tag:blogger.com,1999:blog-21306680967480920542012-03-13T23:36:03.099-07:00Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.comBlogger751100tag:blogger.com,1999:blog-2130668096748092054.post-60411054427024764972012-03-13T09:00:00.000-07:002012-03-13T09:00:03.883-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/aplicaciones/lengua/popup_fullscreen.htm" target="_blank"><img border="0" height="271" src="http://3.bp.blogspot.com/-haFLiRJN6X8/T1fjHqEq2DI/AAAAAAAABe0/waeLyFJIT9U/s400/Gram%C3%A1tica.png" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-6041105442702476497?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-39958051681227151062012-03-12T09:00:00.002-07:002012-03-12T15:10:57.435-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-923feQCeHRQ/T15zJcTzPeI/AAAAAAAABfM/EMxUYIqR-Ak/s1600/Mates+tema+10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://3.bp.blogspot.com/-923feQCeHRQ/T15zJcTzPeI/AAAAAAAABfM/EMxUYIqR-Ak/s200/Mates+tema+10.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=aEV36K9crRMkAumXfpYJCA" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=ls1mPELgUV2dBzL2qKBmIQ" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=U8MSmAOsak-N*cFtwR6jXQ" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=okalVV1zEVzZSIz9iNtP4w" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=VeQhR3DCVBs9fSN66vFjOA" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=UzhV7HpBVHlzj0zFosMbOA" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3995805168122715106?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-77779208890390603692012-03-12T09:00:00.001-07:002012-03-12T15:04:44.113-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-I9XcIdf0F3c/T15xsiFnzWI/AAAAAAAABfE/sXqLw_d2rOI/s1600/Lengua+Tema+10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="http://1.bp.blogspot.com/-I9XcIdf0F3c/T15xsiFnzWI/AAAAAAAABfE/sXqLw_d2rOI/s200/Lengua+Tema+10.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=XJQA4ruI57AcY8amomzXTg" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=B90r6H5Vu0rZtJH*dBoaMQ" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=Lif5hRpMQZpKMYUKkydrog" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=doxJVbubdakphHcZnQQMnA" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=rNKYkVuWBv57yf9*wpzhCw" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=9laMxYxWMrv2xQgRQy3DuA" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7777920889039060369?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-26802989717918797102012-03-12T09:00:00.000-07:002012-03-12T14:58:36.233-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-5BnrMZ5LHP8/T15wfx3Mo3I/AAAAAAAABe8/-iXB0hOgTnM/s1600/Cono+tema+10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://2.bp.blogspot.com/-5BnrMZ5LHP8/T15wfx3Mo3I/AAAAAAAABe8/-iXB0hOgTnM/s200/Cono+tema+10.jpg" width="200" /></a></div><br />Primero<br />Segundo<br /><a href="https://acrobat.com/#d=moBMNoQHwwfymxSMVw0EnA" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=s-k0Y4MvvkWTngnfHsGswQ" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=EXqHNKe0v-zPbtu0c5RRTg" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=01WsLs6Iy83pHgq9yaJSsw" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2680298971791879710?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-44372390661308709002012-03-09T09:00:00.000-08:002012-03-09T09:00:06.929-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.cyberkidz.es/" target="_blank"><img border="0" height="223" src="http://2.bp.blogspot.com/--DSEQQN511s/T1fZXx9IY0I/AAAAAAAABes/yCbFmq2HJYE/s400/Cyberkid.jpg" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4437239066130870900?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-73295013989014450762012-03-08T01:43:00.000-08:002012-03-08T01:43:00.145-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://eurochavales.es/Noticias.aspx" target="_blank"><img border="0" src="http://1.bp.blogspot.com/-jKAPV5UgYY4/T1fWU1xixMI/AAAAAAAABek/TQ53HSau798/s1600/Eurochavales.jpg" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7329501398901445076?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-27564461737413285002012-03-07T09:00:00.000-08:002012-03-07T13:32:20.724-08:00Esta idea la he visto el otro día en el blog de Isabel <i>O meu recanto das tics</i> Me parece muy interesante a la hora de hacer carteles.<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://typea4.com/es/index.php" target="_blank"><img border="0" height="245" src="http://2.bp.blogspot.com/-AZtzScLMYvU/T1fTSvuF44I/AAAAAAAABec/tqDZgDAPAV4/s400/TYPEA4.jpg" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2756446173741328500?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-15682675499247427952012-02-29T09:00:00.002-08:002012-02-29T15:08:34.101-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-wgtbkR2HuYc/T06uKaddJhI/AAAAAAAABeQ/MqI7qKEK19E/s1600/Cono+tema+9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/-wgtbkR2HuYc/T06uKaddJhI/AAAAAAAABeQ/MqI7qKEK19E/s200/Cono+tema+9.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=nQr4s4bSTIooQrGx-jjcSg" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=miyGTJ-4uyL5MooI*Cl9ig" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=HFG9*gcQQscdZp8OwwR28A" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=5q14zAk7cbXaKSQlgmPyaA" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=tWgXW66huSgrqeUVWP-DDg" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=umsEbSK4dG02UJY3uruqlg" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1568267549924742795?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-66213790186608757832012-02-29T09:00:00.001-08:002012-02-29T14:59:54.030-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-FSZQVw6qMt0/T06sgMo3_fI/AAAAAAAABeI/ZCq7x0Jlkm8/s1600/Lengua+Tema+9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="http://1.bp.blogspot.com/-FSZQVw6qMt0/T06sgMo3_fI/AAAAAAAABeI/ZCq7x0Jlkm8/s200/Lengua+Tema+9.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=ajQech-h9h*RV4TdrLQ26g" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=XngsgeBvNxp6V6t-BTYeSg" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=zcR7ogVd99qQBLlnkdS78w" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=UVX*4tUQQnRXVd5WSSEuKw" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=aVEQxI-qx*kxTttlSHcSIQ" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=5WuA6jhMxFwYibJ1Ry494Q" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-6621379018660875783?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-5722416947915510632012-02-29T09:00:00.000-08:002012-02-29T14:53:07.765-08:00<div class="separator" style="clear: both; text-align: center;"></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/--DYWsnYS7LI/T06sNrkis1I/AAAAAAAABeA/TaJkxp7F0Oc/s1600/Mates+tema+9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://4.bp.blogspot.com/--DYWsnYS7LI/T06sNrkis1I/AAAAAAAABeA/TaJkxp7F0Oc/s200/Mates+tema+9.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=Nx*7VZ2f9043pFA*n10TiA" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=JngHmBSO-3PgO23ncEUxiQ" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=Y0w6sii1KQssqd8P6znKBw" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=Rjz6EPuGFMi6oSrUlYYdlg" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=JEGXL4HoJyeaNNEMYQaALA" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=4idJV-NQrdkzPezcrjW1kw" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-572241694791551063?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-87787021654092869792012-02-15T09:00:00.000-08:002012-02-15T09:00:09.044-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.cibercuentos.org/images/minijuegos/laberintos/gato.swf" target="_blank"><img border="0" height="192" src="http://3.bp.blogspot.com/-8gJdPRu59xU/Tzrcz41ofXI/AAAAAAAABds/UdhLKjkaxX0/s320/Laberintos.png" width="320" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8778702165409286979?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-51131342899485789772012-02-13T09:00:00.000-08:002012-02-13T14:57:20.768-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-MBxIwROF0Ew/TzmT--6dkOI/AAAAAAAABdk/bOCZ6HipvD4/s1600/Lengua+Tema+8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="http://3.bp.blogspot.com/-MBxIwROF0Ew/TzmT--6dkOI/AAAAAAAABdk/bOCZ6HipvD4/s200/Lengua+Tema+8.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=ymlAWKQQwC5yW0y5k*muPQ" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=*RL8Gy6MtBi1SX7KSKDPyg" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=KyghsxOjcSxToEcEFjXmFQ" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=DMyF4v71rVpOGLy7U3pGzg" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=mrNrKOG62zFFG8P3bR5AMg" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=vTpUv6VmcJ6eAI3KlYWMCA" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5113134289948578977?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-42773536575588118482012-02-13T06:14:00.001-08:002012-02-13T06:14:56.192-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-6KUgLlRJuzo/TzhYbrdfCII/AAAAAAAABdc/QsSsB2XPuBE/s1600/Mates+tema+8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://1.bp.blogspot.com/-6KUgLlRJuzo/TzhYbrdfCII/AAAAAAAABdc/QsSsB2XPuBE/s200/Mates+tema+8.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=rb0rc5dv0meVRyEXni-AAA" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=c0kFF6CNFvHusaON0j73IA" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=jslwK0fOn9jEAi4SjdadcQ" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=XI8*FYDNUIxClDDVCZcXzQ" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=M8q35bmiyiB04hoGGxIciQ" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=ZQA8nrZkUJwyrydsFtbtDQ" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4277353657558811848?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-24653650489218273022012-02-13T06:14:00.000-08:002012-02-13T06:14:35.263-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-xbUNctHLWRo/TzhV8vm5VzI/AAAAAAAABdU/EWu61Oy7s0Y/s1600/Cono+tema+8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/-xbUNctHLWRo/TzhV8vm5VzI/AAAAAAAABdU/EWu61Oy7s0Y/s200/Cono+tema+8.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=o-4L7L139ocZUMKCIaU*RQ" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=K8C6W-97Swjy1VPogKQTBA" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=Pl7mTakdwOwtEaqTFI9Csg" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=NP6*N7UUsbp5dXGhNgCI-g" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=ezhdwDo0ERw0rOZwHlxQ9g" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=tFTo-nXkpVPIdLADNzikOg" target="_blank">Sexto</a><br /><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2465365048921827302?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-7032132608829206062012-02-08T09:00:00.000-08:002012-02-08T09:00:03.251-08:00Hoy dejo un juego de destreza. A medida que avanza se va complicando. ¡Suerte!<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.vedoque.com/juegos/juego.php?j=laberinto-raton&amp;l=es" target="_blank"><img border="0" height="237" src="http://4.bp.blogspot.com/-MjaLoAUReDw/Ty7UECLKYbI/AAAAAAAABdI/clA5YaHfZxU/s320/El+laberinto+del+rat%C3%B3n.jpg" width="320" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-703213260882920606?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-75941582215828346292012-02-07T21:00:00.000-08:002012-02-07T21:00:06.360-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.juntadeandalucia.es/averroes/%7Ecepco3/fondolector/frases.htm" target="_blank"><img border="0" height="291" src="http://2.bp.blogspot.com/-OH3NjCrLKwQ/Ty3C1s1psmI/AAAAAAAABdA/2tXLIYOCk1A/s400/fondo+lector.jpg" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7594158221582834629?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-80424257273729689322012-02-06T09:00:00.000-08:002012-02-06T09:00:01.053-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Boecillo/lengua/Cofre1/ejer2.htm" target="_blank"><img border="0" height="253" src="http://1.bp.blogspot.com/-2YaKhzDCY7M/Ty2_7rAUYlI/AAAAAAAABc4/7NCriPCHocI/s400/El+cofre+de+las+palabras.jpg" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8042425727372968932?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-50329752966971053882012-02-03T09:00:00.000-08:002012-02-04T15:24:58.660-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://contenidos.educarex.es/mci/2006/08/html/menu.htm" target="_blank"><img border="0" height="298" src="http://2.bp.blogspot.com/-NVqIifOLXNM/Ty231wJAOFI/AAAAAAAABcw/I-nkKkIf0FQ/s400/Ortograf%C3%ADa.jpg" width="400" /></a></div><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5032975296697105388?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-18272627556928175722012-01-30T09:00:00.003-08:002012-01-31T10:23:19.422-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-t-aGzTOPxKU/TyXfdJYkuFI/AAAAAAAABco/iHD22-pAe30/s1600/Mates+tema+7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="186" src="http://4.bp.blogspot.com/-t-aGzTOPxKU/TyXfdJYkuFI/AAAAAAAABco/iHD22-pAe30/s200/Mates+tema+7.jpg" width="200" /></a></div><br /><br /><a href="https://acrobat.com/#d=2uE9z*cxSCmnH9uPt6GagQ" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=wpbwNWR1wr7W6spXVN5hrQ" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=33je4oQht3v1a*EuxR2QNQ" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=VbIG-XfMqNeH*1-rFn*WLQ" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=skwh-g3S54IPWd1vKGn5RQ" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=5nnXeY4taBrkKhmBQewXvw" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1827262755692817572?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-15226070415419257762012-01-30T09:00:00.002-08:002012-01-31T10:36:37.188-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-zK3em9Yzb7w/TyXeNu-ng9I/AAAAAAAABcg/nQyy17eICn8/s1600/Lengua+Tema+7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="http://4.bp.blogspot.com/-zK3em9Yzb7w/TyXeNu-ng9I/AAAAAAAABcg/nQyy17eICn8/s200/Lengua+Tema+7.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=*Z576EErvM-ytcjrfD3BiA" target="_blank">Primero</a><br /><a href="http://www.blogger.com/goog_1563830987" target="_blank">Seg</a><a href="https://acrobat.com/#d=xNjUsCMLITzN3fPrP-Es0A" target="_blank">undo</a><br /><a href="https://acrobat.com/#d=QEqkMwcI4MGLQXUoDmeFDw" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=U5JEct7Ubhgxp4aYWz5KIQ" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=EFkpEYle8OiVHGjIV1ZIew" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=j*PURa2XbpxrdWOAV70q0g" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1522607041541925776?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-35007943222354942122012-01-30T09:00:00.001-08:002012-01-30T09:00:06.867-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-7__Yw42Zfyo/TyXcxOG3oFI/AAAAAAAABcY/nNDF624qkUY/s1600/Cono+tema+7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://2.bp.blogspot.com/-7__Yw42Zfyo/TyXcxOG3oFI/AAAAAAAABcY/nNDF624qkUY/s200/Cono+tema+7.jpg" width="200" /></a></div><br /><br /><a href="https://acrobat.com/#d=rHs-i8RI0-P8dv*3ZZswsA" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=7xvt-ouySnTy9Fkn*j8kYw" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=5IymI6ie*uWpDT52He*IGA" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=-4SBspdMGKz00TYeUt0L9Q" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=Rr8mxVwXWzEb1Ck91qRhSg" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=hOlPt-hkbwDwaNf2HthByA" target="_blank">Sexto</a><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3500794322235494212?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-46876700578782677942012-01-30T09:00:00.000-08:002012-01-30T09:00:07.913-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-k3X9y9M8XRc/TyNPIsM21QI/AAAAAAAABcQ/4MTK_dvw6XY/s1600/Paloma+de+la+paz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="491" src="http://1.bp.blogspot.com/-k3X9y9M8XRc/TyNPIsM21QI/AAAAAAAABcQ/4MTK_dvw6XY/s640/Paloma+de+la+paz.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4687670057878267794?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-32785199742596234992012-01-24T09:00:00.000-08:002012-01-27T14:07:52.269-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://contenidos.educarex.es/mci/2003/46/html/contenidos.html" target="_blank"><img border="0" height="285" src="http://2.bp.blogspot.com/-fYA5xPyugG0/TyMd-YwnqVI/AAAAAAAAA7c/IJLr4il3EBI/s400/Titiriletras.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://contenidos.educarex.es/mci/2003/46/html/contenidos.html" target="_blank"><br /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3278519974259623499?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-86695665299740235752012-01-23T09:00:00.000-08:002012-01-27T16:09:17.811-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?idContent=14469" target="_blank"><img border="0" height="271" src="http://3.bp.blogspot.com/-ixfdn7T_W2k/TyM8lZgrfdI/AAAAAAAABXQ/hgmiE1I1TGw/s400/D%C3%ADa+de+la+paz.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8669566529974023575?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-88960691373464066762012-01-20T09:00:00.000-08:002012-01-27T16:08:01.179-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2008/escrilandia/programa/index.html" target="_blank"><img border="0" height="217" src="http://4.bp.blogspot.com/-o1CZ0N3wBcg/TyM8G21I_qI/AAAAAAAABXI/LNnLZ1YjpKU/s400/Escrilandia.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8896069137346406676?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-40687393493746282762012-01-09T14:00:00.002-08:002012-01-27T16:05:53.306-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/--UYHAptm4Pw/TyM704MAbDI/AAAAAAAABXA/iYu7l-XTNv0/s1600/Cono+tema+6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/--UYHAptm4Pw/TyM704MAbDI/AAAAAAAABXA/iYu7l-XTNv0/s200/Cono+tema+6.jpg" width="200" /></a></div><br /><a href="https://acrobat.com/#d=FhLjMcn-ivmpuOk-96zEyg" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=ivQWcf2f56orbT71co78lw" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=jBTm28UqNAiZodT21pAZxA" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=IyZ3vqsPaRiG5kX-dFEcFw" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=RkM-x37VLHljDiR82MPMBg" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=PwtU7oGdovr8CU-kCnWfug" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4068739349374628276?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-20087715904532010762012-01-09T14:00:00.001-08:002012-01-27T16:05:05.721-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-9bsejOQUVhk/TyM7pQjj0JI/AAAAAAAABW4/3WqG4rD_wwM/s1600/Mates+tema+6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://4.bp.blogspot.com/-9bsejOQUVhk/TyM7pQjj0JI/AAAAAAAABW4/3WqG4rD_wwM/s200/Mates+tema+6.jpg" width="200" /></a></div><br /><br /><a href="https://acrobat.com/#d=m1XPWeiQLQkWwKMN2soQUw" target="_blank">Primero</a><br /><a href="https://acrobat.com/#d=n8URoKLCW61EHg8Nb9EfaA" target="_blank">Segundo</a><br /><a href="https://acrobat.com/#d=Ba6dgyI*CMLINkditjrQgA" target="_blank">Tercero</a><br /><a href="https://acrobat.com/#d=X9mU8GfR0-5pL8q5UwtYcw" target="_blank">Cuarto</a><br /><a href="https://acrobat.com/#d=JZr5WnFFVgxau*QnHEDHUA" target="_blank">Quinto</a><br /><a href="https://acrobat.com/#d=6oiwIfoVelba6OPG9W8OIA" target="_blank">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2008771590453201076?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-65065060748915548462012-01-09T14:00:00.000-08:002012-01-27T16:04:09.794-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-8eCxZcASKf0/TyM7R-vzstI/AAAAAAAABWw/i5wYMwVSZrQ/s1600/Lengua+Tema+6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="http://3.bp.blogspot.com/-8eCxZcASKf0/TyM7R-vzstI/AAAAAAAABWw/i5wYMwVSZrQ/s200/Lengua+Tema+6.jpg" width="200" /></a></div><br /><br /><a href="https://acrobat.com/#d=iNU2oCkNto1X7AeYv7EtYQ">Primero</a></div><div style="text-align: left;"><a href="https://acrobat.com/#d=IXu5AyBLyQvyV9FlruJZ7A" target="_blank">Segundo</a></div><div style="text-align: left;"><a href="https://acrobat.com/#d=Z2GymKqmm1tCqn-IEGqhWg">Tercero</a></div><div style="text-align: left;"><a href="https://acrobat.com/#d=NTF-x-TxsrdVckKhy46*uw" target="_blank">Cuarto</a></div><div style="text-align: left;"><a href="https://acrobat.com/#d=jkxnFxqaDHVfRikM6-u0JA" target="_blank">Quinto</a></div><div style="text-align: left;"><a href="https://acrobat.com/#d=jrQq-JpqTuEsHVru0UquiQ" target="_blank">Sexto</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-6506506074891554846?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-87794254059910673902012-01-02T10:37:00.000-08:002012-01-27T15:51:22.094-08:00Iniciemos el año cargados de ilusiones y con muchas ganas de trabajar y por supuesto de aprender<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-7LjpLKBLRNI/TyM4crm9HnI/AAAAAAAABWY/F1moMkruizw/s1600/Feliz+a%C3%B1o.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="307" src="http://2.bp.blogspot.com/-7LjpLKBLRNI/TyM4crm9HnI/AAAAAAAABWY/F1moMkruizw/s320/Feliz+a%C3%B1o.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8779425405991067390?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-89730652093127525802011-12-01T08:59:00.000-08:002012-01-27T15:58:38.120-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-9w7ghrrC2hA/TyM6Esqvd0I/AAAAAAAABWg/zrVHCzA3pME/s1600/el+tren.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-9w7ghrrC2hA/TyM6Esqvd0I/AAAAAAAABWg/zrVHCzA3pME/s1600/el+tren.jpg" /></a></div>Próximamente es el cumpleaños de mamá. Para celebrarlo nos vamos a ir a Bilbao y veremos el museo <a href="http://www.guggenheim-bilbao.es/visita_virtual_ninos/?idioma=es">Guggenheim</a>. Papá dice que las 12:00 es una buena hora para entrar al museo.</div><div style="text-align: justify;">Debemos preparar muy bien la salida, por eso hoy hemos ido a <a href="https://acrobat.com/#d=SPvfGIAndO7zgZ2uvTzJvQ">la estación de trenes.</a> Hemos visto el <a href="https://acrobat.com/#d=eiuzULrUw43*5xKfX8JoRQ">horario</a>, así pensaremos qué tren coger&nbsp;para poder llegar a tiempo. También hemos visto cómo&nbsp;<a href="https://acrobat.com/#d=U-W5W8Pcc37k6qbF6xBmFg">comprar los billetes</a>.<br />Ahora ya solo tenemos&nbsp;y calcular el precio del viaje y el de la entrada al museo. Si completas esta&nbsp;<a href="https://acrobat.com/#d=trCnWtw9HTzIasfcD3zlYw">ficha</a>&nbsp;veras todos los cálculos que hemos hecho, ¡ha sido muy divertido, de veras!</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8973065209312752580?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-59110107427294160182011-11-29T05:15:00.000-08:002012-01-27T15:55:46.329-08:00<div style="text-align: justify;"><a href="http://www.actiludis.com/?cat=191"><span style="color: blue; font-family: 'Times New Roman',serif; font-size: 12pt;"></span></a><span style="font-family: 'Times New Roman',serif; font-size: 12pt;"></span>En la Página de Orientación Andujar podéis encontrar un montón de enlaces para trabajar la Constitución. Algunos de ellos ya están en el blog como la Constitución para niños. Puede que no veáis el enlace cuando abráis la página, bajar y lo encontraréis. Eso se debe a que cuelgan actividades contínuamente.<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-RYPO3wMl4hw/TtfJNTuzucI/AAAAAAAAG6U/bjKQum_PguQ/s400/constituci%25C3%25B3n_espa%25C3%25B1ola.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-RYPO3wMl4hw/TtfJNTuzucI/AAAAAAAAG6U/bjKQum_PguQ/s320/constituci%25C3%25B3n_espa%25C3%25B1ola.png" width="299" /></a></div></div><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><br /></div><div class="MsoNormal"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5911010742729416018?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-79138462026259157592011-11-28T09:10:00.000-08:002011-11-29T05:16:49.550-08:00<div><object style="height: 149px; 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width: 420px;"><a href="http://issuu.com/pmob26/docs/la_constituci_n_para_peqe_os?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=A4112B&amp;showFlipBtn=true" target="_blank">Open publication</a> - Free <a href="http://issuu.com/" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=6" target="_blank">More 6</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7913846202625915759?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-59822932430303833902011-11-28T09:00:00.001-08:002011-11-28T09:00:02.272-08:00<div><object style="width:420px;height:297px" ><param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=A4112B&amp;showFlipBtn=true&amp;documentId=110415193424-318a1eafbff74397bc159aebac72f64f&amp;docName=la_constituci_n_espa_ola&amp;username=pmob26&amp;loadingInfoText=La%20constituci%C3%B3n%20para%20ni%C3%B1os&amp;et=1322359792777&amp;er=16" /><param name="allowfullscreen" value="true"/><param name="menu" value="false"/><embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" style="width:420px;height:297px" flashvars="mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=A4112B&amp;showFlipBtn=true&amp;documentId=110415193424-318a1eafbff74397bc159aebac72f64f&amp;docName=la_constituci_n_espa_ola&amp;username=pmob26&amp;loadingInfoText=La%20constituci%C3%B3n%20para%20ni%C3%B1os&amp;et=1322359792777&amp;er=16" /></object><div style="width:420px;text-align:left;"><a href="http://issuu.com/pmob26/docs/la_constituci_n_espa_ola?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=A4112B&amp;showFlipBtn=true" target="_blank">Open publication</a> - Free <a href="http://issuu.com" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=proyecto" target="_blank">More proyecto</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5982293243030383390?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-57196881661908569682011-11-25T09:00:00.003-08:002011-11-27T09:52:04.934-08:00<div><object style="width:420px;height:198px" ><param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true&amp;documentId=111121125807-a7593b8ea3b84b67abb639002737dfff&amp;docName=el_regalo_de_lola&amp;username=jlazagra&amp;loadingInfoText=EL%20REGALO%20DE%20LOLA&amp;et=1322416107300&amp;er=89" /><param name="allowfullscreen" value="true"/><param name="menu" value="false"/><embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" style="width:420px;height:198px" flashvars="mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true&amp;documentId=111121125807-a7593b8ea3b84b67abb639002737dfff&amp;docName=el_regalo_de_lola&amp;username=jlazagra&amp;loadingInfoText=EL%20REGALO%20DE%20LOLA&amp;et=1322416107300&amp;er=89" /></object><div style="width:420px;text-align:left;"><a href="http://issuu.com/jlazagra/docs/el_regalo_de_lola?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true" target="_blank">Open publication</a> - Free <a href="http://issuu.com" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=celiaco" target="_blank">More celiaco</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5719688166190856968?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-31551088151980525862011-11-25T09:00:00.002-08:002012-01-27T16:11:10.723-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-1G-YQOhI5jk/TyM87nuMA5I/AAAAAAAABXY/YKMoJ1-EXLM/s1600/Mates+tema+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://2.bp.blogspot.com/-1G-YQOhI5jk/TyM87nuMA5I/AAAAAAAABXY/YKMoJ1-EXLM/s200/Mates+tema+5.jpg" width="200" /></a></div><br />Con este tema también acabamos el primer trimestre<br /><a href="https://acrobat.com/#d=1IxyOmSy7jIGI15f5ZrM6g">Primero</a><br /><a href="https://acrobat.com/#d=rRjfKQKnO2fbcaVmHNPB2A">Segundo</a><br /><a href="https://acrobat.com/#d=*XzUEumgQ2iCwsaczaI3kg">Tercero</a><br /><a href="https://acrobat.com/#d=vq*ynVXpb2opZKyPgl8mJw">Cuarto</a><br /><a href="https://acrobat.com/#d=51S77vkqm3U0uNhNe2-8bQ">Quinto</a><br /><a href="https://acrobat.com/#d=8nfLITsLP46HxN01jq*Eyg">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3155108815198052586?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-87573877351111419672011-11-25T09:00:00.001-08:002012-01-27T16:12:13.191-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-wY3OoGekEUU/TyM9SxDFPPI/AAAAAAAABXg/lVbRiYAlVeI/s1600/Lengua+Tema+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="http://4.bp.blogspot.com/-wY3OoGekEUU/TyM9SxDFPPI/AAAAAAAABXg/lVbRiYAlVeI/s200/Lengua+Tema+5.jpg" width="200" /></a></div><br />Un nuevo tema, el cinco. Con él también terminamos el primer trimestre<br /><a href="https://acrobat.com/#d=v9GN0iMLYHNrwCOPyKFIJA">Primero</a><br /><a href="https://acrobat.com/#d=Jp6lAVfui0SWCCfWOihpeQ">Segundo</a><br /><a href="https://acrobat.com/#d=uut-xQKWU21AOLJtKsdpNA">Tercero</a><br /><a href="https://acrobat.com/#d=-i0t530pFJBIhSrtvxLDGg">Cuarto</a><br /><a href="https://acrobat.com/#d=H-f9mVwa7akV12JxdIRnVA">Quinto</a><br /><a href="https://acrobat.com/#d=MzLqsNnIuNKpgVyODeI8MA">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8757387735111141967?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-81118035126652482062011-11-25T09:00:00.000-08:002012-01-27T16:13:01.128-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-bHFKGrwhP_E/TyM9fhTysPI/AAAAAAAABXo/rheEqw_jSSI/s1600/Cono+tema+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/-bHFKGrwhP_E/TyM9fhTysPI/AAAAAAAABXo/rheEqw_jSSI/s200/Cono+tema+5.jpg" width="200" /></a></div><br />Un nuevo tema, el cinco. Con él acabamos este primer trimestre.<br /><a href="https://acrobat.com/#d=jlDETvyX0eguRzzCJybSdw">Primero</a><br /><a href="https://acrobat.com/#d=URDeQMpTs8fDUsPPdeXlLw">Segundo</a><br /><a href="https://acrobat.com/#d=9u6*OV-HaP*P11ac6phBdQ">Tercero</a><br /><a href="https://acrobat.com/#d=PKmTwNZ3WTZOaL4ngt-lkg">Cuarto</a><br /><a href="https://acrobat.com/#d=97pHI1p8eHb5ga3sdP5PiA">Quinto</a><br /><a href="https://acrobat.com/#d=ExUFccQe*y4K6c2RUB55Gg">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8111803512665248206?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-43481274021094302402011-11-24T09:00:00.000-08:002012-01-27T14:21:22.536-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2011/asi_calculamos/index.html" target="_blank"><img border="0" height="296" src="http://2.bp.blogspot.com/-nMi30LM7-U0/TyMjL1br48I/AAAAAAAAA9I/fvvSvHW_-fc/s400/As%C3%AD+calculamos+en+mi+cole.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4348127402109430240?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com1tag:blogger.com,1999:blog-2130668096748092054.post-78580128733836729012011-11-14T09:00:00.001-08:002012-01-27T16:14:33.303-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://paginas.montejava.es/navedelsaber/nave.swf" target="_blank"><img border="0" height="277" src="http://1.bp.blogspot.com/-LerZUkGwoZ8/TyM91brAS1I/AAAAAAAABXw/zgof9eX3LJ8/s400/La+nave+del+saber.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7858012873383672901?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-69654864863523742542011-11-14T09:00:00.000-08:002012-01-27T16:18:31.816-08:00Para realizar esta actividad es necesario tener instalado en el ordenador el programa Clic<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.omerique.net/polavide/rec_polavide0708/aplicaciones%20polavide%200708/proyecto%20JClic%200708/jugarlenguaje/index.htm" target="_blank"><img border="0" height="281" src="http://1.bp.blogspot.com/-eiQ247OcUvc/TyM-wcebjUI/AAAAAAAABX4/yWQfB56F6aI/s400/Juegos+de+lenguaje.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-6965486486352374254?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-22238879970636251062011-11-11T09:00:00.000-08:002012-01-27T16:19:36.946-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.gamedesign.jp/flash/chatnoir/chatnoir.html" target="_blank"><img border="0" height="302" src="http://1.bp.blogspot.com/-ucYg7qtVGzs/TyM_B7S59QI/AAAAAAAABYA/mvx3RUcLIgE/s400/A+la+caza+del+gato+negro.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2223887997063625106?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-15535992163409255712011-11-10T09:00:00.000-08:002011-11-10T13:15:48.351-08:00FESCAN elaboró hace tiempo una bonita historia para que podamos entender mejor cómo son las personas sordas y ponernos en su lugar.<br /><div><object style="height: 148px; width: 420px;"><param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true&amp;documentId=111110210316-a67ffd2a0fb744b4928283d435cfd14f&amp;docName=quien_es_laura&amp;username=pmob26&amp;loadingInfoText=Qui%C3%A9n%20es%20Laura&amp;et=1320959277900&amp;er=58" /><param name="allowfullscreen" value="true"/><param name="menu" value="false"/><embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" style="width:420px;height:148px" flashvars="mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true&amp;documentId=111110210316-a67ffd2a0fb744b4928283d435cfd14f&amp;docName=quien_es_laura&amp;username=pmob26&amp;loadingInfoText=Qui%C3%A9n%20es%20Laura&amp;et=1320959277900&amp;er=58" /></object><br /><div style="text-align: left; width: 420px;"><a href="http://issuu.com/pmob26/docs/quien_es_laura?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcartoon%2Flayout.xml&amp;showFlipBtn=true" target="_blank">Open publication</a> - Free <a href="http://issuu.com/" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=historia" target="_blank">More historia</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1553599216340925571?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-560790721757392462011-11-09T09:00:00.002-08:002012-01-27T16:20:47.150-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-dfuxj-pkuA8/TyM_VKCe_gI/AAAAAAAABYI/6hpHcCasKkE/s1600/Cono+tema+4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://1.bp.blogspot.com/-dfuxj-pkuA8/TyM_VKCe_gI/AAAAAAAABYI/6hpHcCasKkE/s200/Cono+tema+4.jpg" width="200" /></a></div><br />En todos los cursos también:<br /><a href="https://acrobat.com/#d=klGf4mOM6B6X*1Nld9mslg">Primero</a><br /><a href="https://acrobat.com/#d=be9QS5IC1CqVEPN9rpPdfg">Segundo</a><br /><a href="https://acrobat.com/#d=gd7ZAAEvanyJyahNhQJukQ">Tercero</a><br /><a href="https://acrobat.com/#d=-Fv5NJT3t30VVOYPDiGiTQ">Cuarto</a><br /><a href="https://acrobat.com/#d=8H10p6VfS-0fgGFis7I7GQ">Quinto</a><br />y <a href="https://acrobat.com/#d=Olj3qvf8bf8pZZWUuxSs6Q">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-56079072175739246?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-90924035783806429932011-11-09T09:00:00.001-08:002012-01-27T16:22:16.839-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-sXqbND2TFLY/TyM_oh3CvVI/AAAAAAAABYQ/U5RxKNlLzC0/s1600/Lengua+Tema+4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="http://1.bp.blogspot.com/-sXqbND2TFLY/TyM_oh3CvVI/AAAAAAAABYQ/U5RxKNlLzC0/s200/Lengua+Tema+4.jpg" width="200" /></a></div><br />Para todos los cursos:<br /><a href="https://acrobat.com/#d=UAqbt44dzIcbgPEC-PmoHQ">Primero</a><br /><a href="https://acrobat.com/#d=SlyLKC6VTLqHAAybnbhTdw">Segundo</a><br /><a href="https://acrobat.com/#d=XBOOaGZhPhz0p6bPUYT8RQ">Tercero</a><br /><a href="https://acrobat.com/#d=-84FnR2RffvqOzSICLyu7A">Cuarto</a><br /><a href="https://acrobat.com/#d=xGeKFl7JyKPy7TwfFh7ZAg">Quinto</a><br />y <a href="https://acrobat.com/#d=V0V-MiR8i7mkIf3*uXfyYw">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-9092403578380642993?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-38667820445366943312011-11-09T09:00:00.000-08:002012-01-27T16:22:57.272-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-bZWc_h8i-Ng/TyM_1azW9YI/AAAAAAAABYY/0QewLWqBZNE/s1600/Mates+tema+4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://1.bp.blogspot.com/-bZWc_h8i-Ng/TyM_1azW9YI/AAAAAAAABYY/0QewLWqBZNE/s200/Mates+tema+4.jpg" width="200" /></a></div><br /><br />En todos los cursos:<br /><a href="https://acrobat.com/#d=XxAO5iAWGFfj7FqPxU5gXQ">Primero</a><br /><a href="https://acrobat.com/#d=C*L7bdHM8zUOhosN1FEccQ">Segundo</a><br /><a href="https://acrobat.com/#d=eRpQR3tEM0pwxdUFvi5xOw">Tercero</a><br /><a href="https://acrobat.com/#d=MwmTUafSlkiLqEw3qlfIDw">Cuarto</a><br /><a href="https://acrobat.com/#d=yr4t7jYYyDki9ONVIWZrsg">Quinto</a><br />y <a href="https://acrobat.com/#d=eqv0M4-I616*X5pT3YioWg">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3866782044536694331?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-4756722397954439282011-11-08T10:47:00.000-08:002012-01-27T17:20:09.470-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://genmagic.net/repositorio/displayimage.php?pos=-428" target="_blank"><img border="0" height="238" src="http://4.bp.blogspot.com/-qq-04ASUfXM/TyNNN03mojI/AAAAAAAABcI/75hqm1bZ-E4/s400/mes+y+dia.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-475672239795443928?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-54189210149024765632011-11-04T09:45:00.000-07:002011-11-05T14:51:26.494-07:00<div style="width:425px" id="__ss_10042416"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/pilarmoro/cadena-3" title="Cadena 3" target="_blank">Cadena 3</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/10042416" 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/pilarmoro" target="_blank">pilarmoro</a> </div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5418921014902476563?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-9372068884323937432011-11-04T09:00:00.000-07:002012-01-27T16:42:35.263-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://acrobat.com/app.html#d=5SLCJ7vxhEt92nQP1oOJVw" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" src="http://1.bp.blogspot.com/-bhp4k2QPz_s/TyNA-SXBfHI/AAAAAAAABYg/ANXTYDvCBL0/s1600/Fonema+l.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://acrobat.com/app.html#d=5wy7inV3mlUlT0crG4WiPw" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" src="http://2.bp.blogspot.com/-_3E7m7RQi6g/TyND5RSGFPI/AAAAAAAABZI/SO9hd_ugTxs/s1600/Fonema+p.jpg" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-937206888432393743?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-10814470611712248572011-10-27T09:00:00.000-07:002012-01-27T16:53:05.700-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-xP4U0trUatY/TyNExMM9GjI/AAAAAAAABZQ/hAat01Rbr48/s1600/matematicas+divertidas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="156" src="http://3.bp.blogspot.com/-xP4U0trUatY/TyNExMM9GjI/AAAAAAAABZQ/hAat01Rbr48/s200/matematicas+divertidas.jpg" width="200" /></a></div>Os dejo unos juegos de la Junta de Castilla y León. Tiene seis niveles y más o menos se corresponden con el curso escolar.&nbsp;</div><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1205659834607&amp;idContent=20737&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas I</a><br /><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?idContent=20738&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas II</a><br /><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1208415264857&amp;idContent=20739&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas III</a><br /> <a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1208673882674&amp;idContent=20742&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas IV</a><br /><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp;jsessionid=c0a8020ace567a330e11ecb48ad9966e4173a777098.mlbQp6eLbhCNaN0LcybtahyM-x4Qc2SM-x4K-x4OaNeMaNeIah4KaQ4Kn6aNmx8I-huKa30xnlvKpR9zn30M-A5NrALyahiInkfPmQ4IoAbTp2TzqMaObhyObNiLah8xf2bCpQPz8QfznA5Pp7ftolbGmkTy?pgseed=1209021504798&amp;idContent=20743&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas V</a><br /><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1209203222617&amp;idContent=20744&amp;locale=es_ES&amp;textOnly=false">Matemáticas Simpáticas VI</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1081447061171224857?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-13803784651653916762011-10-25T09:00:00.000-07:002012-01-27T16:45:01.260-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/tematicas/halloween/wanda_cast/about.html" target="_blank"><img border="0" height="300" src="http://4.bp.blogspot.com/-siByCIxRVas/TyNE-ZAiDNI/AAAAAAAABZY/eL33KjzpJSA/s400/Halloween.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1380378465165391676?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-34377983173934243242011-10-25T08:26:00.001-07:002012-01-27T16:46:22.068-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-_GyprA8NWIo/TyNFTVth2NI/AAAAAAAABZg/gSW_IuLsqoQ/s1600/Cono+Tema+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/-_GyprA8NWIo/TyNFTVth2NI/AAAAAAAABZg/gSW_IuLsqoQ/s200/Cono+Tema+3.jpg" width="200" /></a></div><br />Nuevos temas para trabajar Conocimiento del Medio en<br /><a href="https://acrobat.com/#d=7rJJV219Aej87c1Phlr6Yw">Primero</a><br /><a href="https://acrobat.com/#d=nOi74ynov66RCB9Yo1h1ig">Segundo</a><br /><a href="https://acrobat.com/#d=f*Kf0-CFiaTZUUIj4dSchQ">Tercero</a><br /><a href="https://acrobat.com/#d=gsSn*BJTApJCg8hWYbN2Ig">Cuarto</a><br /><a href="https://acrobat.com/#d=pP606X6O6J8v2ea*7bMlgQ">Quinto</a><br /><a href="https://acrobat.com/#d=QLj6wFAC4Gmq4eBDv1sizQ">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3437798317393424324?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-73233553238482219062011-10-25T08:26:00.000-07:002012-01-27T16:47:07.007-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-1mhndTX6u-0/TyNFfucwQbI/AAAAAAAABZo/Y04-NK8stAY/s1600/Lengua+Tema+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="http://3.bp.blogspot.com/-1mhndTX6u-0/TyNFfucwQbI/AAAAAAAABZo/Y04-NK8stAY/s200/Lengua+Tema+3.jpg" width="200" /></a></div><br />También nuevos temas de Lengua para<br /><a href="https://acrobat.com/#d=Mt38ojEIXpfIbobvVD9eAw">Primero</a><br /><a href="https://acrobat.com/#d=dR9F3tFIkQN2ztPmDsjW-w">Segundo</a><br /><a href="https://acrobat.com/#d=wPSWUMK0iZsgy-pdU*3ovA">Tercero</a><br /><a href="https://acrobat.com/#d=6f9xL4us1P2sw6251MqgQw">Cuarto</a><br /><a href="https://acrobat.com/#d=5u3zX7s0wnhlTpjU*bGWag">Quinto</a><br /><a href="https://acrobat.com/#d=5u3zX7s0wnhlTpjU*bGWag">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7323355323848221906?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-23077587190067566922011-10-25T08:25:00.000-07:002012-01-27T16:47:47.900-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-fHo5AQ7frXQ/TyNFpKE-a7I/AAAAAAAABZw/P-BS7GZjuyE/s1600/Mates+tema+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://3.bp.blogspot.com/-fHo5AQ7frXQ/TyNFpKE-a7I/AAAAAAAABZw/P-BS7GZjuyE/s200/Mates+tema+3.jpg" width="200" /></a></div><br /><br />Un nuevo tema para aquellos que ya lo han comenzado.<br /><a href="https://acrobat.com/#d=bU0e*RCfuvXZO-vA*3zfcg">Primero</a><br /><a href="https://acrobat.com/#d=X4CqZmlZYe5r*Y0i*d-cYQ">Segundo</a><br /><a href="https://acrobat.com/#d=OVyfEyUrjgMPg30oeyD6Wg">Tercero</a><br /><a href="https://acrobat.com/#d=RjbrgcopmhX1lcUMqJGjPw">Cuarto</a><br /><a href="https://acrobat.com/#d=0ESKatuT*s6PzdznAkep5A">Quinto</a><br /><a href="https://acrobat.com/#d=LFrxY9Bp8LDt4bZphjDBBg">Sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2307758719006756692?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-62678356966021338222011-10-24T09:00:00.000-07:002011-10-23T10:28:24.836-07:00<iframe width="420" height="315" src="http://www.youtube.com/embed/3kNzTb2WdvE" frameborder="0" allowfullscreen></iframe><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-6267835696602133822?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-39375824022671976362011-10-19T09:00:00.000-07:002012-01-27T16:55:47.546-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://ares.cnice.mec.es/matematicasep/colegio/historia.html" target="_blank"><img border="0" height="200" src="http://1.bp.blogspot.com/-m_28C9_vdm8/TyNHfXENQVI/AAAAAAAABZ4/pjTtBVwUcQ4/s400/Historia+de+las+matem%C3%A1ticas.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://ares.cnice.mec.es/matematicasep/colegio/historia.html">l</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3937582402267197636?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-76541390346202328022011-10-16T09:00:00.000-07:002012-01-27T16:57:40.524-08:00<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"></div>Hoy te proponemos esta actividad para realizarla en equipo o por parejas. Para ello deberéis leer con atención toda la historia e ir resolviendo poco a poco las cuestiones&nbsp;¡Adelante, comenzamos!<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://acrobat.com/app.html#d=xpL3Ik0YHPLQKJC*hbG6NQ" target="_blank"><img border="0" height="217" src="http://4.bp.blogspot.com/-vvE5NreWmTs/TyNH8LRg4_I/AAAAAAAABaA/-tZKq6QG_LQ/s400/eL+CINE.jpg" width="400" /></a></div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7654139034620232802?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-53117572249931575472011-10-11T09:00:00.000-07:002012-01-27T16:58:38.384-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/problematic/menuppal.html" target="_blank"><img border="0" height="315" src="http://4.bp.blogspot.com/-Pr1gtlv374E/TyNIK6qdv-I/AAAAAAAABaI/dKEoB_j0Taw/s400/Resoluci%C3%B3n+de+problemas.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5311757224993157547?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-89657601231680264872011-10-10T09:00:00.000-07:002012-01-27T16:59:35.289-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://www.genmagic.org/lengua3/oa1c.swf" target="_blank"><img border="0" height="400" src="http://1.bp.blogspot.com/-Tib-sKsoaPI/TyNIYw430qI/AAAAAAAABaQ/yWtYqpWxMQU/s400/El+orden+alfab%C3%A9tico.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8965760123168026487?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-8205218293786738272011-10-04T09:00:00.000-07:002012-01-27T17:00:31.170-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Y2XILhZxLZc/TyNIndoM0iI/AAAAAAAABaY/V71RdSBKyB4/s1600/Habilidades+metafonol%C3%B3gicas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="117" src="http://1.bp.blogspot.com/-Y2XILhZxLZc/TyNIndoM0iI/AAAAAAAABaY/V71RdSBKyB4/s320/Habilidades+metafonol%C3%B3gicas.jpg" width="320" /></a></div>Es interesante trabajar este tipo de ejercicios de <a href="https://docs.google.com/viewer?a=v&amp;pid=explorer&amp;chrome=true&amp;srcid=0B-Jl243ngRHxNWQyMGQ5Y2QtMjgwMS00MzY3LWIyZWUtNmU4Zjc0ZTA5NDEw&amp;hl=es">omisión de la sílaba final </a>como preparación para la lecto-escritura. Es algo que nos olvidamos de hacer de forma habitual y es muy interesante. Al principioles cuesta, pero poco a poco les va gustando e incluso intentan inventarse uno<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-820521829378673827?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-25453707287545685042011-10-03T09:00:00.000-07:002012-01-27T17:01:37.729-08:00<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Tib-sKsoaPI/TyNIYw430qI/AAAAAAAABaQ/yWtYqpWxMQU/s1600/El+orden+alfab%25C3%25A9tico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-JDOc5jFzhPA/TyNIxvG16hI/AAAAAAAABag/3aEQrxR93_k/s1600/Mates+tema+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://3.bp.blogspot.com/-JDOc5jFzhPA/TyNIxvG16hI/AAAAAAAABag/3aEQrxR93_k/s200/Mates+tema+2.jpg" width="200" /></a></div>Un nuevo tema de matemáticas &nbsp;Ya sabes que lo único que tienes que hacer es pinchar en tu curso y comenzar a trabajar y a disfrutar de todas las actividades:</div><div style="text-align: justify;"><a href="https://acrobat.com/#d=pTNYLBJi9gIp7uW7nv9d7g">primero</a></div><div style="text-align: justify;"><a href="https://acrobat.com/#d=nBo4YoiSt5KMHIm92xGr4Q">segundo</a></div><div style="text-align: justify;"><a href="https://acrobat.com/#d=XR7FeywzusltpebrMsGRtw">tercero</a></div><div style="text-align: justify;"><a href="https://acrobat.com/#d=wBvoAgDmBM4*qaLMgY6wSQ">cuarto</a></div><div style="text-align: justify;"><a href="https://acrobat.com/#d=NED6XTWlFyHHKBKJHhN5yw">quinto</a></div><div style="text-align: justify;"><a href="https://docs.google.com/viewer?a=v&amp;pid=explorer&amp;chrome=true&amp;srcid=0B-Jl243ngRHxYjcyNzg0YjYtNThhYS00NTlhLTg5NjItZmY1NjQwNjA3YWIy&amp;hl=es">y</a>&nbsp;<a href="https://acrobat.com/#d=5PdWH1OCnwy2KbbAS5-AjA">sexto</a></div><div style="text-align: justify;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2545370728754568504?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-56552957921913586062011-10-03T06:53:00.001-07:002012-01-27T17:02:19.925-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-6m_VwqjoNZ8/TyNJDBWYu7I/AAAAAAAABao/l8y3XHdvXDk/s1600/Lengua+Tema+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="http://1.bp.blogspot.com/-6m_VwqjoNZ8/TyNJDBWYu7I/AAAAAAAABao/l8y3XHdvXDk/s200/Lengua+Tema+2.jpg" width="200" /></a></div><br />También tenemos tema nuevo en Lengua y Literatura Castellana en:<br /><a href="https://acrobat.com/#d=NZA47dIqk4t7A2LkPdtlZA">primero</a><br /><a href="https://acrobat.com/#d=OPNy59FSS22TrIs4sw1JFg">segundo</a><br /><a href="https://acrobat.com/#d=COIh2s4pb3FoqCWhGi15BA">tercero</a><br /><a href="https://acrobat.com/#d=61cf**fFAXzU5YHWnX1nxA">cuarto</a><br /><a href="https://acrobat.com/#d=zd9OH0Nsp9D-r-Sj3JcrtQ">quinto</a><br />y <a href="https://acrobat.com/#d=BIKj25c0Jgu897LMusRWPw">sexto</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5655295792191358606?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-1589561062911303562011-10-03T06:53:00.000-07:002012-01-27T17:02:59.701-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-tqMpfrhFTRg/TyNJNdxqrPI/AAAAAAAABaw/zewgVLmlQZA/s1600/Cono+Tema+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://1.bp.blogspot.com/-tqMpfrhFTRg/TyNJNdxqrPI/AAAAAAAABaw/zewgVLmlQZA/s200/Cono+Tema+2.jpg" width="200" /></a></div><br />Nuevo tema para trabajar de una forma diferentes los contenidos, como siempre, en:<br /><div><a href="https://acrobat.com/#d=kMs*uMFv7YxXG-0ZDRBAGQ">primero</a></div><div><a href="https://acrobat.com/#d=WFwdC8OdJJeSA4H1Oum4Ww">segundo</a></div><div><a href="https://acrobat.com/#d=vm6NmChJZD38FEnxBXEQCw">tercero</a></div><div><a href="https://acrobat.com/#d=0XtTj59JaE0nmpOIa5EN6A">cuarto</a></div><div><a href="https://acrobat.com/#d=dJffRnjZdhhiu*FGEsmWiQ">quinto</a></div><div>y<a href="https://acrobat.com/#d=dMcvM4lyrONzjL4pwuOMBg"> sexto</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-158956106291130356?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-82409234460410789442011-09-30T09:30:00.001-07:002012-01-27T17:04:00.382-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://contenidos.educarex.es/mci/2007/09/aplicacion/programa/index1.html" target="_blank"><img border="0" height="266" src="http://1.bp.blogspot.com/-O6uw-NQ-c5s/TyNJbMo85qI/AAAAAAAABa4/CTEHAYp4ZOk/s400/Estimulaci%C3%B3n+de+las+matem%C3%A1ticas.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8240923446041078944?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-37778519637438317022011-09-29T01:42:00.000-07:002011-09-29T01:42:34.271-07:00<div><object style="height: 158px; width: 420px;"><param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=2A5083&amp;showFlipBtn=true&amp;documentId=110917104851-a9b588c09d7b414e9043f14fc783f9eb&amp;docName=porcuatroesquinitasdenada&amp;username=carmenbravo&amp;loadingInfoText=por%20cuatro%20esquinitas%20de%20nada&amp;et=1316384082299&amp;er=64" /><param name="allowfullscreen" value="true"/><param name="menu" value="false"/><embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" style="width:420px;height:158px" flashvars="mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=2A5083&amp;showFlipBtn=true&amp;documentId=110917104851-a9b588c09d7b414e9043f14fc783f9eb&amp;docName=porcuatroesquinitasdenada&amp;username=carmenbravo&amp;loadingInfoText=por%20cuatro%20esquinitas%20de%20nada&amp;et=1316384082299&amp;er=64" /></object><br /><div style="text-align: left; width: 420px;"><a href="http://issuu.com/carmenbravo/docs/porcuatroesquinitasdenada?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;backgroundColor=2A5083&amp;showFlipBtn=true" target="_blank">Open publication</a> - Free <a href="http://issuu.com/" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=cuento" target="_blank">More cuento</a></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3777851963743831702?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-50812850753617241682011-09-29T01:40:00.000-07:002012-01-27T17:05:09.477-08:00<span class="Apple-style-span" style="background-color: #c1eeaf; color: #444444; font-family: Helvetica-Neue,Helvetica,Arial,sans-serif; font-size: 16px;"></span><br /><br /><div style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 0.95em; line-height: 23px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 20px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-0DhelY2a19c/TyNJsE8zsDI/AAAAAAAABbA/SNB5xiKDAxA/s1600/Museo+del+Prado.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="115" src="http://1.bp.blogspot.com/-0DhelY2a19c/TyNJsE8zsDI/AAAAAAAABbA/SNB5xiKDAxA/s200/Museo+del+Prado.jpg" width="200" /></a></div><br />Realizaremos una visita guiada al&nbsp;<a href="http://www.museodelprado.es/pradomedia/?pm_subcat=10&amp;pm_cat=2&amp;pm_video=on&amp;pm_audio=on&amp;pm_interactivo=on">Museo del Prado</a>&nbsp;con&nbsp;la infanta Margarita nuestra guía. Nosotros sólo tenemos que elegir aquellas obras que queramos ver y ella nos las explicará.</div><div style="text-align: justify;">¡Seguro que te gusta y disfrutas con ella!</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-5081285075361724168?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-72380464459474837192011-09-27T09:00:00.001-07:002012-01-27T17:07:35.882-08:00<div style="text-align: left;"><br /><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-iFsaol139gk/TyNKSt30wuI/AAAAAAAABbI/s4aNonj31m4/s1600/PENSAR.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-iFsaol139gk/TyNKSt30wuI/AAAAAAAABbI/s4aNonj31m4/s1600/PENSAR.bmp" /></a></div><br />En muchas ocasiones, los<a href="https://docs.google.com/viewer?a=v&amp;pid=explorer&amp;chrome=true&amp;srcid=0B-Jl243ngRHxOWU1OWM5ZmUtOTlkZS00YzNhLWI2MjItOGI3N2NhNDNiMDQ4&amp;hl=es"> problemas</a> que planteamos a nuestros alumnos/as tienen una estructura similar, lo cual impide fomentar el pensamiento divergente.</div></div><div><div style="text-align: justify;">Estos problemas son un ejemplo de diferentes tipos de razonamiento a los que se puede enfrentar el alumno/a</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-7238046445947483719?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-49372835152135952432011-09-27T09:00:00.000-07:002012-01-27T17:10:04.628-08:00<div class="separator" style="clear: both; text-align: left;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-Kg4JgH6Fipo/TyNK1ALPr8I/AAAAAAAABbQ/bJyFuc_xLgM/s1600/conciencia+fonologica.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://4.bp.blogspot.com/-Kg4JgH6Fipo/TyNK1ALPr8I/AAAAAAAABbQ/bJyFuc_xLgM/s200/conciencia+fonologica.jpg" width="155" /></a></div><br /><br />Ahora que estamos a principio de Curso, me parece muy interesante trabajar este tipo de <a href="https://docs.google.com/viewer?a=v&amp;pid=explorer&amp;chrome=true&amp;srcid=0B-Jl243ngRHxOTc0MGFmYTMtNTgzZS00MTA1LWFhN2UtYzdlMmJlZjUzYWIw&amp;hl=es">actividades</a> en el primer ciclo de primaria. Hace tiempo elaboré estas fichas con ayuda de las plantillas de Orientación Andujar. Los dibujos se pusieron en blanco y negro para que los alumnos a su vez lo coloreasen.&nbsp;</div><div style="text-align: justify;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-4937283515213595243?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-14582756378699311852011-09-16T09:30:00.000-07:002012-01-27T17:10:58.099-08:00<br /><div data-mce-style="text-align: justify;" style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-Gcw2nPggIug/TyNLEClSVwI/AAAAAAAABbY/ewuLuu1AgJo/s1600/Rush+hour.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Gcw2nPggIug/TyNLEClSVwI/AAAAAAAABbY/ewuLuu1AgJo/s1600/Rush+hour.jpg" /></a></div><br /><br />¡Animo y a ver si consigues todos los retos!<br />Es un buen <a href="http://www.puzzles.com/products/RushHour/RHfromMarkRiedel/Jam.html?1">juego</a> de estrategia.<br />Consiste en sacar el coche rojo del atasco.<br />Existen 40 niveles de dificultad</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-1458275637869931185?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-28196761188364359752011-09-12T09:00:00.002-07:002012-01-27T17:12:27.198-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-bYT8uts8b4M/TyNLOHpX_UI/AAAAAAAABbg/SIsgrg_XwD4/s1600/Cono+tema+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="175" src="http://3.bp.blogspot.com/-bYT8uts8b4M/TyNLOHpX_UI/AAAAAAAABbg/SIsgrg_XwD4/s200/Cono+tema+1.jpg" width="200" /></a></div><br /><br />Al igual que en Matemáticas o en Lengua y Literatura propongo unos enlaces para trabajar el área de Conocimiento del Medio.&nbsp;</div><div style="text-align: justify;">He intentado completar los enlaces del colegio Nuestra Señora de Loreto, algo que no siempre es posible, para que podamos trabajar en los distintos cursos: <a href="https://acrobat.com/#d=*V1ZJ35v9xPwXugTBA3V2w">primero</a>, <a href="https://acrobat.com/#d=P*A2jCcWLSB16St-zRrl0Q">segundo</a>, <a href="https://acrobat.com/#d=YG8*zPHckTyaD3TIvezLrQ">tercero</a>, <a href="https://acrobat.com/#d=UDxSGQ0gLMd8T2dAKx*0hA">cuarto</a>, <a href="https://acrobat.com/#d=9ivodYZRDCHhJ3AE-TTeNg">quinto</a>, <a href="https://acrobat.com/#d=hONIBCmmIN*9i8ryOs6YsA">sexto</a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2819676118836435975?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-88553938470786121342011-09-12T09:00:00.001-07:002012-01-27T17:13:07.000-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-6QWwDeKpLo0/TyNLlcQt1VI/AAAAAAAABbw/CE5qayWfEzY/s1600/Lengua+Tema+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="http://3.bp.blogspot.com/-6QWwDeKpLo0/TyNLlcQt1VI/AAAAAAAABbw/CE5qayWfEzY/s200/Lengua+Tema+1.jpg" width="200" /></a></div><br /><br />&nbsp;De la misma manera que en matemáticas, aquí encontraremos numerosos enlaces para trabajar el área de Lengua y Literatura castellana. He intentado completar los publicados por el colegio Nuestra Señora de Loreto. Seguro que entre todos encontramos muchos más que podremos ir añadiendo. Con ellos trabajaremos este área en los diferentes cursos: <a href="https://acrobat.com/#d=g16arXTnStlH5N*JoqJjUw">primero</a>, <a href="https://acrobat.com/#d=TUZ9uVa4sp7KdCFPBHCWNQ">segundo</a>, <a href="https://acrobat.com/#d=CA26L3-gnrlZ4eyRltDOwA">tercero</a>, <a href="https://acrobat.com/#d=GEX9z118Lo-TqmskmAZ0YA">cuarto</a>, <a href="https://acrobat.com/#d=O3hSP-ZV79R-nNnkZbz67Q">quinto</a>, <a href="https://acrobat.com/#d=mGoRWELtzbpStEr5qToHOQ">sexto</a>.</div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="clear: left; color: black; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><br /></span></div><a href="http://3.bp.blogspot.com/-p1DlFZ7ycAs/Tl0MdxwHivI/AAAAAAAAAfg/YmtPsmM6nwU/s1600/Lengua+Tema+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span class="Apple-style-span" style="color: black;"><br /></span></a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8855393847078612134?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-27487841737859511042011-09-12T09:00:00.000-07:002012-01-27T17:12:17.292-08:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-8vBdyiyRbUs/TyNLYubkveI/AAAAAAAABbo/RiBiLpQgrKA/s1600/Mates+tema+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="194" src="http://2.bp.blogspot.com/-8vBdyiyRbUs/TyNLYubkveI/AAAAAAAABbo/RiBiLpQgrKA/s200/Mates+tema+1.jpg" width="200" /></a></div><br />También en matemáticas iniciamos el curso y de nuevo podremos contar con una serie de actividades que tienen como base las planteadas por el Colegio Nuestra Señora de Loreto. Nosotros solamente hemos añadido nuevas actividades, algo que iremos haciendo a lo largo del curso. Si encuentras alguna que no esté aquí puedes decírnoslo y así iremos completando los temas.</div><div style="text-align: justify;">Pincha sobre el curso correspondiente, <a href="https://acrobat.com/#d=AMcQ6gp1m2bl5y4HmQqUWg">primero</a>, <a href="https://acrobat.com/#d=uh3pwbsQoeK9GfuVbZcU1A">segundo</a>, <a href="https://acrobat.com/#d=ezF1Dqpzdhdk6P8BWa2n3w">tercero</a>, <a href="https://acrobat.com/#d=EsQeUDuFBF1WR91OP4dawQ">cuarto</a>, <a href="https://acrobat.com/#d=3kbS28IzLeg1H-Y3OBuXwg">quinto</a>&nbsp;o <a href="https://acrobat.com/#d=KAoJhx7N51e*uya3ZDDI6A">sexto</a>&nbsp;y realiza las actividades.</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-2748784173785951104?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-88956553292518850382011-09-03T09:00:00.000-07:002012-01-27T17:16:20.357-08:00<br /><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.amolasmates.es/Juegos_flash/mastermind.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="185" src="http://3.bp.blogspot.com/-Be9GAhfksrc/TyNL2Hw78LI/AAAAAAAABb4/p5UrMM7AiP0/s320/Mastermind.jpg" width="320" /></a></div><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman','Bitstream Charter',Times,serif; font-size: 13px; line-height: 19px;">Te dejo un juego de inteligencia para que pases un rato, ¡A mi me encanta! Espero que a ti también. El juego consiste en averiguar la combinación de colores. Comienza por la fila superior. Cuando acabes pincha en "go". Te aparecerán, a la derecha, unas bolas. Si son grises&nbsp;es que acertaste el color&nbsp;y&nbsp;si son&nbsp;bolas blancas, es que acertaste el color y la posición correcta. Tienes ocho intentos para conseguirlo.&nbsp;<b><span data-mce-style="text-decoration: underline;" style="text-decoration: underline;">No te olvides de pensar y planificar tus jugadas</span></b>.</span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-8895655329251885038?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-31752866982659898882011-09-02T09:00:00.000-07:002012-01-27T17:17:47.345-08:00<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"></div><br /><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://dpto.educacion.navarra.es/piki/juegos/pikipalabra/pikipalabra.swf" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="139" src="http://4.bp.blogspot.com/-2DBKbxo_-v0/TyNMlZ9IjVI/AAAAAAAABcA/tKXQLO9XJIA/s200/Pikipalabra.jpg" width="200" /></a></div><br /><br />Es el juego de PASAPALABRA para niños.</div><div style="text-align: justify;">Tiene la posibilidad de jugar uno o dos jugadores y tres niveles.</div><div style="text-align: justify;">Un reloj marcará el tiempo transcurrido en la prueba.</div><div style="text-align: justify;">Se que os lo vais a pasar genial.</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2130668096748092054-3175286698265989888?l=elblogdepilarpt.blogspot.com' alt='' /></div>Pilarhttp://www.blogger.com/profile/17194998347581119317noreply@blogger.com0tag:blogger.com,1999:blog-2130668096748092054.post-56099670838140406662011-09-01T09:00:00.001-07:002012-01-27T17:17:55.445-08:00Me encanta comenzar el curso con esta historia, me parece preciosa<br /><br /><div><object 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