eCtbWT0lSxqCvV7bjrv0841lCWRQsYNbD00WKbcyXRHCJv+XlpSNXfuMZqtOaukd+bBM8NA6cuPJIu1KyuoIIYIDDm7OfGNVgkY6MuCWYzK4zZTwTBgFI8mXlvYuBe5JjKYs+1ZKDzTrDQPdWFXK6r6IMRclr7+N4Ehi6Q3Q2IVeUZWpbxLElLzJdh6DhDmnpw2xWec4k3SqEP9c41wGSDuC8D1k87MoYDkmMLUm7yV9LjZ0dIxp5D0WjbSS1ChUkM+RIu2gYnXkDCXDre9gnmsU43kJ7V+e6sEzF/wAR9TG+O6Gf8RR6nQ0sPvSPNIhdXE9Lc8h6LY4Gy9FbmXK3SbPz2ulikA5Tqezu+EaqviMtGWs1Onyssdhc7IK1r5NACQfHRRNGLX0pcrlFbpHC/wAPOGuD0xlnznZvrwSD2hrBDT9ED1nen5oq0ylKVAHg7ekMscqAGiAbnU9yS+z1GZJTO7Ybd/8AC0zZej6GkSTYrBmHvHV/taPnVVJ0tTbkQPv80zxCXNI62w0WV7Wy2nNrbdzMfQ6s9cLKx7KOoqM8zPxCf9IELJQRB/8AJN8OcDWg/wCm3kAq1SA/JgPHWK6dug71djD/ANUjk0fMlbPsTShKFlrMkeT8OyA/bd46WFoPB3qLfVK8Jbo4p0JkFcuec4mS0FKUg9UuCNO/l3sIVRYtTtgGhDmiwHA/xzujrTBrohbK43PNZt9o+IycjMFEApUTpfRL6E74feylHNTwSzT6MeBYHj225cue/JLcQka97Ws3Cy7Cg6jyHjcac/3i2o+DxTbBL+82/wBJ9QmbZ4D71If840hZP/bd3LQYm0Glf3fULT8OQgJOdGY5rHOpLBhZgO3xhM991h42gDVdT5KjRTkgOcpDC79WGmKFto3ng4fMH7JhhbgJxdZnjdCpaU5RcbuX16xOmlDCQU+xalfM1r2a2QEBSbFg24wcWh2oKXU+JS046NzdB4FcgueEVlhCbQ18M3Gx5FdW7eUcDSVOWugjbe9+wKNUok/ARbdrAkpM9dJYbfIIxgmETJqxLlpzKPlzJ3CA6iobG0vkOi0MEEVHFr581q2EYFLppeQXW34q/wAze6H928IonyVcwkcOqDoFn8RrnTHs4BLW2NMllFLA2IHN7nwMbCje5wCStIzKfDaaYaP8MutAtzZ378p72hDXuEVYc3H6hNKCZkNQC/Y6fnikrFpeZQOvVv3H9403s9LYuiPeue1FObsmA02+yI7NV4l9Uk304PpruiHtJhzpMs7dhofuleE14iDoncdR3qPG6rM5KuIF+BvCakisNAqZ5C9+qWMxUcqS4IcnhGjoqbpHa8FQ85BdTyqfrAAQRi1QIoujG59EywKjdU1AcRdoOqfdk6ArWlP5jfkkanwjC1UoaCVucRmEURPIfMp32xQk0ywogDmzA6DXmRAmEhxqWgLEt3X52rAekX/EX8TG5d8R71Q86lOacP8A8pTz3JC05VcinT+30hJVVRkqnxuGwFu0WWt9nZB0Jj7bpuwmqlzkJIIE0JAUN9rZgN4P7RqcOrmyxhhOo4LNYvhslLM51uqTcH6HtChn4bTqXmUhGbeWHnxg11HC85iwE9yBjr6mIZWSOA70J2iqZclKUS0pCzoBa35lcBr2wPV1rKNmRgGbgOA7Si6Ghlr5M7ySOJPHsv8AlkHwTCJlTNCEuSS61cBvJO62kYysrBG0ySHU/Mrbfp0kIA0tstTxaQESVMLJSw9APCM/hZMtZG3m4et1mql36biViO1S/wDMAcEgR9Iqjd6SR7L3DqfOghw7eiRHo4OlpHDtKgKn3esY/hoqdRLFlC+4wnp3/tWoxelD2idmulj3c/BFZO1k+WAAQ/5rg+sNZJ2SsDJ42ut/kLrKtic03Y7yUi9vKvLl6S3Mnf36RQ1tI1weyCMOHHIFZlltYvNu9AqismT1ZlqKju4DkBHZ6h0hzPKtgpnOOWNtyr1FTZb7zCyWTOexbLDaAUzLn4junLYbCekmdOXaWoZeZIOvY4hTiFRkGTmqsXnLY+jHFPZpz2d0KBIFlXRkFFNm1Ay2GoY+GpjQ4pTyTUskbN97cdOXb/0uQuDXglBdpNli/SyEuD7UsNbmn5eEZihxEt/Tn05H7/damjrwBkkPj90jYph5JZSWP5VpIPwMP4phu0+SZujhqG9YA9v8oSvChu6vfBQqXIR2DU52JClRgxPvDuF4iaorzMKp2auufRHcC2EmTS5dCW9pSSH7N5hbU4uyPRvWdyG6sfV09K2zB4BaHheESaVGWWLn2llsym9BCt0VTVOzz6DkkNXXvlN3Hw4BSrWliTp9eMN4QGANalLnX1KzzbGozEtvt4xosOJIyqhpvKAi2x1SSSjh1uzqs7+XdC32hpi14lOxsP4RszVQ212c6pqJYdKv+oEj2T+e2gfXgYW0NWAejdvwT7Ca1sjPdp/C/p9kjB0vvEa2jxNzB0c3WafMIHFvZ636sGh5KsUIJ62nByB4PDOOSg3BHjdZl0FUNLeiuJKQMqB6/G5iE+LQwtywi/p9yj6HAp6uQdJ1RzVvDaMvzOvKMtU1DpHF7zcr6BR0cVHFkYFreyeF9DL6RYZahYb0p3DtOvhGaq5w92UbBZnFazpn5WbD5lC9v68dGJP5y55AEEeY9YeezUBfKZTsEtZzWFTZ2ZSjxUSOV40u5uhXb3WsfZzNlTqY0U0PbMjyBY7iDfvjPe01JJA6Oth2sAezl4EaeHajMMq3RvIBsdx9VXxzY+fJOaU81GoKR1k9oHqIBpcVil0ecrvzYrYwYhFM3LJoe3YoNPp6pftdMT/P4NDY4k4i3Snz/lRFHQDUMb8ldwrYyqml8nRpPvTHH9vtGFs+K08f7sx7NfmpPrKeEWbr3LSdn8HTSyRLTc6qU2p4/CMzV1bqiTOdOQSWpnMz8xQrbPEUpT0YOnWWdwYFg8ar2Uw4uf75JsLhvaeJ7ht39yT1s2mQLDMXqhMnFY0eNXK/O4lBNbYJgZMsSyo2VKQoW0zJBYwLhs3WeDzPyJQtYwucMo5IfVU+YvLDkliBx4tFdaxgOZqdYRiBjHRSnTgVUMgb0kEcflAzZngaFPXYdTSjMW78QpkUbjSOGZ53KuZhNONmKxJpgN0Vk3TCKBsYs0WV2jo1zVZJaSpXLdzPAc4rkkbGMzipSSNjbmcdFrGA4eKaQmW1wHWeKjqYzFTKZpC5Zapn6aUuUi8TYsAfKICHmvCC4uhWy+K5TcgEeb6Rp3zSRy9I385rOxuvoU6S8RB7928fOKaiGiqBmcLE+aKbK5q7nhEwMtKVD9QBhR/SLG8cp/O1FMqy3UaKtLwilFxJl/0CLWYTVPNjNp3q84lJb4j5q1LlSpfsoQnsSB6QfF7Pwn+68u7yhn1kjuK8mz7awwFBDSt/SaAqDKXboVWT3HOAJqd7tbqJcl/E6w5Sl3PpFEUZablDySWFkr4yrMAOF/OHeG3D1XA4mQKOXVrlk5SQDu03anuh9PSRTfGLp4Wgp82Wrc8q50t9CPnuKUwhnIbshJG2KqbSbKy54zIaXM4gMFfxAb+YiFLWOi0dqPzZMqDF5KfqSdZvzHd9kjztl6lBvJUewZvNLw1bWwuHxLSx19G/UPHjp6q7heyc+Yr/AKZSN+bqgeN/ARXNXRsF7rkuK0sY+O/dqnzA9lpchlK66xcDRIPFtSe3whPNXOk0A0SCsxaScFrBYfNTYxtAiUWbMrhF1BhktU7q7JUBdIOM4jMnKUtX5Sw3AMSwjfUdFHSQ5GeJ5lW5bNWY01usUlhytFYQJVnD8VmSZgmJJDKcfPtiYcC0seLtOhB2IXMvEbhbFs79o0qaAmb7Te0nf2oNweyMlXeybi7NRPDgf2nQjx4j596MjrbaSCyYBtZS/wDcJ/kX8oXO9lMTabBgPbmb9SFaK2I8Vwva2luy1E8AhV/JvGJxeyeIu+INb3uH0uvGtiGyAYntxYgNKHEkZu4bvOG8Xsj0djLIL8rKl1df4QsuxzaCZUEoS4QT3qvqY0TA2OMRRizR+XQp1OYoTKRcjW1tI8vFHPui56pN/ZlSxpw6t/CFwlZAHf7iq3kk6K3LwebLUolwCC+8XOrxW6sZI0DdRyOHBFaUkkOoFjvAPmdYBkDbGwREdVMw6OKMUmzUpalFaBcaJKgO0AKgKSrexoDSnFPiNQCQXadyuowKQkZejT2sPi8Ue9SnW5RRr5ODiiNBIQhLJQlI06oHm0DyOc43JuqXyvebk3U+IV5Shkso7rtEI4gTcqpkdzcqoCthYaXvFhy3RN7bIJMwualZISR2Rqn1WGy6skIHIg/nms06hnB2RGkM1IDy5h+u2F8hpierI3/l9lNtLMP2qebi3R+3nRxzKA8nicTYXnRzfJ32Vwo6g7MK5RtFKOk4g81kaa72g2KNmbYELzqSobuw+S7XiCiM4nDJx6RJ8tYMY2EO2/PNVdDMdA0+RXIrypss4r/hUD+8GtdC4ZQB5qDoJm7tPkqdRiHCaG7U+uoiIoM3cqHOQmdXkqNw3Ij5xVJg51LSFQ43KiQoLOUEOeJbS5vF9PQdAM7yLq2mc1sgJXUySTppzLwbnbzTrpmcwrVDMXJIUlRL+6Dr27h2wBXUcFS2z7X58VCSRnEq7N23CbKCQR+s+mV4z39BiJ6sw8kO8Nbuqw+0I7sg7RMPwixvs/TkdaQ+Sr6Rg4qei+0EFTfhg9ik/wCpn8Y4fZ2ndp0h8l1r230V2ftfOuU5Egd/mS3lFrcBoWXzPJtvqBZFNjcdghU3GRNUSpQdR6xdI0FgLC0M6eSjpo8kbhbvRAppgL5CisjDJaiFEpUneynzcQ4BHKLvfWuHVCXzVZjcWOaQe1JFT9ntUrMypISFHKMy9CS3uW4QhONQNNrHyH3VzaZ5F1yPszrCwBlOeKz5HLEHY7TDg7y/ldFNIvqb7M8QCx1UJa+bpE+TX8o8PaGkAu0m/cVw0zzwRCq+z3EbFMwK5CaQfQCOj2mhcesXfniue5uHAKA7AYnlcrT2dNf5ecS//JKcm2Z3kV73R/JfSPsyqFMZk2Wl9WUVH0bzil+PxftBPyUxSv42V2T9nK0aThz/AA3f++K/6+ODfn/C77meJUlP9nSHvPvyls3Eg5rGIOxx/Bvz/hd907Uv47UmkqFypSXSjqpUpySNdzAXPCG+H0ja6ESPdYncD8ugpT0byAof/wCxnszSz/KfneC/6BADfMVHp3cldotp6tWkuUeyX5e1As2F0bNM7r9/8K5hkdqAE04dMrZodWWUncAE/EE+kA/0yHhc96Ja88VfKFaKqA/8vmIm3BwdgV4zgLhdJPbNLmlfZl+MVPwxrTYhWNmB4oFXTqlJV+Ip+BCQ3ZaJw0lNmAkFl6QyWuw3Q2ZjU/fOV5fKHrcIobaMB8T90rNXPfVy0pSo+dALS2STtJtKtSjKkqKUixUCxUd7HcIc0lC0APeLnkm1NSNa3O9KJmEklX7k8XjVUtDbrSeSEqcRJ6sR0UK5aTucwb7vFtZLzNIdSV8iSnh5mIe6Qn9qsbVSt2K9OX8/iAYFkpKe/wAVkWytn5XVunnrSHSogci6fCKiamm6zXEt8x5KZgoqzSRgDvI+Y3V+RiOYspgdx3E9m6GtFiYmdkeLH5H+Vm8VwM0reliN2/MfcItgcsKnh9yVFuOgbzi7EdIx3rOnZNqUpKScnVHy4dsIpJRG0uKsgjdK8MZuUj4zi0yYsypdnLKKd50Zxw3mBGkzDpZD1eA+6ZykUv6LNX8XfRv1KgRgYvmUSeXq8UuxHLo0L0GHyzdbhzK7GBSgXYtwza83/eKTiMpFkeMJYPicvJ2zyFDq9U7t/iNWjseIvB6ypnw10YuzVD5yF08wS1hwRu3jin5QUWMqW9IzdQoMQfSPs7VvEIrSTEkDQvpC54cFt4pWSMD2HQo3s3UFKzLVdJdhwOrjtAPlF9NLleG8CkuOUTZYenHxN+Y/hONBIBNxYXvGVnfbZCtFgiNhdgOcB6u0VllSqMU/Lfg+/wCucER03NWti5oXVYwtNyoDkP8Aj4wdHQZtmohlMCqa9o18Ce+C48Kb+5ECjZxK+k7TlxmS47BHJMJ06hUXUII6pRykxFE1OZNyNRvHOFktNJCbPQUkLozYruoIIJa/GIMBBVJWL7e1BVVLO5z4pOUnvyiN/gLQyG/5zSSo1eVQ2fwlVRMCUjTU8BDOpqCBYKMUVynSeZFCm2VSxqpWieQHGBIabN13nT1Vsk2XqtSvX7UzppZJPab+CdBBDpo4x1Rb1VbIZZXW37EPFfVA+3M8foRWK3/Urn0EjTZzCEaw3aidKI6XQ+8LHvghlQ2UWeLhCuifGdLgrQqaairlC4JayvjANXS5dtiiYJr96UsQww9IRoRr2xCGsdEzIeClLTCR2YcU1bRV3QyFKfrKGVPaRr3C8Y2li6SQBaKnj6SQBZfUrv6xsKKDM7MdgisQqMjejbufRcSklagkamGs8wiYXu2CSAXNlp2B7CSEIBnjpFkORcAcramMLV+0FVI89EcoVlgi8zZKjUG6FIcNYkQtOL1nGQ+a6DbZKu0X2dJEszKUqKhcy1F3H6S2vIwxo8aIfkmAtzRDZ9dVnkmcUFi7bx9aRq4psh5t5Kx7A8XG6vW04iKKuDongt2OyPpJ+mYWv39QmXY6oeclJucqg/EFJI77EQwFWaims74mkeI5rE43hwpJup8LtR2cwmHaCs6KUoPcgEnvYDnf0hLVvL3Nhbx37lXh0fRMfUn9ug/3H7JVwOQnKZynASpk8CTr3i3jEa2VzAIm27V2gphPNd2qvicCUJBdw/Zdm5QvjYNSUfjE0sIaxhsuMUqEyyGYqfQM5HE2i9gulmH4bPXOIZtxJ2UdNiSW6ruGdJuRzEQkhzJg73rDZRHNq0/mi7xinM6XmF1SzmTbVB1H1wj1FN0UmU8fVexKnD2dMxAcNnZV5dyvIs/nDCriBGcKWB15jk6F2zvkUyUi+sCSxe5363MKr2cCtZUszQub2H0WnyiyLbzGWkF5UgCCYnWknINB7X142g+nhG5RkMXEqiZxudwh5BA1uqLsAlfGdopUtXWYn8oN+yGcVPJJsLBLqrEGM6rDdBht8NDT25Lv6QWcOcdj8kEzFHNOov4q1TbWyJisqkqQCzEse12084Fno5om5r37EwpMUbLIGFtr8boxJqFS1JXLVqLEaEHceIgF8bZ2ZXhOXsa8WcE20VX0slK2Z7HtFj5xnpYujlLUlqI+jeWrF8cX0s7ONFObcCtReNzQ/pRZeX2CzzhmddN0iUmkpgD1VLGeYd/JHw8YMp2h7jI7YL0jsoyjcpJnmbUzCSeqNBuHICKampsdUZQYdJUmzNhuSi2H4fdKJaStarAAOSeQEK3Pc8rZ09LDSR6aW3JRyt2UrZUtU6ZTqRLSHUolFgS2mZ/KPZHWuQvR4hTSPDGPBJ7/ALIHOlJUkhWnpwMTgkLX6cUFjVK2WnMn7m+nJFdgqtSQpL+yX8PgYft/UiLSsNfK8EJnx2h6SYFhWV0j438GhG9mqYtfYIX9odR+JLl/lSVH+Yt/thJhcfUc9anD29QuSPNVGwoh+iPFLK115nI3sTk+9S+k0JDdrjL5tAGO5vdDlVDFsgTuj54TpddQHHtt1U1QaeVIlzZcphPUp3WdVJQRZOV2u9wdI11PSQQR9GWgk7nn/A4JJPWO6TQpkCkqCZksuhaQtB/StIUnyIjKVcQindGNgfluPVOIn52ByxX7RcPEqtXlDJWy/wCp3/uCo1OFTGSAA8NPJMInEtQhCiUg741EjTLTm+6pjk6KYEI3sof83KIP5u/8NVoUwPs4jmrPaGISUecftIPnomLaQ5pU19wtyYhvrnCuJ7jWgnmlckTBhjcvK/jdJKVkIAe19DvKib+UH1Q/WPgisCjHRZ+1F9nUkqJ+rwM/ZLvaR4MzW8goK6Z0k5RItcdybD65w4wKlZLNaQXAF+y+iNqnPw/Co2RmznG556i5+gUeGgidkNwXT3EPrx1gfFKYQVBa3bcdxVdVKazChM/VzTv5Jqp6Y9VCLukhvNn7DCCYhpLiq8KnZLCYn7/Q/hSzUURkTMqxdJ07Q6VjuYw5LzPT5mflt0shAp6zK/YH/pFMOSSocM0KpSMq30h/TcewrT6mYEyweXrGaYLyFIGC5CV8wV1g/WPpv9IcQDrgFNWNISdtrjMxIyIUU634A8O3jraNTQwNecztbaAdqU4pUuZaJul9SeaQEyiok+MNnPZDq86pTDBJMbMF11MksNYoirXSSBoai58O6GIvc7VQpWXEMHajrDRLQNdN04bP1ysuQl0l25HXwjKvAzEhb2lJdE0uOq0fBJ3+TVxAWfB4ztUP/VX7ksxIWcT2fRZ5s7QpVPQNQCEsf0Bz3Fj4xrcxsBz1Wdjbpdc7X1pUoKLsczDsYDy9YbvYYomt70IHZ3lVsOlNLHO574z8zszyV9Awmn6KlbzOvn/C2zYPZ0UsgTVj8eaHUTqhBulA4cTz7IXYhO6FgYw2J35gfRJMRrPeJSwfA35nn9lB9qWJdHRiT709Ys/uIZZP9WUd8ToGSMiJf+7buUsHhElT0g2aPmdPusYrpjJbeS0MIW3domeNTCOmLT+7T6oxsZJ6s5fE/XrGgh6sZJWDdq4BN0+YTlIPuiEshu4o8bID9oUgpqgrcuWG7iQR6eMJMLfmhtyK1+HuvFbtSZOjWURvCEorG2mcjWxQJracP7/oCfhAeOG1DIez6qhu62+nAzgm4e8fPIJGRva54uARcLjwS0gJKrtjKpdRNJKOhmzlrM0TA+RcwqICfazsey2samWspw3ps4I7Dqey290i9ykdJayd5gAGVIYAAADcAGAHYABGRfK6WV0rtyb/AMeGyfMblaAFlf2uqGeQlutlVfk4bzeNJgTSQ7w/PRExbEpIlqYNG5jblYGodxubops/NyzpCuExPr8oRMFpbd6aYgQcOeT/AIpn2tnZgsiwLA24sAG7W84ojiHv7bcdfksyJC7C7/4kjzP8pfpMMK5aii5Zxpc5ik9mjx6vkyVBDvzRMsEnaKfL2olSDok291zzJF/WBtxdZ+tk96rTfibeGyAoqCHLOfr4xpcJrqalY7PfMeQ4BaXGsOqqyRvR2ytGmvnp4BT4Ukrmo3e8eQAL+sK8Sq/eJnSeA7go1MLaPCTC46n1K0HBQyX1uL9kZ2tN9EkwZhMpPBBNsZYTUKO5aEnjcApPoI03s0wT0tj+0keB1+qDxoGOpuBuAfoquEzCUy95BAPcYSVMRjkcw8LrZ4fUdPR35AhaBiZzSQOz0jPwi0hKGg3CCUs5KyWDBPy4d0N6VlpRmTFzXNCQdvJzLSlnYOS/Hd6RosKkyS3cleMUznMEjRpxSxIqmFgIcVFAJ3572KW0eJyUrMgaCq8xRJvE6ejZAbjUqqprpKjR2yjSCTA9dUWGQeKnRwFzgfJM2CS2Un63QhkOi20DMrAFptHKKKJZtaUrxUCYz0js1SB2j5JNiT75kn7MAJmpLuOt6H6eNS113DuSUNtHdB9t1gKloA9krfncNfxjQ1gJiiPMfZK4SM7+9WqReRSFBIOUpVlOhYgseR0jK8V9RADo7DQEeVwtipvtIoVSwuZnQtry8ilFxuCgMp7yO6Ln9BIQXjXuusk/BKtr8rLEc7gfLdZjtZtAutnmaoZUgNLR+VPPmdT+0VvcXFaSio2UkWXxJ5n7BJs+YVqdiQ+VA4k8IY08Nh2rG4nWmpmJ/aNB3fynvC6LoKdMs+0S6r3uXPcGAhhUOEUOXiUsiGZ91bM5fupBHO8JS7VMQ1EtvsM6Sn6UB1Sr/wApsrwse6Mvhk+SXIdnevBPqCXLJlPFZbVI3+MbOgksSw96sxKHaQdxXeG1apUxExBZSCFJPMcoPnhZNGY5BcFKFr+CbZ002WFLWJa26ySCwO9jvHnHzivwieCUtAuOB7FYAbaK9P2qpEpc1CO4kn+kB/KBocLqZHdSMn85r2yD4pt/SywejJnK3BIKR3qUBbsBhnT+zlXIeuMo7dfkF66zLH8XXVTjNmdiRuSOAjV4dhgphZTc8ZbNVKRJK1Nu3ngN8G1k/RR9p2XaeIyvDQiuDyCZqCLJSpN+eYMIDoqcvDpDsB8132gqhFAIGnV3omPaVQSJoJGgA1PACFsjyyra8cEBh9OZ8MkaN7n5WQ/YmYTO6Fw0xKsv8QS9uZAPlB+N04kpfeG7tsfDj5JZhc/RVHRu46eKZa3BGJUlwTqG3794jMwVotlciq7CnF2eHW/BV5ez6F+0lPe3rFzqtg2Q7KbEWfDceP8AKs0ezkqWvMkXZmBJB7XtFT63REupK6dobMdBrrb6I7h9HlDW7tOyF1RNnNwmFJT9Ayx3Sr9oc5BKEh86Xf8AhLMG4u57DGz9kY3tgkediR8hr6pHjj2GVjeICC7OhXSNu6tjx19HgPFiHTPI5+mi0eFDocMzO7U/4oCqmU1iEg+AdozEVhLqvUrrOBKFVFJk6yTqkHlcO48YKjlJNjzTOKTMLFJe1tK6gSLlPof3EOoDoi3RiSMtKVuhUNzw4gxKSMWdqFm6jA8xuw2XMySrcBE3YpI4WsAojA8pGpPorFHQNcwtc8uOqd0tAI9TumzZ3DSpRJsneeX7wBVTBosN0dK/IO1aPV04+5zP1SyW4OLNGeiefeG96zNW691mGF1YCUzRuN9NN+n6TGxewxyC/JBxkPh7lxtth5JExIezjW/5h26Hsh9E7p6UN/cz5j+EskHRy34O9UOw7GJZQBMOVQ3kFj3iEU9K8OJYNFr8OxiIRCOc2I48CPBXEVUk/wDuo8Yo6Kb/ABKZHFaT/wDYFVxOpTdCC4a6nt2DfBdPSu+J/kkeJ40JGmKDY7n7K1stRhSxNYkJtLB3ner4Q9pYf3lZWV/7UyzldYl7Cz8hv7z6wrrZukkNtgjoGZWqRNXLQAFKY6wE2KSTrNBKJMjGaEp/mygQUkOCGI4g2MYQOINwjgbG6yrabAVUc3MkZpSvZJvY6y1c28QeMaijqxUM5OH5cJ3DK2ojLXb8fugs7CipJmyAVo95PvI5EbxzEPqfE2k9HPo7nwP2SmopnRuVDpCNXEMS1j9d0Pdc9LziwADZcK8cq0BMRc9rRdxsvAK1Kw5Wq+qOevcIXS4kwaRC5+SNiopHnXQKxKQ56OWGfUn1UeHKBYYJqqS517eARk9RT4dHrvy4lGqOWEZQDoRfvBjTiBscBY3kVgaqpfUSmV+5/LK5tdIUp1pBKSHPcb+ojJTttIHLQ+ztZEyN0b3WJOl+7+EmpmqQqz2uCCxB4g7jBtLV5B0bxdvJVYtheWQys0vqCtLwDbalmSh95WJcxNiSlRC7e0MoLHiDv01tnsQwRweX0ZBaeBNiOzXceK9TV7sobLvzHFXFbT4eQ/TjsyTH/wBMLxhtde2X/k37ov36MDf5FUK/bOmlqIkgTQPezFA7A6cx8IaU/s9LKLyysb45j9EHNi2XRrHH5BDKjbaYv2VJljciWMyj/OoEAdl+UNYMAw6L+4/Oe02HkPugH11ZL8DSB2C5/PBL5WpagtblXA3c8SdSYYVGJxsj6OnFuFwLAdyKofZyoldnqDYcbm7j+fgTZsxhhDzFasVd5DC8Zku6QuI2AKcYxOyGFtPHxsPAaptpEhScpGoYxn5CWuuFS02sluaVyJhkzgct+jWzjKSSEvw9IYNyyszs34hNWEPbnZvxCp4phXSC3WG5tR8xBMNVl0ciopwN0t1OBTUm6CQd7H0g5tTGeKIzsdsVAcImP7MT6ZnNeu3mr9JgijuJ8h3mKZKlo4rzpWN4p32ewYsL/hu5P51C1v0jSEdXVC/b6JXVVPn6IptTMKaaa1mlkdjhoHoW3mbfmk856hWLUtZ0U036pPWHxj6O6l6aAHjZKoZzG7sThQVkqZL6JauqLJXwPPh26ceYUM0lPIDsQipYmytNtQgWNbLAKfQHRafZV8jyPcTGiidTVn+l3JKniWE8wg3+Bz3ZBBHE/wDEefhjwbNIt5LgqmncKxTbOzSQFKOXw8HjnuOQ9dwsvdPm+EJrw+gCUAXYWvw4D5wFWVjAzo4lfBTm+Z65rJ4s1xu5nlyEKYonTPyt8Ue94ibmKppRbjGjYwMaGhJy4uNytHO1FHlf7whnYX+GsfJfcKj/AAK1op5b2ylRzcfoJqShU6WpJsQp28xHW0tVG7M1pupCKVhuAQk7F8JpkEzKSsloUP8A2zMH9qgfIv2w3gqZXDLPGSOdkfFVOcMsrb9tku1mKkD8ZEuZvdr+KT6wxhhI1hLh3Kqf3Jp6zrFDV4vKe0pPYx+cFBlR/mfNC9LRDifJTSatS/YTle3VSQPE/OOe7PO9z3q5lfQQi+YD1VlNBMcdIsJfvJ7zYecHw0cLP7sjR2XQU2OySXbSsJ7f4CvBKJQyuB3hzzJhzFPTMbla5tu8LOzw1cri+Rjie4r772gXzpfdcaxY+phtbMNdN1R7rNxYfJNBxWkUGVNTcXS47w0JvcpzplJQw0NwhGJYTRrBVLqUJVqyjY8uXbA78MqAOow/NaGix6SPqTdZvhdL8zDP1y1D9K0ny1il1HVsFzG7yv6Ju2XC6nUODSeGy9p8KzFgR3rSB4kiKmx1D9Gsd/8AUqXu+HRdZ8mnf9lOjCkOypslP86T6GLf6fWkXEblScUwxjrBl/D+UVo8LpW61ZLTyCgH744MMrCdWW+f2XJPaSFgtDH9B8kSpf8AD0KtMlluMweu+JOwiY/EHeiXSe0dW7QADwRn/F6dEkrK0BBUEApJIc6C314R59GQwxtbbQ6eCTiSSWTM43N0S++oBfOnxF4xPRuI2K04BVxdbIUGUtBfcSD6wOIpWm7QVIEg3CETpUkKJkzUpO9JdQ8tILaZbWe09+yJbO4jrhUZ9ckFlqkgfx5fIxe2I20B8lYHjhfyXiKpK7CdIA/+WOlhaNWu8lIvDdSHeSt0yaYHrzkzFflSXHeBc98Uv6YjqtsOapfUPOjQQi3+JoFh1R/CR4Wgb3d251QpvxVHH6mSqknBS2BQXJB7vNovpWSCoZYcVXIxzmkALGZykElnZ7DhfjH0uKqhYwNc8X7Ep/p9U7URlX6Gv6NJAALbrg34WgKqFLK6+dG09NWsFujKK4djoS4YhB91T25ixYQEQ1nwuv5or3Kpk3jIUxxqn/I3YCPgImKuYCwcfNVOwuQbs+S7RjdOLgf2/HWIPmc74iSpNw+YbMXE/HJSgQTb8oe/aW05RBozmxNguupZmC+QlUV1qFF86eQdm5CHtM6niblY4eaUVFPVOdd7D5K1Ll5g6WUNHBi4zx/5DzVIp5f8T5FAHjLL6MFPKkZizftES6y6FZIAOVB7SOPAHdBFLT9J137cllMZxp7XdDAbW3KN4TgJUnM+VJvxJhkLAWaEkhw2ep/UkNr89yrStn0vaYpR4AB7a845nHMI9uDQ7F/oq68HTumK5OBEsxU3ez7f2u+SF11GuX7bFJsCNO/ekx45XizgltRh89Ec7TpzH1VKYgbj3HUdnEQBPTdH1mbJ9hOPF5ENRvsHfdUqoMD2RRHq4d4WkqnWhcewqxKYeEfSG2AXyw3K4mYgHYJccOfbC92JszlkbS89m3nsjW4c4MD5CGg89/JRdOo7k+Pwj3vFW/4Wtb3uufIKwU9K0dZzndzbDzN18SvinwiJZX8JG+S8H0O3Ru/+ykC5idySI8f6izXqO8x/C5fD36dZvkVLLriPalHtF/hEf6hPH/ehcBzGq97jC/8AtSi/I6fnkpfvaVXSQPIwZT1kFR/bdc8uPkhZqSaH4x48PNfFGYMYJdbihxcLRsFkZkJWqwyh/C8fFsQHQ1EkQ4OI8iVuYZc8LDzAVfFsek06eonMrQbvOIQUkkx6xsEdDSOebu2SdX4/Pmu8wpSfdSSkd+8w4ipIo9hc9qZMgjZsEMYndBGgV2ZdGSq/VNtbRzOOa5mXJlkap8o6HBezK3RYpNlWQsgcDceB07oqkgjk3Cg+JknxBGq7aMTKSckpZZQxa46xAdt2sAtoyyZpB0ul8lLkNwUp00theGoF0U6RkMZkfsFaqJWg0s7tc8+Qi+KJzz1QsjNiNVVuIabDkNPPmq6MPWq6lsfHx0g8UempCg2ned3FWKqhs/waI+6D9rlB1EeBVBcsJ3Ft9nih8L27hDuilZ/C7lTRqL8tPSKS0K6nxCop3Xa7wOoU0xIJ0YxBzRuFqMPxOOr6pFncuB7lE36RFJF0xJKllp0iJK4iNQnJJYWUvfw4+XrEIWGaW3AJTjNd7vDlB1d6K7svh4UpyHSj11038YeAWFgsnQU5nl6R2wRvEa0qOROg8/2hZU1JecrdvVW4hiJJ6OI6c+f8IbPmhBDqHiPoQOyB7xdrSR3FJrk7rlFQQXFxvD27uEWRTPjKbUWLSwGztWorKWmYkghwbEHfyMNY5A8XC1LXx1EeYatKTcYpuimlIchgR2Hd6iLdxZY+sp/d5S0d4VNKnF7/AL2gOkjDKtjTtmC07Kwz4XISdQCFzWahPJ+6NNiDjI9sF7NsXO/2j7rPUTcrDNa7r5W95UaR3chCCbFZT1Yeq3gAOH5yWppsFhADpuu/jc6eX3XSZJawYQscbm5TlrLCzdAvTTnhHNF3IV8JShe8WxzyRm7HEdxKpkpY3jrtB7wCvEVBG+DI8Vq2bPJ79Uvlwehk3jA7tPRSyglbhVlbiPnDemfBiIs8ZZBxGh71n62nmw512daI8Drbs+ys4fUlKsqrn1HGGVHPJc08/wAbeP8AkOf3SmqhZYTRfCeHI8k/jEEyqNBL+xrHyueJ0tZJ/uPqtbQR5mNtyCQKmoUtRUouT5chDhjAwWC0TQGiwRDCsLK+sQW3PofnFMsttAuOdZMNPhAO4q8hfkIAdUAKl0wHYiAwAs5kluwxSK1l7ZgqPemk6OVabhUu4ZSTxf1BgtkrTupdI7cJUx3DlSlu1uI0PMCDI3W0JV8b8wuhU09U8Dbz/wCIuspSC7VY6LqJLfqJ5GwHb84mzdY/Fax085jB6o08ea7SO/60h7GwQs9VOGIMGUJhwTAlzOuo5Ufms5/hGgH6j4Rl6/FnOOVnkjLBgTR/gFOpGS5JGpUSe4m0LnOroT0hBA/OSFZWxPdlDglLHNk5kp1IdaBubrDu390O6DHWS2bLoefD+FcWjglVVMCXGvGHr4muQ74mv3C6LgMfEfWsL5YCw9iXPjfC8Oae4r0qa1jzgUtPBaWlxiN0Q6b4vXtU0tsw7RAhTMmxV3GJ6SthokMPrwgzD4ssec7n0WGxqd0lQW/4ovQTDLpZaR7Ux1Hix/ZhF1XLlblHFSMpp6MBu7lxMnZE81Fh2kG/qYEo6fp52x8PokZ2uqEhJcKftjdhrWNytFgEPurM2YyuTRk8Yia2YOHFEt1aruHqdR4N8besCUbrOLVoMCnIe6I8RfyQza8MqWriCPAj5wzB1U8cj6zXd6XwWHN/iIraQ2piceY9VTh7z7tUR/6f4XFStlK7QB2M8MMQkINQb/4N8LXPmicNZ1qcHbrO8dlJSCM2Vs4gmbBMJlzEgrzF9AFAaK47nA/aL44Q4XKy+K47PBUGGGwt2XPNS1eF02fqzFITaylJJ5uW7YsNO1Ax+0ddfQBw7vso/wDBpKyRKnORuOVXZox8IgafkUaPaWoZbpYRbsv9boFWUhSopUGUNW+e8QOQWmxWkp6iOqiEkaH3BiyKV0Tw9m4UJoWysMbxcFSma+RfNj6fCNXUzg9BVt528De/lqsHHCWmandyv4hMOO1jyKdINspPgW+MYx8JjrJ7/wCR+Zv6LXYMQadruwKhg1J0q2OgudfUafXCOSvyNumxdpdaLheGZg56qB9MIQ1FTbQboCefLoN0E2h2oVKJk0+VDWJAdQI4qcgns0gqloA8Z5bn08lOKmDutJr6JepdpaqXME0Tlk7wokpPIp0Y6WYwfJQwPZkLQiH08b25coWrmWirp0T0hlKQFAji10njdxGYY99LMY3bXt/KSskdDJkOyVKum6RBSddQeB+rRoYHX6qZ5spukPEqYpSSBbXs5QZG++hV0jrRk8lCipOUJdwWt2XhjTRgyhYWEZ5rq7hiSualOt/SCsRkDKdxTmMap7xaoEqUEpDDRhwGg79PGMhQMDpTK/ZuvjwQ9YJJbQx7u9OKCDGZifZLW019XhlJUyOOmgRsGBUzG2eCTzvbysjuAY/0nUmHrbrenyhbUUYkBdGLO5c+7tQ1RC+jcLklh48Qe3sQrbfCEIUiahITmJCwNCdQW3Eh/CG2AVr5LwvN7C47uS64JZTIBsdD9PGkewObYqp7Q4WKqGYxIYliQW5GE7mlpslBaQbLlZgBb1+xXE2e7ne9z3Q2pgBC235qsBiQJqnk8/onWcj8KUrggDxSPjA9ay4DkfWw5qQP5IbPD5DqAS/aRb4xfgjgKgg8jZZx3wlfSkX4RqiVUAujKzTAOCT5kN8YzeOEAs8Vc3RqI0UkZg24F/IfOFdFcyX7E7wNt5XO5BCttrCUN7qIHg/rDTiisZdfKO9Ksyw+vzCKZv7jO9CYdtJ3fVc1I6/f/tg7EB1Zj/qb/wDymeG/3IP9r/VWqPSEJWuiTTPqOio0KSGWUhrDVTl+cGxDqhfPK5vT4jJfg4+Q0RbYz7M11EtM+qmKQhYdKRdagdFEqDJB3akjhFquMoZoAo9u9hTRAVFMpXROAXIzIJLC+8Hyjl1KOQPGUpfxeWcsmYXdSGJO9jYnuMCTjrJ37OOt0sfIgoBU6xUnr91Gv2W5/XrGivnwyMccwH/IrF1Qy4lJblf/AIhWqhR6oO5PxMLsWjy1jzzsfkE7wB+aiA5E+qe9mcMyypYs62UT/EAw7h8YzNdLlKYSy2J7E07Q1ApqRRTYhLJb8xFvP0hLSMM84B/Al9O3pptVjYLxrk8UM+cxYR1QfJlNlr32aTSaFPJa28X9SYymLt/9TfsCT1392/YFSqFddbfmPrDOk3b3Ixo6oSlj8tkziNHJH9UFsPXUpj+ie76JLw/NnBPN/CNBTjrhY+mHXCbtkabPUA7kArPcwA84GxuUMprcyAmzDYpsxik6Ww1ax53tCbD4w6F3O6XT1bqarZJa4t6pNnzspKTYixHOLLLVtma5ocNjqiWzMszJoyuybv6Dx8njhkbEc7uCW4rI18HRDd1vXdNG3ih0KOJXbuSQfUeMUYG4vrXPAsLH5lBtblZbsSKDG3UEJrS0xTHe/jCuYDpClcvxlSL1hSt1a6iNiRuPwhjRvu3LyWMxun6OfPzWhYCUzaZD7k5T2pt8IJc0ObYo6kkbLAAeVihuI0pQSkvlOjcruOYPpChzXwv03GxWeqqR0D+zgVTShZ94NxYv4ad8M/6zNltYX5oPK0K3hshl6kltS26FdRO+U5nm68ddAi8hASonk3jcxfh7Tq/wWlwenLGGQ8Uo7Y1QM5KQfYTftUf2EM0NisgdIGjgg8uU6b8v9Q+UDON6mNvaPmVPDWfoTv5ArmrtMV2j0hpiIsJx2sP0ROEuBfAex49VLRb4zpWyhTBio6SlkKSNOqe0Jb1HnBsR6oWFlZ0eITNO5JPmb+hW47NYjLn00qZKZsgBSPcIABQeDRYUK9pa6xS99qWKS5dKZBuuaRlHAIUFFR5aDviIV9M0l+bks82oWjoKZAHXSnrFm0SkNruflA0+6ceznWlmeOwfMpOqNTFQWjfuuUCyeaifWNVDEOhpo+BN/IErDVcp95qH8hb0CsVY6zfpHqYW45/7rwH1Tn2c/wDanvK0jZSp6krklPoIxuItuEyqmboptynPTgfqHoYXYa7LL4IbDzaQrJp8opVpaNYRax5p0ear1EhRUGG6OHRVSMJN1tGytCaejly1e0ElSu1RKm7rDujIVsgmqC4bbfRJKh4klNu5LFVPYEnt+Q8YdQC2vJNg3ghmM1ksSVomPnUgh235becShY9zw4bXVU0ZMbrbWKR6E9Y8wPJ41NKdSsnSHUp1+z9Lz180EN3v8IVe0J/Sb3pk1PC5Dbj3dsZ2lrHQk2sb80PU0rJ7XNrLifhsqZ7csKfeoJJ8cr+cXvxMnXILqEdI6MWEjrchovgmTSyyoshPAbzwSOMB3mqngDX0CIZG1u2/M6lI+P4wqetzYbkv7I4dvGNfhVCKdunnzUnWAshK5gSCTuuYcuOUXKpcQ0XKoU0hSwVMbkwpe65ulJdc3XZF4WrelRTU8N0XQSdG66U4vSdPFcbhFdnse+7qKVf9JRdx7h0JbhpDUOvqs5Q1PQnI/ZPLiYkaKSdDqCIi5ocLFPhkkbzBUU3D0bgE9n16QK+jYdtEDJhlO/YW7lXl0GU+35fQir3DMdXaKgYXEx1ydFBiteiQjMTf3RvJhgxgaMo2Rs1W2GOzfAJCmlU2YVm5UXtEis3JIXkuKnWWQ/Y3jCzpL1AeOB9FqaGmMeHPJ/d/0oq9s623AHz/AHjR17TI6Zo/xafI/ZKsNkbF0Lnf5OHmCFFJm5YzC2zHWTBhOJBKci05patW1D6tE2SFuiWYnhHvRE8JtIPIonT0aHJk1YQ+4kpJvoSDdoK6dnNIbVLNJYXeAuu/8PpkLzTqlM0AklKASVNxUH1v8xETOwbK8U9ZMMscRF+J0CFYzWidMzJBCQ4Ds9y7lgw3W5QK9+crQ4ThpooyHOuTqeSBTTePBFuOq4py7cs3q0ayhIc6Ef4tcfnb7rB4ho+Y83D7qxVrugkWysO5R18YVY44GqsOAH1Tn2cdaAg8ymLZzFVSwkpPs2vGaqoA8EFaR8bZW2KeEYrLqUGXMGRxrz4wkNO6Bwc3VKnU74HZmapexDY6aougpUNQXbyMNI8XZlDXDZFMrmW6yK7P7JJlrE2aylC6UjQHieJgKsxJ0oys0CGqK4vGVm3NFcbxRKElALqNi25/jAtLTue4FVU0BcQ47JJq6m/IXV3aAQ9y5WhoTW1ks19QZhJO/dBcbMgsFbkGUhB0HKXG70MMon5XAr5/G7o3onQ1hSQpJ7wfN9xgyeBs7bFNmvG4TNR7cTkhlJTM/icHxGsJZPZ6Jxu11u5SJC+qduag+yJaByS/+omOs9nYG/ESfzsXLoLXYvNnKzTFlR0HLkBoO6GlPh8EAswL11AhUGgWUVTqqnMco0B63M8BAdRLfqhLqmbN1QjeD1YloKSA+Z7oSrcN5EAOIurKXD5Z2Z27IOo3gNbAruWHLmOLwXk6ULtv3QTT1GTqu2WexLCDIekh35fZd0FZNkl5MwpGpSbj+kwxbZwu1Z1k8kDrbFG5W2cwWmSXPFJI8iD6xLVMGYqbatCgqtr5ivYlADiok+kdComrnP20QNQmTV5lkqPpyHKOoGSW+pRWmo8o7useA3wvq6vL+mzdNsKwl9S4SyCzPX+EOxCa4U2nDsgWMWstfWACnc0bWXNQGmOdFCNiS2Gqa+Q2Dm27LrCNvJTlrd2uv4KvNlZezcfhCnFMNML88Y6p+X8LQYTijZmdFKbOHzH3XiJpToYSp+HubsrcrEeI8I5ZXNqOa6VXvu8THMql03IKNc8nUtyEd0XC8ndfS5YIJJYAePIQ0o6AyfqS9WMbk6X7AkuI4oyAdHH1pDsBrbtPd+aLmlRv46dgjR4e0uzTWtm0A5NG3nusfVutZl721PeVfxOQciVWYEjsf/8AMI8diLakScHC3iP+099mpAQ+PxVCnqFILj/mEjmgrUtcWo9h+KpLB2PM/TwM+FWlzXJjk4pMSB+J9d8BPpGncIV0Ebj8K8nY3MUOtMJ5D9oi2kaNgutpWA6BCzPUtXVv6CCwGxjVXmzQheKTr9GDYaniflF0Lb9YrrBfUodlJsLkwRspnZUauXd+Q038D2wU3TRYOtp3QykO2OoVNJKbi0XNeW6hDMe5puCrMmuGirQW2oB3RrKpp+JWBUIPvDxizpWc1d08fNdiqQPeHrHulYOKj7xGOKjm1j2T4/tA8lRcWahZaq+jVHIRlGbw1P12wGXIZjDI4NbuU4bMJT0Ss0srOc3CSfdTa0VbrX9B0DGxtdaw+6AKlQHdHXXwQY8SuEr4yjHrr17KNcjePKJskc3Y2Q09JBOP1GgrlIOmsFCsfxslEns7E43jeR36qeWlANx9eMeNZJwA+ai32bb+6Q+ARCRUSRq/gPnAks879L+SOgwOlhNz1u9Q1lbnsLJ4DU9sQYzL3p0CANEMqJTiLg5UVILo3DsKtTxmyglw1o+gNijnhDXC4sF816R0chcNDdcooZg9khQ4GAzT1dN/YcHN/wAXbjuKJ6enm/ugtdzH2US6NWpl+cCObmN30mveEYyocwWZU6LgU/6DHhkb/wCIfkV41Ep/8n52UiJRBfIqLBUMH/inyH2VZMh/8n/kfupUylHSWSeZ84uFVLb9OnPjYKoxsJ/Un9SuBQqUeuQ+5L2jkdJPO7pKs6cGjbxUZKmGJuSnHe47+Cl+7EKALXhqEAXXCO0eHCYhcsPcAh9xBH7xkvah+Qwv/wBw9FoPZ2TJK49iCYng82Seum35hcd5hBFUMk+ErZskZJsh3RvF6lkXXSLGileMcIC5YjZdpqZhsVlo5lCk0u4lTonL/OrxaOZG8lPKvpiySSd8dAsLKQ0TJgGCkIVUTLMlWRJ1uk9Y8LaQuqqkFwjbz1QFTUC/RtSkEOkDRoag2XamkbURdG7zX0ynte/1wi8FZWrwuenN9xzCroor3DiJXS43ClOHk6Dzjmdcuphhp3kNEekXL32Ua5SUkWURyYb9Y4XWCOpcPmqDoNOa9117uUUl11q6PD4qYaann+bI3hOMTZCChBsTm7yAPhHdQrpqdkrruXMiWMgLB+zlARUbmy6ppSSQ4G/dyMeXnE5URpKdBd0pNjuEQBN1CRxA3Xc6mQEAhCRfgIk/ZQgcS83K5m0qMo6if6RA+d190Sd0MqJKcx6o04CCGuNl66qzUBxYeESBNl4LsykvoNOAjtyuhX6WmQZRJQklxcgceMRJNlXITcKvUIDiw3xvsPJ6AfnAL55Vj9UqWlsq3GC3uNlRYXXUhZ6WWHLEh+d4Hzutup2CNIlJzEZR724coqL3c1YGjko1pBFwDprEBI6+5Xco5KDEpaQgMAL7h2x5sj7nUrmUckwyKCV93KuilvmTfIl/FoCE8ub4j5lW5G22SlPDT2Gjm38sMIHuI1JQ7wLqXDpqgs9Y6DeecIPaXWKO/M+ia4RpI7u+qYaGaogOSbHUnlGLeBdPSbbJV2mkJTMUyUjsAEM6Z7i3UplC4lu6XkwaiV6I8pK+tAYWHsiIkrjSVdlyU/epYyhurZg3s8IrlJyFVOcejJumqomHOzluD237oUMAtdJhuFn01IBZofJ4zZXKdA6IFg+Yh+4WibSvEm5U06Unq9UeAiN1SWNfq4A96t4HJSUuUgnNqQOUT4IaeGMHRo8k5zcPkqly80qWeqTdCTd9dI4RZKwLONkKw7DZJM15Mssot1E/m7I9xRkkj2huUkJcNOhqnqp6qhlsLXOnCOJgHuuzXmqbeg9I6Vfdf//Z" 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<span style="font-family: Verdana, sans-serif; font-size: large;">Recreamos la obra de Kandinsky, colocando como círculo central un elemento de un deporte olímpico. Trazamos círculos concéntricos usando marcadores flúor:</span></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFA83VdtBkj8UE0w1gC9z7mI06stUaL_lpAI8l0f11QD8W0aEtjZ-5A4G_CBW5rVJagrCs1KntVG38ok4cPas4i4igFaIIaXMfRy8x1ypRmW5swTMcyIU8ofnuqJxFXRtCu2g3yPJYSBU/s640/PicMonkey+Collage10.jpg" /></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqcefHQ04EDMmEevvFTKYQAtv5US3QsxNhyphenhyphenRJTLOqYIwXOjwzbanKbzNvJmqJzsLpErrgp4lmewogz1CeKXJTJp6eUIqnBf0DpPsAn2PDR6vIJgTniFn5KHubhWbSB7v7FvNxpH2dVu8A/s640/PicMonkey+Collage11.jpg" /></div>
mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0tag:blogger.com,1999:blog-4952518877039785579.post-43818227296667511012016-05-04T13:00:00.001+02:002016-05-04T13:00:22.941+02:00Rama de Primavera<span style="font-family: "verdana" , sans-serif; font-size: large;">Creamos una rama de primavera reutilizando ramas secas y bolas de algodón de colores:</span><br />
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<iframe allowfullscreen="" frameborder="0" height="480" src="http://www.kizoa.com/embed-42713954-P258972451o2l1" width="640"></iframe>mariapousahttp://www.blogger.com/profile/11914279047003808622noreply@blogger.com0