tag:blogger.com,1999:blog-23136942590888765682012-01-22T20:16:29.115+01:00Recursos para la enseñanza artística en la educación secundaria.sonianoreply@blogger.comBlogger641100tag:blogger.com,1999:blog-2313694259088876568.post-27331700931904079252012-01-22T20:16:00.001+01:002012-01-22T20:16:29.121+01:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-m3r_nDGOdbc/TxxgZaknqMI/AAAAAAAAB7M/nrJebH3DXNs/s1600/camiseta.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="400" width="283" src="http://3.bp.blogspot.com/-m3r_nDGOdbc/TxxgZaknqMI/AAAAAAAAB7M/nrJebH3DXNs/s400/camiseta.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2733170093190407925?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-11241451300171542722012-01-17T20:14:00.000+01:002012-01-17T20:14:50.066+01:00<div style="width:425px" id="__ss_11115346"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/taller-de-diseo-la-moda" title="Taller de Diseño. La Moda">Taller de Diseño. La Moda</a></strong><object id="__sse11115346" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=moda-120117131209-phpapp02&stripped_title=taller-de-diseo-la-moda&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse11115346" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=moda-120117131209-phpapp02&stripped_title=taller-de-diseo-la-moda&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-1124145130017154272?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-50808503966842328242012-01-17T20:07:00.002+01:002012-01-17T20:08:15.295+01:00<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5080850396684232824?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-42340473655787790382012-01-17T20:01:00.001+01:002012-01-17T20:02:09.106+01:00<div style="text-align: center;"><a href="http://www.educacionplastica.net/isometricaOld.html" target="_blank"><img alt="" height="250" src="data:image/png;base64,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" width="400" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4234047365578779038?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-26011459920344117712012-01-11T23:54:00.001+01:002012-01-11T23:55:59.842+01:00Ivam, 3.ESO. IES Alcalans<div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-a9M847iASBQ/Tw4S7VmGWaI/AAAAAAAAB5c/bHn56HM6ilg/s640/blogger-image--1902690976.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-a9M847iASBQ/Tw4S7VmGWaI/AAAAAAAAB5c/bHn56HM6ilg/s640/blogger-image--1902690976.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-Q32_d3cM5tM/Tw4S8FScT-I/AAAAAAAAB5g/i2gvOUu3fwo/s640/blogger-image--608883069.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-Q32_d3cM5tM/Tw4S8FScT-I/AAAAAAAAB5g/i2gvOUu3fwo/s640/blogger-image--608883069.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-VN4fJX8pmOk/Tw4S89Da27I/AAAAAAAAB5o/N3NJKAvp03M/s640/blogger-image-735432243.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-VN4fJX8pmOk/Tw4S89Da27I/AAAAAAAAB5o/N3NJKAvp03M/s640/blogger-image-735432243.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-0F2rMispUuQ/Tw4S9sVNt2I/AAAAAAAAB5w/l_zt-g1n7NY/s640/blogger-image--2092290194.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-0F2rMispUuQ/Tw4S9sVNt2I/AAAAAAAAB5w/l_zt-g1n7NY/s640/blogger-image--2092290194.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-XDxAsa1_6lQ/Tw4S-hR8zUI/AAAAAAAAB58/Qfgcy0vlCrc/s640/blogger-image-1252498521.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-XDxAsa1_6lQ/Tw4S-hR8zUI/AAAAAAAAB58/Qfgcy0vlCrc/s640/blogger-image-1252498521.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-c0C2X81_ECA/Tw4TAWDSKAI/AAAAAAAAB6M/S2niDPpEPWU/s640/blogger-image--951824668.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-c0C2X81_ECA/Tw4TAWDSKAI/AAAAAAAAB6M/S2niDPpEPWU/s640/blogger-image--951824668.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-Xz4t34biVJk/Tw4TBO3_XII/AAAAAAAAB6U/fult9RTDL1c/s640/blogger-image-1484604133.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-Xz4t34biVJk/Tw4TBO3_XII/AAAAAAAAB6U/fult9RTDL1c/s640/blogger-image-1484604133.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-oPQvwW_t11E/Tw4TB0FN2nI/AAAAAAAAB6c/d5dHNUH-WJs/s640/blogger-image--1263199345.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-oPQvwW_t11E/Tw4TB0FN2nI/AAAAAAAAB6c/d5dHNUH-WJs/s640/blogger-image--1263199345.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-LUS_2anWvqI/Tw4TC0xoiBI/AAAAAAAAB6k/Y092AaX92VU/s640/blogger-image-502191012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-LUS_2anWvqI/Tw4TC0xoiBI/AAAAAAAAB6k/Y092AaX92VU/s640/blogger-image-502191012.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-CdT7OFv-JWo/Tw4TDw7DFUI/AAAAAAAAB6s/C6U3Yvt2hDg/s640/blogger-image-1223864789.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-CdT7OFv-JWo/Tw4TDw7DFUI/AAAAAAAAB6s/C6U3Yvt2hDg/s640/blogger-image-1223864789.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-OFUyVXQPsAg/Tw4TfnU2nTI/AAAAAAAAB68/48reyaHTFXI/s640/blogger-image-1419149311.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-OFUyVXQPsAg/Tw4TfnU2nTI/AAAAAAAAB68/48reyaHTFXI/s640/blogger-image-1419149311.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-0YeWqAkv7Vo/Tw4TEW9ZyTI/AAAAAAAAB6w/5QISmTvDUuw/s640/blogger-image-1908598277.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-0YeWqAkv7Vo/Tw4TEW9ZyTI/AAAAAAAAB6w/5QISmTvDUuw/s640/blogger-image-1908598277.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2601145992034411771?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-61468683856603347922012-01-11T20:44:00.001+01:002012-01-11T20:45:40.242+01:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-ZFXGADoIw-Y/Tw3mj0cADDI/AAAAAAAAB5M/CqWC3Xa06VY/s1600/MAQUILLAJE+CHICO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-ZFXGADoIw-Y/Tw3mj0cADDI/AAAAAAAAB5M/CqWC3Xa06VY/s320/MAQUILLAJE+CHICO.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-VnUs9q9gyhE/Tw3mnaMMaII/AAAAAAAAB5U/o4qBdi4ksWs/s1600/angelina-1024x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-VnUs9q9gyhE/Tw3mnaMMaII/AAAAAAAAB5U/o4qBdi4ksWs/s320/angelina-1024x768.jpg" width="320" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6146868385660334792?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-66559451837733020362011-12-21T21:02:00.001+01:002011-12-21T21:02:17.069+01:00Dejamos las cónicas por un día y nos centramos en los "conos" de temaki, en un buen bizcocho casero y en la buena compañía.<br /><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-A2J0tAxfRFU/TvI7PcbJ8DI/AAAAAAAAB40/0I1Ma3q9RT4/s640/blogger-image--1189414163.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-A2J0tAxfRFU/TvI7PcbJ8DI/AAAAAAAAB40/0I1Ma3q9RT4/s640/blogger-image--1189414163.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-CJmo-Gux8Dw/TvI7QTOliLI/AAAAAAAAB44/hytTiqVDBYM/s640/blogger-image-1864451144.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-CJmo-Gux8Dw/TvI7QTOliLI/AAAAAAAAB44/hytTiqVDBYM/s640/blogger-image-1864451144.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-npkrS14AAPg/TvI7RopBAqI/AAAAAAAAB5A/OXqgEhLkpaM/s640/blogger-image-1744880898.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-npkrS14AAPg/TvI7RopBAqI/AAAAAAAAB5A/OXqgEhLkpaM/s640/blogger-image-1744880898.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6655945183773302036?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com3tag:blogger.com,1999:blog-2313694259088876568.post-62184865749982313952011-12-08T22:10:00.002+01:002011-12-08T22:12:40.644+01:00Dos webs muy buenas para visualizar el sistema diédrico:<br /><ul><li><a href="http://palmera.pntic.mec.es/%7Ejcuadr2/laboratoriosd/index.html">http://palmera.pntic.mec.es/~jcuadr2/laboratoriosd/index.html</a></li><li><a href="http://iesdiegovelazquez.org/dibujo/PacoDocWeb/recursos/dibTecnico/diedrico/index.html">http://iesdiegovelazquez.org/dibujo/PacoDocWeb/recursos/dibTecnico/diedrico/index.html</a></li></ul><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6218486574998231395?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-87774307826374832702011-12-06T15:59:00.002+01:002011-12-06T15:59:39.080+01:00<div id="__ss_9409234" style="width: 425px;"> <strong style="display: block; margin: 12px 0 4px;"><a href="http://www.slideshare.net/yanagi89/tipografa-td-9409234" target="_blank" title="Tipografía">Tipografía</a></strong> <iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/9409234" width="425"></iframe> <div style="padding: 5px 0 12px;"> View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/yanagi89" target="_blank">yanagi89</a> </div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-8777430782637483270?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-90041764431625093982011-11-27T15:22:00.001+01:002011-11-27T15:26:34.429+01:00<div style="text-align: center;"><img border="0" height="243" src="http://4.bp.blogspot.com/-H7KD8zREwjI/TtJIEuvtj-I/AAAAAAAAB4o/MyHSy31aBE4/s320/hju.jpg" width="320" />&nbsp;</div><div style="text-align: center;"><a href="http://snowflakes.barkleyus.com/index.html" target="_blank">http://snowflakes.barkleyus.com/index.html</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-9004176443162509398?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-41836389854948212742011-11-20T22:26:00.001+01:002011-11-20T22:26:11.046+01:00Aplicación de enlaces y tangencias en tatuajes tribales.<div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-JP7PC_9XSUw/TslwX_T1bAI/AAAAAAAAB3k/ore_1JNLwlI/s640/blogger-image-842626155.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-JP7PC_9XSUw/TslwX_T1bAI/AAAAAAAAB3k/ore_1JNLwlI/s640/blogger-image-842626155.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-t4q1_y0cLWE/TslwYvv4d6I/AAAAAAAAB3s/GqaNgpc20d8/s640/blogger-image-580469503.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-t4q1_y0cLWE/TslwYvv4d6I/AAAAAAAAB3s/GqaNgpc20d8/s640/blogger-image-580469503.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-FQJUWXVmsAQ/TslwZdDGKEI/AAAAAAAAB30/kJuaougrD7s/s640/blogger-image-35993176.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-FQJUWXVmsAQ/TslwZdDGKEI/AAAAAAAAB30/kJuaougrD7s/s640/blogger-image-35993176.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-YGuFtIAg_Ms/TslwZqmwj1I/AAAAAAAAB38/u-ePXiczIY4/s640/blogger-image--1934343711.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-YGuFtIAg_Ms/TslwZqmwj1I/AAAAAAAAB38/u-ePXiczIY4/s640/blogger-image--1934343711.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-3RstCeugfoc/TslwaKaORGI/AAAAAAAAB4A/8g5QdJs60UI/s640/blogger-image-312209977.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-3RstCeugfoc/TslwaKaORGI/AAAAAAAAB4A/8g5QdJs60UI/s640/blogger-image-312209977.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-esxhS_Gx_Y8/TslwagE5vgI/AAAAAAAAB4I/Ce-kJH4d4fk/s640/blogger-image-777341461.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-esxhS_Gx_Y8/TslwagE5vgI/AAAAAAAAB4I/Ce-kJH4d4fk/s640/blogger-image-777341461.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-Y7T7Kq9Gi0Y/TslwbHlq01I/AAAAAAAAB4U/lkZ9jnaNz78/s640/blogger-image-2112532850.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-Y7T7Kq9Gi0Y/TslwbHlq01I/AAAAAAAAB4U/lkZ9jnaNz78/s640/blogger-image-2112532850.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-ayVUfahn-ps/TslwcaRar0I/AAAAAAAAB4c/8_sMg1RK43Y/s640/blogger-image-1709594664.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-ayVUfahn-ps/TslwcaRar0I/AAAAAAAAB4c/8_sMg1RK43Y/s640/blogger-image-1709594664.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4183638985494821274?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-88466380899506617442011-11-20T22:16:00.002+01:002011-11-20T22:16:55.521+01:00<div style="width:425px" id="__ss_10244946"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/perspectiva-lineal" title="Perspectiva lineal">Perspectiva lineal</a></strong><object id="__sse10244946" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=perspectivalineal-111120151117-phpapp01&stripped_title=perspectiva-lineal&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse10244946" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=perspectivalineal-111120151117-phpapp01&stripped_title=perspectiva-lineal&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-8846638089950661744?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-30564205652734136432011-11-20T22:15:00.001+01:002011-11-20T22:15:32.844+01:00<div style="width:425px" id="__ss_10244948"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/publicidad-subliminal-10244948" title="Publicidad subliminal">Publicidad subliminal</a></strong><object id="__sse10244948" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=publicidadsubliminal-111120151139-phpapp02&stripped_title=publicidad-subliminal-10244948&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse10244948" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=publicidadsubliminal-111120151139-phpapp02&stripped_title=publicidad-subliminal-10244948&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3056420565273413643?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-65689843809215126702011-11-20T22:13:00.004+01:002011-11-20T22:13:58.527+01:00<div id="__ss_10244942" style="width: 425px;"><strong style="display: block; margin: 12px 0 4px;"><a href="http://www.slideshare.net/yanagi89/diseo-de-interiores-10244942" title="Diseño de interiores">Diseño de interiores</a></strong><object height="355" id="__sse10244942" width="425"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=diseodeinteriores-111120151102-phpapp02&amp;stripped_title=diseo-de-interiores-10244942&amp;userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse10244942" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=diseodeinteriores-111120151102-phpapp02&amp;stripped_title=diseo-de-interiores-10244942&amp;userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object><div style="padding: 5px 0 12px;">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6568984380921512670?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-22409746771264765752011-11-18T17:48:00.001+01:002011-11-18T17:48:34.832+01:00Exposición Blasco Ibañez y taller fotográfico.<div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-R7R08XlFwEw/TsaMQVI_KWI/AAAAAAAAB2I/TPDLtw0ii0A/s640/blogger-image-240538113.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-R7R08XlFwEw/TsaMQVI_KWI/AAAAAAAAB2I/TPDLtw0ii0A/s640/blogger-image-240538113.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-NUmntU8dk3A/TsaMRT6WM_I/AAAAAAAAB2Q/0-fU27DgCoc/s640/blogger-image--914458676.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-NUmntU8dk3A/TsaMRT6WM_I/AAAAAAAAB2Q/0-fU27DgCoc/s640/blogger-image--914458676.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-y10t4pxUfD0/TsaMR5HXVKI/AAAAAAAAB2Y/H21lBxqndb0/s640/blogger-image--532423747.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-y10t4pxUfD0/TsaMR5HXVKI/AAAAAAAAB2Y/H21lBxqndb0/s640/blogger-image--532423747.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-nkaHLHcofxI/TsaMTPf1XUI/AAAAAAAAB2g/7UvzPT7v9IE/s640/blogger-image-1264383623.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-nkaHLHcofxI/TsaMTPf1XUI/AAAAAAAAB2g/7UvzPT7v9IE/s640/blogger-image-1264383623.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-envAnerh9Wc/TsaMT0iloNI/AAAAAAAAB2o/f15ef6_-JwI/s640/blogger-image--1072805368.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-envAnerh9Wc/TsaMT0iloNI/AAAAAAAAB2o/f15ef6_-JwI/s640/blogger-image--1072805368.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-W2bDnFNu_14/TsaMUnZDC-I/AAAAAAAAB2w/GGEjoUwutXk/s640/blogger-image-1976584056.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-W2bDnFNu_14/TsaMUnZDC-I/AAAAAAAAB2w/GGEjoUwutXk/s640/blogger-image-1976584056.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-MdWt7Funnto/TsaMVTuxFWI/AAAAAAAAB24/0shz0ngGCik/s640/blogger-image--624036424.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-MdWt7Funnto/TsaMVTuxFWI/AAAAAAAAB24/0shz0ngGCik/s640/blogger-image--624036424.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-u_i34nIy8NE/TsaMWSDR_-I/AAAAAAAAB3A/8U7SrJQtc50/s640/blogger-image--1277047927.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-u_i34nIy8NE/TsaMWSDR_-I/AAAAAAAAB3A/8U7SrJQtc50/s640/blogger-image--1277047927.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-5CwJCUoksik/TsaMXWcuCWI/AAAAAAAAB3I/9bukwlQd2UA/s640/blogger-image--1332650420.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-5CwJCUoksik/TsaMXWcuCWI/AAAAAAAAB3I/9bukwlQd2UA/s640/blogger-image--1332650420.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-5-X6DvyYV-A/TsaMX7xq7TI/AAAAAAAAB3M/MMZw-ysTN40/s640/blogger-image--153287268.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-5-X6DvyYV-A/TsaMX7xq7TI/AAAAAAAAB3M/MMZw-ysTN40/s640/blogger-image--153287268.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-kxljTmsgU4s/TsaMYYGLJzI/AAAAAAAAB3U/BsyZFu0dq50/s640/blogger-image-1487770175.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-kxljTmsgU4s/TsaMYYGLJzI/AAAAAAAAB3U/BsyZFu0dq50/s640/blogger-image-1487770175.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2240974677126476575?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-77897113189641175732011-10-30T11:39:00.001+01:002011-11-20T22:27:10.451+01:00<div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-V6DaN5XihAw/Tq0pLZWp43I/AAAAAAAAB00/_zStlOCtXzM/s640/blogger-image-417803917.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-V6DaN5XihAw/Tq0pLZWp43I/AAAAAAAAB00/_zStlOCtXzM/s640/blogger-image-417803917.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-u8if9WQnpAc/Tq0pRnpy59I/AAAAAAAAB1U/LJ9YElJQl-A/s640/blogger-image-1784768441.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-u8if9WQnpAc/Tq0pRnpy59I/AAAAAAAAB1U/LJ9YElJQl-A/s640/blogger-image-1784768441.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-bg3oINea1l0/Tq0pS7ZxLQI/AAAAAAAAB1k/dLV6YSrNklM/s640/blogger-image-1473208422.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-bg3oINea1l0/Tq0pS7ZxLQI/AAAAAAAAB1k/dLV6YSrNklM/s640/blogger-image-1473208422.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-DIlwljwDg-0/Tq0pKSOboxI/AAAAAAAAB0s/bZn7GZQmV48/s640/blogger-image--904480612.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-DIlwljwDg-0/Tq0pKSOboxI/AAAAAAAAB0s/bZn7GZQmV48/s640/blogger-image--904480612.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-C8hyCdZZjRU/Tq0o89jIXBI/AAAAAAAABz0/I5ffeyi7Z-M/s640/blogger-image-1216004522.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-C8hyCdZZjRU/Tq0o89jIXBI/AAAAAAAABz0/I5ffeyi7Z-M/s640/blogger-image-1216004522.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-xFu5miXfwVU/Tq0pDURqVHI/AAAAAAAAB0E/QiBlWXzGlow/s640/blogger-image-256660273.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-xFu5miXfwVU/Tq0pDURqVHI/AAAAAAAAB0E/QiBlWXzGlow/s640/blogger-image-256660273.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-qlno4nyFwTI/Tq0pGO9jX1I/AAAAAAAAB0U/spAJBb56zwc/s640/blogger-image--1779352348.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-qlno4nyFwTI/Tq0pGO9jX1I/AAAAAAAAB0U/spAJBb56zwc/s640/blogger-image--1779352348.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-YQIcXWv_qoU/Tq0pVE4W-PI/AAAAAAAAB1s/tX3HcXM2YuU/s640/blogger-image-934208248.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-YQIcXWv_qoU/Tq0pVE4W-PI/AAAAAAAAB1s/tX3HcXM2YuU/s640/blogger-image-934208248.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-T9MwkpYq-6k/Tq0pFcXKUnI/AAAAAAAAB0M/ngjGm2BCIpQ/s640/blogger-image-1654529544.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-T9MwkpYq-6k/Tq0pFcXKUnI/AAAAAAAAB0M/ngjGm2BCIpQ/s640/blogger-image-1654529544.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-oRwcyEMIZ2U/Tq0pSDFEKII/AAAAAAAAB1c/-jC-q-0OSjQ/s640/blogger-image--494425775.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-oRwcyEMIZ2U/Tq0pSDFEKII/AAAAAAAAB1c/-jC-q-0OSjQ/s640/blogger-image--494425775.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-SWDgDdyU2O0/Tq0pISIMbiI/AAAAAAAAB0c/lQZucGN1lIs/s640/blogger-image-410742877.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-SWDgDdyU2O0/Tq0pISIMbiI/AAAAAAAAB0c/lQZucGN1lIs/s640/blogger-image-410742877.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-jMCX6XMB7x0/Tq0pPBkTk5I/AAAAAAAAB1E/flq2CkKQwAI/s640/blogger-image--388530882.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-jMCX6XMB7x0/Tq0pPBkTk5I/AAAAAAAAB1E/flq2CkKQwAI/s640/blogger-image--388530882.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-M3zuZpQ2374/Tq0pMX5qwYI/AAAAAAAAB08/axvAuGJZJbk/s640/blogger-image--677549125.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-M3zuZpQ2374/Tq0pMX5qwYI/AAAAAAAAB08/axvAuGJZJbk/s640/blogger-image--677549125.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-dkJnuuGwgJQ/Tq0pI27GqAI/AAAAAAAAB0k/CmH7pO_DAww/s640/blogger-image-480534408.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-dkJnuuGwgJQ/Tq0pI27GqAI/AAAAAAAAB0k/CmH7pO_DAww/s640/blogger-image-480534408.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-NB0tfFUfZVA/Tq0pCsk9pJI/AAAAAAAABz8/WL4OwRyc-MQ/s640/blogger-image-887378120.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-NB0tfFUfZVA/Tq0pCsk9pJI/AAAAAAAABz8/WL4OwRyc-MQ/s640/blogger-image-887378120.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7789711318964117573?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0Valencia Valencia39.472147 -0.383262tag:blogger.com,1999:blog-2313694259088876568.post-37913744242387659572011-10-27T16:53:00.001+02:002011-10-27T16:57:27.714+02:00<a href="http://www.nga.gov/kids/zone/wallovers.htm"><img alt="" height="250" src="data:image/png;base64,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" width="400" /></a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3791374424238765957?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-39781076529832464322011-10-23T18:01:00.001+02:002011-10-23T18:01:38.879+02:00<div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-NcmOSx3wV-k/TqQ6WBXG2AI/AAAAAAAABzQ/RNBa0T_OdBU/s640/blogger-image-2070046643.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-NcmOSx3wV-k/TqQ6WBXG2AI/AAAAAAAABzQ/RNBa0T_OdBU/s640/blogger-image-2070046643.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-6xoD6VNk_FA/TqQ6W94wQ0I/AAAAAAAABzY/SRHR0db-klU/s640/blogger-image--1158693637.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh4.googleusercontent.com/-6xoD6VNk_FA/TqQ6W94wQ0I/AAAAAAAABzY/SRHR0db-klU/s640/blogger-image--1158693637.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-PwjWSy66niw/TqQ6XcQj-YI/AAAAAAAABzc/5yWZYWQOanw/s640/blogger-image--2133924273.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-PwjWSy66niw/TqQ6XcQj-YI/AAAAAAAABzc/5yWZYWQOanw/s640/blogger-image--2133924273.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-HdRhOI2XinI/TqQ6X3KlITI/AAAAAAAABzo/rIC1UQKbO2c/s640/blogger-image--451066032.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh5.googleusercontent.com/-HdRhOI2XinI/TqQ6X3KlITI/AAAAAAAABzo/rIC1UQKbO2c/s640/blogger-image--451066032.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3978107652983246432?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-33745362588433482312011-10-10T13:49:00.001+02:002011-10-10T13:49:30.030+02:00<br /><div class="separator"style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-HSizUbxLKWw/TpLbxSOy9NI/AAAAAAAABzE/6DmDvjaAcBw/s640/blogger-image-17642080.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh6.googleusercontent.com/-HSizUbxLKWw/TpLbxSOy9NI/AAAAAAAABzE/6DmDvjaAcBw/s640/blogger-image-17642080.jpg" /></a></div><div class="separator"style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-eaoI4-Qc4cI/TpLbyXPbJDI/AAAAAAAABzI/5XjadW2SbxY/s640/blogger-image--2101003201.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-eaoI4-Qc4cI/TpLbyXPbJDI/AAAAAAAABzI/5XjadW2SbxY/s640/blogger-image--2101003201.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3374536258843348231?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-47428374303912014832011-10-06T00:33:00.002+02:002011-10-06T15:59:43.510+02:00<div class="separator" style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-q7atTJbrCgk/TozbH76dEPI/AAAAAAAAByA/FhfT4zFGDmA/s640/blogger-image-1506654168.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://lh5.googleusercontent.com/-q7atTJbrCgk/TozbH76dEPI/AAAAAAAAByA/FhfT4zFGDmA/s320/blogger-image-1506654168.jpg" width="236" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-_5KR0tdGfP4/TozbIaNEpcI/AAAAAAAAByE/MQzYdbkf_gU/s640/blogger-image--1906882885.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://lh6.googleusercontent.com/-_5KR0tdGfP4/TozbIaNEpcI/AAAAAAAAByE/MQzYdbkf_gU/s320/blogger-image--1906882885.jpg" width="228" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4742837430391201483?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com2tag:blogger.com,1999:blog-2313694259088876568.post-84941704526047977902011-10-06T00:30:00.003+02:002011-10-06T16:10:23.492+02:00<div class="separator" style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-fuuaZAQsnlU/To2wLIT_P5I/AAAAAAAAByI/hLEl4FgxaNc/s640/blogger-image--1600168828.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-g-54rlsiDY4/To2wLdQ-stI/AAAAAAAAByM/p-E6JoRpzso/s640/blogger-image-364389744.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://lh5.googleusercontent.com/-g-54rlsiDY4/To2wLdQ-stI/AAAAAAAAByM/p-E6JoRpzso/s320/blogger-image-364389744.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-hH_d4X4qTWw/To2wLzZs8bI/AAAAAAAAByQ/DLmQha0YJWo/s640/blogger-image--1618604593.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-7M0LKlo8VG8/To2wMU3RdiI/AAAAAAAAByU/DE-xppfCQQ4/s640/blogger-image-1673335305.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-Ux1LLsHjBMI/To2wN6Pr8QI/AAAAAAAAByg/6X4idreoa5c/s640/blogger-image-1027474634.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-vWgthnS1ITo/To22oMwtTPI/AAAAAAAAByw/vHsHB5UHJBE/s1600/blogger-image-851305802.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="http://3.bp.blogspot.com/-vWgthnS1ITo/To22oMwtTPI/AAAAAAAAByw/vHsHB5UHJBE/s320/blogger-image-851305802.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-fvmaZ7HSVI4/To22ol44g-I/AAAAAAAABy0/wD-VmRTchq4/s1600/blogger-image--1600168828.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-fvmaZ7HSVI4/To22ol44g-I/AAAAAAAABy0/wD-VmRTchq4/s320/blogger-image--1600168828.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-xdtydruSqo8/To22pG0fauI/AAAAAAAABy4/O6keyr9G0F8/s1600/blogger-image-1673335305.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="http://1.bp.blogspot.com/-xdtydruSqo8/To22pG0fauI/AAAAAAAABy4/O6keyr9G0F8/s320/blogger-image-1673335305.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-8EmuJrFofF4/To22ptV28gI/AAAAAAAABy8/s3a9HGyrFRE/s1600/blogger-image-1664504335.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-8EmuJrFofF4/To22ptV28gI/AAAAAAAABy8/s3a9HGyrFRE/s320/blogger-image-1664504335.jpg" width="239" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-h3yIY-ur8gs/To22qcgGoNI/AAAAAAAABzA/0HMinq4r8oE/s1600/blogger-image-1027474634.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-h3yIY-ur8gs/To22qcgGoNI/AAAAAAAABzA/0HMinq4r8oE/s320/blogger-image-1027474634.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-3hPyg9K4_fY/TozatuJe6ZI/AAAAAAAABx8/p0GhACyoNbk/s640/blogger-image--1432636630.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://lh5.googleusercontent.com/-3hPyg9K4_fY/TozatuJe6ZI/AAAAAAAABx8/p0GhACyoNbk/s320/blogger-image--1432636630.jpg" style="cursor: move;" width="320" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-8494170452604797790?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-16581965004883107882011-09-25T01:45:00.002+02:002011-09-25T01:45:53.607+02:00<div style="width:425px" id="__ss_9409230"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/laberintos-9409230" title="Laberintos">Laberintos</a></strong><object id="__sse9409230" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=laberintos-110924183544-phpapp01&stripped_title=laberintos-9409230&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9409230" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=laberintos-110924183544-phpapp01&stripped_title=laberintos-9409230&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-1658196500488310788?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-53802908376830939302011-09-25T01:44:00.000+02:002011-09-25T01:44:42.550+02:00<div style="width:425px" id="__ss_9409210"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/las-formas-9409210" title="Las formas">Las formas</a></strong><object id="__sse9409210" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=lasformas-110924182837-phpapp01&stripped_title=las-formas-9409210&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9409210" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=lasformas-110924182837-phpapp01&stripped_title=las-formas-9409210&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5380290837683093930?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-76227274638589637882011-09-25T01:32:00.003+02:002011-09-25T19:51:13.601+02:00<div style="width:425px" id="__ss_9409202"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/ilustracin-9409202" title="Ilustración" target="_blank">Ilustración</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/9409202" width="425" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe> <div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/yanagi89" target="_blank">yanagi89</a> </div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7622727463858963788?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-38470170378701549052011-09-25T01:31:00.000+02:002011-09-25T01:31:11.718+02:00<div style="width:425px" id="__ss_9409199"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/la-publicidad-9409199" title="La publicidad">La publicidad</a></strong><object id="__sse9409199" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=la-publicidad-110924182611-phpapp01&stripped_title=la-publicidad-9409199&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9409199" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=la-publicidad-110924182611-phpapp01&stripped_title=la-publicidad-9409199&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3847017037870154905?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-53284025683772710802011-09-25T01:29:00.003+02:002011-09-25T01:29:48.604+02:00<div style="width:425px" id="__ss_9409196"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/fundamentos-del-diseo-9409196" title="Fundamentos del diseño">Fundamentos del diseño</a></strong><object id="__sse9409196" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=fundamentosdeldiseo-110924182512-phpapp02&stripped_title=fundamentos-del-diseo-9409196&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9409196" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=fundamentosdeldiseo-110924182512-phpapp02&stripped_title=fundamentos-del-diseo-9409196&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5328402568377271080?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-63053280069792179712011-09-25T01:29:00.000+02:002011-09-25T01:29:02.418+02:00<div style="width:425px" id="__ss_9409188"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/diseo-grfico-9409188" title="Diseño gráfico">Diseño gráfico</a></strong><object id="__sse9409188" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=diseogrfico-110924182347-phpapp02&stripped_title=diseo-grfico-9409188&userName=yanagi89" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9409188" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=diseogrfico-110924182347-phpapp02&stripped_title=diseo-grfico-9409188&userName=yanagi89" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6305328006979217971?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-76285730170799043802010-03-01T21:16:00.002+01:002010-03-01T21:16:32.786+01:00<div style="width:425px" id="__ss_3309565"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yanagi89/anlisis-de-las-formas-ii" title="AnáLisis De Las Formas II">AnáLisis De Las Formas II</a></strong><object width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=anlisisdelasformasii-100301141207-phpapp02&stripped_title=anlisis-de-las-formas-ii" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=anlisisdelasformasii-100301141207-phpapp02&stripped_title=anlisis-de-las-formas-ii" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7628573017079904380?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-55044866491690888372010-03-01T20:28:00.000+01:002010-03-01T20:28:28.530+01:00<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5504486649169088837?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-1044395416038368852010-03-01T20:27:00.000+01:002010-03-01T20:27:31.553+01:00<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-104439541603836885?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-8200129709394199732010-02-05T12:19:00.005+01:002010-02-05T12:35:43.812+01:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/_VoNs-K4uZmE/S2wCIOX4DHI/AAAAAAAAA7w/vrc5jTPoSuA/s1600-h/Imagen+005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" kt="true" src="http://3.bp.blogspot.com/_VoNs-K4uZmE/S2wCIOX4DHI/AAAAAAAAA7w/vrc5jTPoSuA/s400/Imagen+005.jpg" width="400" /></a><a href="http://picasaweb.google.es/yanagi89/TallerDeANZOUniversitatDeValenciaIESLaPatacona1ESO">http://picasaweb.google.es/yanagi89/TallerDeANZOUniversitatDeValenciaIESLaPatacona1ESO</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-820012970939419973?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-256742432282558672010-01-12T20:04:00.003+01:002010-01-12T20:09:10.033+01:00<div style="width:425px;text-align:left" id="__ss_2898053"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/anlisis-de-las-formas-i" title="Análisis de las formas I">Análisis de las formas I</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=anlisisdelasformasi-100112130438-phpapp02&stripped_title=anlisis-de-las-formas-i" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=anlisisdelasformasi-100112130438-phpapp02&stripped_title=anlisis-de-las-formas-i" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-25674243228255867?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-22043994682867275792010-01-12T20:03:00.003+01:002010-01-12T20:18:46.646+01:00<div style="width:425px;text-align:left" id="__ss_2898023"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/el-lenguaje-visual" title="El Lenguaje Visual">El Lenguaje Visual</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=ellenguajevisual-100112130051-phpapp01&stripped_title=el-lenguaje-visual" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=ellenguajevisual-100112130051-phpapp01&stripped_title=el-lenguaje-visual" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2204399468286727579?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-70856171620151007372009-12-10T18:45:00.001+01:002009-12-10T18:47:19.633+01:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/_VoNs-K4uZmE/SyEzu4FnhNI/AAAAAAAAA34/JK9UAIYxBsI/s1600-h/DSC00090.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ps="true" src="http://2.bp.blogspot.com/_VoNs-K4uZmE/SyEzu4FnhNI/AAAAAAAAA34/JK9UAIYxBsI/s320/DSC00090.JPG" /></a><a href="http://picasaweb.google.es/yanagi89/TallerEsculturasUPVDic093ESOIESLaPatacona">http://picasaweb.google.es/yanagi89/TallerEsculturasUPVDic093ESOIESLaPatacona</a><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7085617162015100737?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-72357618289286073202009-12-09T16:32:00.000+01:002009-12-09T16:32:57.541+01:00<div style="text-align: center;">Preciosos dibujos creados con arena. Kseniya Simonova es una joven ucraniana, ganadora del Ukraine's Got Talent.<br /></div><br /><object height="344" width="425"><param name="movie" value="http://www.youtube.com/v/x589xMj64cc&amp;hl=es_ES&amp;fs=1&amp;"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/x589xMj64cc&amp;hl=es_ES&amp;fs=1&amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7235761828928607320?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-25812033819068336532009-11-29T21:59:00.002+01:002009-11-29T22:04:53.681+01:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/_VoNs-K4uZmE/SxLgUw0ZzUI/AAAAAAAAA0Q/yqKXgQdwSQU/s1600/DSC00041.JPG" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/_VoNs-K4uZmE/SxLgUw0ZzUI/AAAAAAAAA0Q/yqKXgQdwSQU/s400/DSC00041.JPG" yr="true" /></a><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="http://picasaweb.google.com/yanagi89/TALLERSOROLLADEBANCAJANOV2009">http://picasaweb.google.com/yanagi89/TALLERSOROLLADEBANCAJANOV2009</a><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2581203381906833653?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-44717831343187328362009-11-20T12:19:00.003+01:002009-11-20T22:29:12.505+01:00<div style="width:425px;text-align:left" id="__ss_2548875"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/la-publicidad-2548875" title="La Publicidad">La Publicidad</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=la-publicidad-091120152651-phpapp01&stripped_title=la-publicidad-2548875" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=la-publicidad-091120152651-phpapp01&stripped_title=la-publicidad-2548875" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4471783134318732836?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-90816898109594027232009-11-10T10:47:00.003+01:002009-11-10T23:00:11.145+01:00<div style="width:425px;text-align:left" id="__ss_2465758"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/acotaci" title="Acotació">Acotació</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=acotacin-091110075235-phpapp02&stripped_title=acotaci" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=acotacin-091110075235-phpapp02&stripped_title=acotaci" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-9081689810959402723?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-28356155544240810072009-11-03T12:40:00.000+01:002009-11-03T12:40:25.188+01:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/vuRbloqZNco&color1=0xb1b1b1&color2=0xcfcfcf&feature=player_embedded&fs=1"></param><param name="allowFullScreen" value="true"></param><param name="allowScriptAccess" value="always"></param><embed src="http://www.youtube.com/v/vuRbloqZNco&color1=0xb1b1b1&color2=0xcfcfcf&feature=player_embedded&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-2835615554424081007?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com1tag:blogger.com,1999:blog-2313694259088876568.post-9488945000455784412009-11-03T10:19:00.005+01:002010-01-12T20:17:25.107+01:00<div style="width:425px;text-align:left" id="__ss_2410540"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/diseo-de-tatuajes-aplicando-enlaces-y-tangencias-3-eso-2410540" title="Diseño de tatuajes aplicando enlaces y tangencias. 3º ESO">Diseño de tatuajes aplicando enlaces y tangencias. 3º ESO</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=tatuajes-091103060854-phpapp02&stripped_title=diseo-de-tatuajes-aplicando-enlaces-y-tangencias-3-eso-2410540" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=tatuajes-091103060854-phpapp02&stripped_title=diseo-de-tatuajes-aplicando-enlaces-y-tangencias-3-eso-2410540" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-948894500045578441?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-74446111963946680532009-10-30T12:49:00.000+01:002009-10-30T12:49:06.363+01:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/slm2PVbWtdU&hl=es&fs=1&"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/slm2PVbWtdU&hl=es&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7444611196394668053?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-76587766575543708912009-10-30T12:43:00.000+01:002009-10-30T12:43:01.448+01:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/oNnK28Eqmj8&hl=es&fs=1&"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/oNnK28Eqmj8&hl=es&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7658776657554370891?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-10553880970631173682009-10-30T12:38:00.000+01:002009-10-30T12:38:04.750+01:00<a href="http://www.educacionplastica.net/juegoPoligonos.html">http://www.educacionplastica.net/juegoPoligonos.html</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-1055388097063117368?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-75077430386516938492009-10-29T09:47:00.004+01:002009-10-29T09:49:35.048+01:00<a href="http://perso.wanadoo.es/separatriz/PAPEL%20ISOMETRICO%205%20mm.pdf">http://perso.wanadoo.es/separatriz/PAPEL%20ISOMETRICO%205%20mm.pdf</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7507743038651693849?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-71216035935047151762009-10-28T20:18:00.002+01:002009-10-28T20:18:55.816+01:00<a href="http://www.educacionplastica.net/isometricaNew.html">http://www.educacionplastica.net/isometricaNew.html</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7121603593504715176?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-48968983740205111612009-10-28T20:09:00.002+01:002009-10-28T21:35:14.044+01:00<div style="width:425px;text-align:left" id="__ss_2368792"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/figuras-imposibles-2368792" title="Figuras Imposibles">Figuras Imposibles</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=figurasimposibles-091028141701-phpapp02&stripped_title=figuras-imposibles-2368792" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=figurasimposibles-091028141701-phpapp02&stripped_title=figuras-imposibles-2368792" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">View more <a style="text-decoration:underline;" href="http://www.slideshare.net/">presentations</a> from <a style="text-decoration:underline;" href="http://www.slideshare.net/yanagi89">yanagi89</a>.</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4896898374020511161?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-75117031680096870392009-10-26T22:46:00.000+01:002009-10-26T22:47:19.183+01:00<a href="http://www.slideshare.net/yanagi89/vistas-en-didrico">http://www.slideshare.net/yanagi89/vistas-en-didrico</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7511703168009687039?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com1tag:blogger.com,1999:blog-2313694259088876568.post-88770387290501497922009-10-26T22:35:00.003+01:002009-10-28T20:12:22.615+01:00<a href="http://www.slideshare.net/yanagi89/vistas-isonomtricas">http://www.slideshare.net/yanagi89/vistas-isonomtricas</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-8877038729050149792?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-56949735568972615522008-07-27T13:51:00.001+02:002008-07-27T13:51:56.439+02:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/kTlkCDXO3qo&hl=es&fs=1"></param><param name="allowFullScreen" value="true"></param><embed src="http://www.youtube.com/v/kTlkCDXO3qo&hl=es&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5694973556897261552?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-68463033448417105992008-07-27T13:40:00.000+02:002008-07-27T13:41:13.034+02:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/alMoiLFMoyY&hl=es&fs=1"></param><param name="allowFullScreen" value="true"></param><embed src="http://www.youtube.com/v/alMoiLFMoyY&hl=es&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-6846303344841710599?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-17979129030692461582008-07-27T13:37:00.000+02:002008-07-27T13:38:28.970+02:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/cChkmqh1w_4&hl=es&fs=1"></param><param name="allowFullScreen" value="true"></param><embed src="http://www.youtube.com/v/cChkmqh1w_4&hl=es&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-1797912903069246158?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-44531434964239597252008-07-27T13:32:00.001+02:002008-07-27T13:41:31.396+02:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/tHomU5m_F_8&hl=es&fs=1"></param><param name="allowFullScreen" value="true"></param><embed src="http://www.youtube.com/v/tHomU5m_F_8&hl=es&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4453143496423959725?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-56103993031080632882008-07-27T13:26:00.003+02:002008-07-27T13:29:20.406+02:00<div align="center"><br /><a href="http://picasaweb.google.com/yanagi89/DesarrollosDePoliedros?authkey=U_KbgFnfRaw" target="_blank"><br /><img id="BLOGGER_PHOTO_ID_5227653917956825890" style="DISPLAY: block; MARGIN: 0px auto 10px; CURSOR: hand; TEXT-ALIGN: center" alt="" src="http://3.bp.blogspot.com/_VoNs-K4uZmE/SIxbioR-4yI/AAAAAAAAAdI/RLXi0O7kvl0/s320/cube.gif" border="0" />http://picasaweb.google.com/yanagi89/DesarrollosDePoliedros?authkey=U_KbgFnfRaw </a> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5610399303108063288?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-53925547127553893482008-07-27T13:15:00.003+02:002008-07-27T13:20:27.741+02:00<a href="http://picasaweb.google.com/yanagi89/AlumnosAutorretratoEnVolumenPicassiano?authkey=a4QgdBM0fH0" target="_blank"><img id="BLOGGER_PHOTO_ID_5227651420016882834" style="DISPLAY: block; MARGIN: 0px auto 10px; CURSOR: hand; TEXT-ALIGN: center" alt="" src="http://3.bp.blogspot.com/_VoNs-K4uZmE/SIxZROusNJI/AAAAAAAAAb4/5BXN2tAAdhM/s320/05102007122.jpg" border="0" /></a><br /><div align="center"><a href="http://picasaweb.google.com/yanagi89/AlumnosAutorretratoEnVolumenPicassiano?authkey=a4QgdBM0fH0" target="_blank">http://picasaweb.google.com/yanagi89/AlumnosAutorretratoEnVolumenPicassiano?authkey=a4QgdBM0fH0</a> </div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-5392554712755389348?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-38027210961039139152008-07-27T12:53:00.003+02:002008-07-27T13:01:19.990+02:00<a href="http://picasaweb.google.com/yanagi89/AlumnosCiudadPoliedrica?authkey=Lj4m6LzZzY8" target="_blank"><img id="BLOGGER_PHOTO_ID_5227645850106407618" style="DISPLAY: block; MARGIN: 0px auto 10px; CURSOR: hand; TEXT-ALIGN: center" alt="" src="http://2.bp.blogspot.com/_VoNs-K4uZmE/SIxUNBMjKsI/AAAAAAAAAa8/XpcvbvEBRWk/s320/DSC03454.jpg" border="0" /></a><br /><div align="center"><a href="http://picasaweb.google.com/yanagi89/AlumnosCiudadPoliedrica?authkey=Lj4m6LzZzY8">http://picasaweb.google.com/yanagi89/AlumnosCiudadPoliedrica?authkey=Lj4m6LzZzY8</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-3802721096103913915?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-1953587014718190382008-07-27T03:08:00.003+02:002008-07-27T13:14:39.516+02:00<div align="center"><a href="http://concurso.cnice.mec.es/cnice2005/96_ritmo_simetria/curso/index.html" target="_blank"><img id="BLOGGER_PHOTO_ID_5227650456883701650" style="DISPLAY: block; MARGIN: 0px auto 10px; CURSOR: hand; TEXT-ALIGN: center" alt="" src="http://1.bp.blogspot.com/_VoNs-K4uZmE/SIxYZKx2J5I/AAAAAAAAAbw/JqbZx4wwyyI/s320/ritmo.jpg" border="0" /></a> <a href="http://concurso.cnice.mec.es/cnice2005/96_ritmo_simetria/curso/index.html" target="_blank">http://concurso.cnice.mec.es/cnice2005/96_ritmo_simetria/curso/index.html</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-195358701471819038?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com1tag:blogger.com,1999:blog-2313694259088876568.post-79089190929707818972008-07-27T03:01:00.001+02:002008-07-27T03:01:22.423+02:00<div style="width:425px;text-align:left" id="__ss_529555"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/arte-y-reciclaje?src=embed" title="Arte y reciclaje">Arte y reciclaje</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=reciclajearte-1217120539617169-9"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=reciclajearte-1217120539617169-9" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/arte-y-reciclaje?src=embed" title="View Arte y reciclaje on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7908919092970781897?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-73693465691235215262008-07-27T02:46:00.000+02:002008-07-27T02:47:30.349+02:00<div style="width:425px;text-align:left" id="__ss_529200"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/planos-seriados-529200?src=embed" title="Planos seriados">Planos seriados</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=planosseriados-1217093507907491-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=planosseriados-1217093507907491-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/planos-seriados-529200?src=embed" title="View Planos seriados on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7369346569123521526?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com1tag:blogger.com,1999:blog-2313694259088876568.post-90337580500123905852008-07-27T02:45:00.000+02:002008-07-27T02:46:06.854+02:00<div style="width:425px;text-align:left" id="__ss_529201"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/landart?src=embed" title="Landart">Landart</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=landart-1217093638683982-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=landart-1217093638683982-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/landart?src=embed" title="View Landart on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-9033758050012390585?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-81154435207003929882008-07-27T02:44:00.001+02:002008-07-27T02:44:58.015+02:00<div style="width:425px;text-align:left" id="__ss_529204"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/linoleo?src=embed" title="Linoleo">Linoleo</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=linoleo-1217093705300520-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=linoleo-1217093705300520-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/linoleo?src=embed" title="View Linoleo on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-8115443520700392988?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-9629218189570269542008-07-27T02:42:00.000+02:002008-07-27T02:43:07.516+02:00<div style="width:425px;text-align:left" id="__ss_529256"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/comic-529256?src=embed" title="Comic">Comic</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=comic-1217094193545701-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=comic-1217094193545701-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/comic-529256?src=embed" title="View Comic on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-962921818957026954?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-72230111938861431902008-07-27T02:40:00.000+02:002008-07-27T02:41:38.702+02:00<div style="width:425px;text-align:left" id="__ss_529257"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/las-texturas-529257?src=embed" title="Las texturas">Las texturas</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=textura-1217094125524394-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=textura-1217094125524394-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/las-texturas-529257?src=embed" title="View Las texturas on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-7223011193886143190?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-41219419255061673492008-07-26T20:47:00.000+02:002008-07-26T20:50:10.765+02:00<div style="width:425px;text-align:left" id="__ss_529258"><a style="font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;" href="http://www.slideshare.net/yanagi89/poliedros-529258?src=embed" title="Poliedros">Poliedros</a><object style="margin:0px" width="425" height="355"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=poliedros-1217094297880731-8"/><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=poliedros-1217094297880731-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;">view <a href="http://www.slideshare.net/yanagi89/poliedros-529258?src=embed" title="View Poliedros on SlideShare">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-4121941925506167349?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0tag:blogger.com,1999:blog-2313694259088876568.post-7568440240854740312008-07-26T19:37:00.002+02:002008-07-27T03:02:49.398+02:00<div id="__ss_529197" style="WIDTH: 425px; TEXT-ALIGN: left"><a title="Analisis de obras de arte bidimensionales" style="DISPLAY: block; MARGIN: 12px 0px 3px; FONT: 14px Helvetica,Arial,Sans-serif; TEXT-DECORATION: underline" href="http://www.slideshare.net/yanagi89/analisis-de-obras-de-arte-bidimensionales?src=embed">Analisis de obras de arte bidimensionales</a><object style="MARGIN: 0px" height="355" width="425"><param name="movie" value="http://static.slideshare.net/swf/ssplayer2.swf?doc=analisisobras-1217093319271080-8"><param name="allowFullScreen" value="true"><param name="allowScriptAccess" value="always"><embed src="http://static.slideshare.net/swf/ssplayer2.swf?doc=analisisobras-1217093319271080-8" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="FONT-SIZE: 11px; PADDING-TOP: 2px; FONT-FAMILY: tahoma,arial; HEIGHT: 26px">view <a title="View Analisis de obras de arte bidimensionales on SlideShare" href="http://www.slideshare.net/yanagi89/analisis-de-obras-de-arte-bidimensionales?src=embed">presentation</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2313694259088876568-756844024085474031?l=artesecundaria.blogspot.com' alt='' /></div>sonianoreply@blogger.com0