tag:blogger.com,1999:blog-39911397923308089612023-11-15T23:35:17.931-08:00El tercer olivoEl tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.comBlogger80125tag:blogger.com,1999:blog-3991139792330808961.post-77180409843206790802020-03-30T12:03:00.002-07:002020-03-30T22:44:03.400-07:0030_03_2020_TAREA DE CIENCIAS SOCIALES PARA LA PRIMERA SEMANA DE ABRIL<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>¡ HOLA DE NUEVO CHICOS! </span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">HEMOS APRENDIDO
QUÉ ES UN MUNICIPIO, AHORA APRENDEREMOS QUÉ </span><br />
<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">ES UNA <u>PROVINCIA Y UNA COMUNIDAD
AUTÓNOMA.</u></span></div>
<u>
</u><br />
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">1<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">LEE LA PÁGINA 31 Y HAZ LOS EJERCICIOS 1 Y 2.</span></div>
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<br /></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">2<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">LEE LA PÁGINA 32 Y HAZ LOS EJERCICIOS 1<span style="mso-spacerun: yes;"> </span>Y 2.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"> PARA
APRENDERTE UN POCO LAS PROVINCIAS Y COMUNIDADES AUTÓNOMAS, USA ESTA CANCIÓN Y
UN JUEGO QUE YA CONOCES. </span><br />
<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">PRACTICA DURANTE VARIOS DÍAS ESTA SEMANA. </span><br />
<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">¡VERÁS QUE PRONTO APRENDES EL MAPA POLÍTICO DE ESPAÑA! </span><br />
<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"> </span><br />
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" 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<a href="https://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/provincias-de-espaa/108fb9ee-6654-465a-a9ed-e84be977a27a" target="_blank"><img alt="https://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/provincias-de-espaa/108fb9ee-6654-465a-a9ed-e84be977a27a " height="240" 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" 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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-740851949415933872020-03-29T11:54:00.001-07:002020-03-29T23:48:00.528-07:0030_03_2020_Programación semanal (30 de marzo a 3 de abril). 3º A y B.<div class="separator" style="clear: both; text-align: center;">
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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-54044977804249176962020-03-26T13:59:00.002-07:002020-03-27T00:12:01.826-07:0027_03_2020_Programacion viernes 27 de marzo (3° A y B)<div class="separator" style="clear: both; text-align: center;">
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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-50459907867461130552020-03-26T00:55:00.006-07:002020-03-26T01:01:03.591-07:0026_03_2020_Actividades Religión hasta el 3 de abril de 2020<span style="color: red;"><span style="font-size: large;"><span style="color: #660000;">Actividades Religión hasta el 3 de abril. </span></span></span><br />
<br />
<span style="color: red;"><span style="font-size: large;">1. Visionar el video:</span></span><br />
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<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Dz4m52Oka34/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Dz4m52Oka34?feature=player_embedded" width="320"></iframe><br />
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<br /></div>
<br />
<span style="color: red;"><span style="font-size: large;">2. Copiar la letra y recitarla a la familia:</span></span><br />
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<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="bbVIQb">
<div class="ujudUb">
Dijo una voz popular</div>
<div class="ujudUb">
"quien me presta una escalera <br />
Para subir al madero <br />
Para quitarle los clavos <br />
A Jesús el nazareno?" </div>
<div class="ujudUb">
Oh, la saeta al cantar <br />
Al cristo de los gitanos <br />
Siempre con sangre en las manos, <br />
Siempre por desenclavar. </div>
<div class="ujudUb">
Cantar del pueblo andaluz <br />
Que todas las primaveras <br />
Anda pidiendo escaleras <br />
Para subir a la cruz. </div>
<div class="ujudUb">
Cantar de la tierra mía <br />
Que echa flores <br />
Al Jesús de la agonía <br />
Y es la fe de mis mayores. </div>
<div class="ujudUb WRZytc OULBYb">
Oh, no eres tu mi cantar…<br />
<br />
<span style="color: red;"><span style="font-size: large;">3. Ver la película "El hombre que hacía milagros":</span></span><br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/vSiojJ0Z0G8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/vSiojJ0Z0G8?feature=player_embedded" width="320"></iframe></div>
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El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-65844448525032622282020-03-25T13:11:00.003-07:002020-03-26T00:47:58.041-07:0026_03_2020_Tarea para el jueves 26 marzo.<div class="separator" style="clear: both; text-align: center;">
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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-50342908313392668472020-03-25T00:14:00.000-07:002020-03-25T12:47:16.463-07:0025/03/2020_Francés (semana del 23 al 27 de marzo)<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<span style="font-size: large;"><span style="color: red;">1. Escucha el vídeo y aprende las partes del cuerpo.</span></span><br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Nuf7Atya7W0/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Nuf7Atya7W0?feature=player_embedded" width="320"></iframe></div>
<br />
<br />
<br />
<span style="font-size: large;"><span style="color: red;">2. Escucha varias veces y repite antes de hacer la actividad siguiente:</span></span><br />
<br />
<br />
<div style="text-align: center;">
<br />
<iframe height="200" src="https://drive.google.com/file/d/1I6v75RQzwv0hgbxet4ax0RLUUei28AgG/preview" width="200"></iframe> </div>
<br />
<br />
<br />
<span style="color: red;"><b> </b></span><span style="font-size: large;"><span style="color: red;">3. Imprime la ficha o cópiala en tu libreta:</span></span><br />
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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-28749925950883609382020-03-24T13:47:00.000-07:002020-03-25T12:47:32.655-07:0025/03/2020_Programación miércoles 25 marzo (3° A y B)<div class="separator" style="clear: both; text-align: center;">
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El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-30124680691770009452020-03-24T02:09:00.002-07:002020-03-25T12:47:54.881-07:0024/03/2020_TAREA DE CIENCIAS 3ºA / 3ºB PARA EL MARTES 24<!--[if !mso]>
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" /></a></div>
<span style="color: #b6d7a8;"><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="color: #38761d;">¡EMPEZAMOS UN TEMA NUEVO DE CIENCIAS</span>! </span></span></div>
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<span style="color: #b6d7a8;"><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"> </span></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"> </span></div>
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<u><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">EN ESTE TEMA APRENDEREMOS..</span></u></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">- QUÉ ES
UN MAPA POLÍTICO.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">-CÓMO
ESTÁ EL TERRITORIO DE ESPAÑA ORGANIZADO</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">- QUÉ ES
UN MUNICIPIO, PROVINCIA Y PAÍS.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">-QUÉ
PROVINCIAS Y COMUNIDADES FORMAN ESPAÑA.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">1. VAMOS A APRENDER UN NUEVO MAPA: <b style="mso-bidi-font-weight: normal;">EL MAPA POLÍTICO</b> DE ESPAÑA.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>RECUERDA QUE HAY
MUCHOS TIPOS DE MAPAS. PUEDEN ENSEÑARNOS SOBRE EL TERRENO, LAS MONTAÑAS Y PICOS
(SE LLAMAN FÍSICOS) ¿OS ACORDÁIS DEL QUE HICIMOS CON PLASTI EN CLASE? PUES ESE
ERA UN MAPA FÍSICO DE ESPAÑA.,</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>OTROS MAPAS, <span style="mso-spacerun: yes;"> </span>PUEDEN ENSEÑARNOS LAS PROVINCIAS, LAS
CAPITALES…ESTE ES EL MAPA POLÍTICO. PUES AHORA APRENDEREMOS SOBRE ÉSTE.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">PINCHA AQUÍ Y ESCUCHA ATENTAMENTE SOBRE LOS TIPOS DE MAPAS .</span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><a href="https://www.youtube.com/watch?v=ls-NEk2Awg0">https://www.youtube.com/watch?v=ls-NEk2Awg0</a><span style="mso-spacerun: yes;"> </span>MAPA POLITICO</span></div>
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<br /></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><a href="https://www.youtube.com/watch?v=9k25rdvq2Og">https://www.youtube.com/watch?v=9k25rdvq2Og</a>
MAPA FÍSICO.</span></div>
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<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;">2. AHORA, VAMOS A APRENDER <b style="mso-bidi-font-weight: normal;">QUÉ ES UN MUNICIPIO:</b> LEE LA PÁGINA 30 ATENTAMENTE Y HAZ EN TU
LIBRETA LOS EJERCICIOS 1,2,3. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> ¡MUCHOS ÁNIMOS CHICOS, A SEGUIR TRABAJANDO Y APRENDIENDO QUE PRONTO NOS VEMOS EN EL COLE!</span></span></div>
El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-16434947371797776942020-03-24T02:08:00.004-07:002020-03-25T12:48:39.783-07:0024/03/2020_AYUDA PARA TRABAJAR LAS COORDENADAS<br />
<br />
<br />
<br />
OS DEJO UN ENLACE EXPLICATIVO DE CÓMO TRABAJAR LAS COORDENADAS<br />
<br />
<a href="https://www.youtube.com/watch?v=P2Z8F3Zlbmk" target="_blank">https://www.youtube.com/watch?v=P2Z8F3Zlbmk</a><br />
<br />
<br />
<br />
<a href="https://www.youtube.com/watch?v=P2Z8F3Zlbmk" target="_blank"><br /></a>El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-31143865540364788912020-03-24T02:00:00.002-07:002020-03-25T12:48:57.437-07:0024/03/2020_TAREAS PARA EL MARTES 24 MARZO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6RCYeRN8hgZQ33i-DVf3MtizK_6aAQMSvIFFh3P2PHAq4DSTJsTJqYzADJEB6yoUMpOTDqq1yGtxG5mnNxb-lq87BdN8TYuGUCkOamd04KAj08-ll9c9LYlQx168-3T2nKB8fmo-Y-oBP/s1600/Captura+de+pantalla+2020-03-24+a+las+9.59.13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="772" data-original-width="1200" height="409" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6RCYeRN8hgZQ33i-DVf3MtizK_6aAQMSvIFFh3P2PHAq4DSTJsTJqYzADJEB6yoUMpOTDqq1yGtxG5mnNxb-lq87BdN8TYuGUCkOamd04KAj08-ll9c9LYlQx168-3T2nKB8fmo-Y-oBP/s640/Captura+de+pantalla+2020-03-24+a+las+9.59.13.png" width="640" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-81197658713426165262020-03-22T11:48:00.001-07:002020-03-25T12:49:09.422-07:0022/03/2020_Aprendemos el pictograma y gráfica de barras.<br />
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Os dejo una ayuda para la tarea de matemáticas:</div>
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<br /></div>
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<br /></div>
<a href="https://www.youtube.com/watch?v=Onwy66zsx3k" target="_blank">https://www.youtube.com/watch?v=Onwy66zsx3k</a>El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-10865149910192702922020-03-22T11:43:00.003-07:002020-03-25T12:49:27.570-07:0022/03/2020_DEBERES LUNES 23 MARZO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOTBKkAl33Ryx-K8xJrAwxnfwyp35D5_H-05wmA95vwhb4b5hv3wv0vRuls2gVYb1rx4vZYHpQdg7Ye2w5F7p8GBto6OSNZlaRwf6MVsFZgrreWDWdssU7GS15ZAFHVQg7fHG4V8o_jItH/s1600/Captura+de+pantalla+2020-03-22+a+las+19.42.32.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="816" data-original-width="1268" height="409" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOTBKkAl33Ryx-K8xJrAwxnfwyp35D5_H-05wmA95vwhb4b5hv3wv0vRuls2gVYb1rx4vZYHpQdg7Ye2w5F7p8GBto6OSNZlaRwf6MVsFZgrreWDWdssU7GS15ZAFHVQg7fHG4V8o_jItH/s640/Captura+de+pantalla+2020-03-22+a+las+19.42.32.png" width="640" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-56662046126942099662020-03-22T10:50:00.001-07:002020-03-25T12:50:01.020-07:0022/03/2020_Valores Sociales y Cívicos<br />
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<div style="text-align: center;">
<span style="color: magenta;">VALORES 3ºA</span></div>
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<br /></div>
<div>
¿Echáis de menos a vuestros amigos? </div>
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Incluso me atrevería a decir que echamos de menos hasta aquel compañero o amigo que siempre nos da la lata...¿Creéis que tienen tanta importancia esas cosas del otro que tanto nos molestan? </div>
<div>
Reflexionemos en casa: debemos aceptar las peculiaridades de nuestro prójimo (buenas y malas) y en las cosas que nos molesten, enseñarles la manera de tratarnos mejor o cómo nos gusta sentirnos. Nunca dejarlos de lado. </div>
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Recuerda: sólo brindándole felicidad a los demás, encontraremos la nuestra.</div>
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<br /></div>
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Aquí os dejo un bonito vídeo sobre la amistad para trabajar en valores esta semana.</div>
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<br /></div>
<a href="https://www.youtube.com/watch?v=y8bq63NqaF4" target="_blank">https://www.youtube.com/watch?v=y8bq63NqaF4</a>El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-53583954385298374312020-03-22T09:35:00.000-07:002020-03-25T12:50:14.299-07:0022/03/2020<br />
<br />
<br />
<br />
Hola chicos y chicas, aquí os dejo un cuento con el que completaréis los diez minutos de lectura de mañana lunes 23 de marzo.<br />
A su vez os servirá como tarea de plástica para esta semana en 3ºA y 3ºB. Tenéis que realizar un cuadro de girasoles como el del autor en vuestro bloc de dibujo o en su defecto en un folio o cartulina<br />
¡Venga mis pequeños artistas!<br />
Recordad que el misterio de la plástica no es rendirse a la primera, es borrar y empezar de nuevo.<br />
¡Seguro que os sale genial!<br />
<br />
Aquí os dejo el enlace del cuento:<br />
<a href="https://rosafernandezsalamancaprimaria.blogspot.com/2013/10/camille-y-los-girasoles-cuento-vincent.html" target="_blank">https://rosafernandezsalamancaprimaria.blogspot.com/2013/10/camille-y-los-girasoles-cuento-vincent.html</a><br />
<br />
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-54658893140484440282020-03-19T15:43:00.002-07:002020-03-25T12:50:26.984-07:0019/03/2020_Programación para el viernes 20 de marzo (3° A y B)<div class="separator" style="clear: both; text-align: center;">
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<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-71590754362827027552020-03-19T14:40:00.000-07:002020-03-25T12:50:52.728-07:0019/03/2020_TAREA DE CIENCIAS 3ºB PARA EL VIERNES 19:<!--[if gte mso 9]><xml>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b>1. COPIA EN TU LIBRETA Y CONTESTA:</b></span></span><br />
<br />
FÍJATE EN ESTOS RÍOS Y CONTESTA EN TU CUADERNO (COPIA LA LETRA Y LOS RÍOS CORRESPONDIENTES,
NO VALE CONTESTAR SOLO COPIANDO LA LETRA, LO SIENTO, CHIC@S)</div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">1.</span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> ¿</span><span style="font-family: "arial" , "sans-serif"; font-size: 15.0pt; line-height: 115%;">Qué ríos desembocan en el
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<span style="font-family: "arial" , "sans-serif"; font-size: 15.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>2. ¿Qué ríos desembocan en el océano
atlántico?</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 15.0pt; line-height: 115%;"> 3. ¿Qué ríos desembocan en el mar
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<span style="font-family: "arial" , "sans-serif"; font-size: 15.0pt; line-height: 115%;"><span style="font-size: small;"> <b>2. COPIA Y COMPLETA LA TABLA DE VOCABULARIO. CONSULTA SI LO NECESITAS EL VOCABULARIO DE TU LIBRETA/LIBRO.</b></span></span></div>
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El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-25152118153011224482020-03-19T10:13:00.001-07:002020-03-25T12:51:05.836-07:0019/03/2020_Practicamos las palabras agudas.<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/KckInjZbmL8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/KckInjZbmL8?feature=player_embedded" width="320"></iframe></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-46513121002270603032020-03-18T13:56:00.002-07:002020-03-25T12:51:17.628-07:0018/03/2020_Programación para el jueves 19 de marzo (3°A y B).<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYbsLg3D6aBi8I0tjwqEvkE-uML-ODNiPyx2NF0EA3M-jKPjaRyA3EV_yCHqLA6pcH7FUB3ihHRhg6NR5uUw6vVJM6Na6O_B8Ii7tZk6BH_CG7I4Lb43pH_IGBIo1AZJ9cSYHZ8nQ1oF4L/s1600/IMG-20200318-WA0036.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1221" data-original-width="1600" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYbsLg3D6aBi8I0tjwqEvkE-uML-ODNiPyx2NF0EA3M-jKPjaRyA3EV_yCHqLA6pcH7FUB3ihHRhg6NR5uUw6vVJM6Na6O_B8Ii7tZk6BH_CG7I4Lb43pH_IGBIo1AZJ9cSYHZ8nQ1oF4L/s400/IMG-20200318-WA0036.jpg" width="400" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-14104730667103822722020-03-18T09:00:00.000-07:002020-03-25T12:51:30.583-07:0018/03/2020_TAREAS DE CIENCIAS 3ºA PARA EL MIÉRCOLES 18 Y EL JUEVES 19. SE ACONSEJA QUE LOS ALUMNOS DE 3º B LOS USEN PARA REPASAR TAMBIÉN<br />
<br />
REPASEMOS EL TEMA DEL PAISAJE DE COSTA CON LOS SIGUIENTES LINKS, VERÉIS QUÉ DIVERTIDO:<br />
<br />
<a href="https://www.youtube.com/watch?v=xuwT8ggPO9Y" target="_blank">PINCHA AQUÍ, ESCUCHA Y REPITE EL VOCABULARIO SOBRE EL PAISAJE DE COSTA</a><br />
<br />
<a href="https://www.youtube.com/watch?v=3Np2DmBrCao" target="_blank">PINCHA Y CANTEMOS EN INGLÉS</a><br />
<br />
<a href="https://www.youtube.com/watch?v=wEOE530UIwM" target="_blank">PINCHA AQUÍ Y ESCUCHA UNA CANCIÓN SOBRE LOS RÍOS DE ESPAÑA</a><br />
<br />
CUANDO ACABES, REPASA LOS RÍOS QUE HAS APRENDIDO CON LOS ENLACES MÁS ABAJO.<br />
<br />
SI TE HACE FALTA, USA EL MAPA DEL LIBRO PARA REVISAR DÓNDE ESTÁN LOS RÍOS.<br />
REPÍTE EL JUEGO HASTA QUE NO TE HAGA FALTA CONSULTAR EL LIBRO, ENTONCES.. ¡SERÁS YA UN@ EXPERT@ ! PERO SI ERES CAPAZ DE SUPERAR EL NIVEL BÁSICO SIN MIRAR, SERÁ SUFICIENTE. <br />
<br />
<a href="https://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/rios-de-espaa--nivel-basico/30889a9c-d3bb-4bef-9221-22b413409a1a" target="_blank">RIOS DE ESPAÑA-NIVEL FÁCIL </a><br />
<br />
<br />
<a href="https://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/rios-de-espaa--nivel-medio/a3a175c1-cf65-4db5-a86b-acff9945c714" target="_blank"> JUEGA CON LOS RÍOS DE ESPAÑA -NIVEL MEDIO</a><br />
<br />
HOY JUEVES, AÑADO DOS JUEGOS MÁS.<br />
<br />
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<a href="https://www.mundoprimaria.com/juegos-educativos/juegos-mapas-espana/rios-uno" target="_blank">JUEGA Y APRENDE LOS RÍOS</a><span style="mso-spacerun: yes;"> </span>NIVEL 1</div>
<div class="MsoNormal">
<br /></div>
<a href="https://www.mundoprimaria.com/juegos-educativos/juegos-mapas-espana/rios-dos" target="_blank"> JUEGA Y APRENDE LOS RÍOS.</a> NIVEL 2<br />
<br />
MAÑANA, HAZ LO MISMO, ESCUCHA DE NUEVO ATENTAMENTE LOS VÍDEOS SOBRE EL VOCABULARIO E INTENTA REPETIRLO Y PRACTICA DE NUEVO LOS RÍOS.<br />
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.El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-25537329031925367682020-03-17T13:04:00.002-07:002020-03-25T12:51:47.814-07:0017/03/2020_Programación para el miércoles 18 de marzo (3° A y B)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyuKVjhjAPeYqC62kge6i3MmUgIxrO0L8_qX1vYTyiCrBZhGmfwYw0rEUXd0T0F6w3ptiA_fJeBsRonYwU2V_bX3qORuETEajV97oPfi4xaLgSZYevb5fmF-Hhy95gSZ-t_UMg9nxK7SlB/s1600/Screenshot_20200317-205505_Drive.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1354" data-original-width="1079" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyuKVjhjAPeYqC62kge6i3MmUgIxrO0L8_qX1vYTyiCrBZhGmfwYw0rEUXd0T0F6w3ptiA_fJeBsRonYwU2V_bX3qORuETEajV97oPfi4xaLgSZYevb5fmF-Hhy95gSZ-t_UMg9nxK7SlB/s400/Screenshot_20200317-205505_Drive.jpg" width="317" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-40914837107866442062020-03-17T02:43:00.000-07:002020-03-25T12:52:23.229-07:0017/03/2020_Francés (semana del 16 al 20)<div style="text-align: center;">
<span style="background-color: blue;"><span style="background-color: white;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><span style="color: blue;">Francés (Semana del 16 al 20 de marzo)</span></span></span></span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNd5XBEyKUkmvKDeTzfTDWe1XIjOD0V_S810SZPc0cnkwAsCGzibNWl4w5nwCY7oJFRu2uKHRkImU5zoTjDZx0JS1j-O0_IbnCT07pZ4xEXdveL7jhWp1jhAjSe5NGTctSHCslAA_9Ee10/s1600/UNIT%25C3%2589++N%25C2%25BA+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNd5XBEyKUkmvKDeTzfTDWe1XIjOD0V_S810SZPc0cnkwAsCGzibNWl4w5nwCY7oJFRu2uKHRkImU5zoTjDZx0JS1j-O0_IbnCT07pZ4xEXdveL7jhWp1jhAjSe5NGTctSHCslAA_9Ee10/s640/UNIT%25C3%2589++N%25C2%25BA+4.jpg" width="452" /></a></div>
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El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-15142395909496189562020-03-17T01:35:00.000-07:002020-03-25T12:52:39.145-07:0017/03/2020_Inglés martes 17 3ºA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9UQoBVm_VLmI09LSXK6cNDbZMo11zoSO1cMSEr4IbGRPw7aUmsZD03yJrY2-_pTjqUKj1TG_UTrb4bhKy7pPLBR8pIG5fakzJVpje4IRii6uHznImwrVYvV9MOoz2nDMJKFcdROjzP2j/s1600/Screenshot_20200317-091903_WhatsApp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1135" data-original-width="876" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9UQoBVm_VLmI09LSXK6cNDbZMo11zoSO1cMSEr4IbGRPw7aUmsZD03yJrY2-_pTjqUKj1TG_UTrb4bhKy7pPLBR8pIG5fakzJVpje4IRii6uHznImwrVYvV9MOoz2nDMJKFcdROjzP2j/s640/Screenshot_20200317-091903_WhatsApp.jpg" width="492" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-2324921905768593142020-03-16T14:12:00.000-07:002020-03-25T12:52:53.912-07:0016/03/2020_Programación para el martes 17 de marzo (3ºA y 3ºB )<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2dqqj2Wq42KYBbaEiPTLqmAKrBbHwTnzF5Yw5V7NDz57zTBYLx92kVLM3pGqYY8VOyAnj7BjqVVe679xO0T2DkWvkcfMkx1eNwXK4AeMO0JfptJJ6dCmm4l2Kzm-nFWSwdUL4CIeHkPIS/s1600/17m.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="902" data-original-width="1079" height="534" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2dqqj2Wq42KYBbaEiPTLqmAKrBbHwTnzF5Yw5V7NDz57zTBYLx92kVLM3pGqYY8VOyAnj7BjqVVe679xO0T2DkWvkcfMkx1eNwXK4AeMO0JfptJJ6dCmm4l2Kzm-nFWSwdUL4CIeHkPIS/s640/17m.jpeg" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Y para jugar un rato os dejamos estos enlaces:</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.juegosarcoiris.com/juegos/varios/reloj/" target="_blank">https://www.juegosarcoiris.com/juegos/varios/reloj/</a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://juegosinfantiles.bosquedefantasias.com/matematicas/dividir" target="_blank">https://juegosinfantiles.bosquedefantasias.com/matematicas/dividir</a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-29174459841229363242020-03-16T11:37:00.000-07:002020-03-25T12:53:09.151-07:0016/03/2020_Deberes Science semana del 16 al 20 marzo 3A<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmXKQKEwDGnF5Qq9_S-pZW5vD10uxMBMBQDrt5S1hxQN7YF3RTwZXBHAwhTLDQ89kWbxH3vMnR7yXvyXMjmBrptH5LJfNpV8HHoT7WJ315uVCDJwWtoZsC5_Dal0zls2gu_5BFsQbJPPLw/s1600/WhatsApp+Image+2020-03-16+at+13.58.38.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="898" data-original-width="1600" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmXKQKEwDGnF5Qq9_S-pZW5vD10uxMBMBQDrt5S1hxQN7YF3RTwZXBHAwhTLDQ89kWbxH3vMnR7yXvyXMjmBrptH5LJfNpV8HHoT7WJ315uVCDJwWtoZsC5_Dal0zls2gu_5BFsQbJPPLw/s640/WhatsApp+Image+2020-03-16+at+13.58.38.jpeg" width="640" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0tag:blogger.com,1999:blog-3991139792330808961.post-80973305214730751362020-03-16T03:43:00.003-07:002020-03-25T12:53:22.160-07:0016/03/2020_Deberes 3º Primaria A y B. 16 marzo<div class="separator" style="clear: both; text-align: center;">
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1zxqyASndFFa2iqGkbN0B7rrF-CDaeaOtbjgyEP3-qEnXZKfg6MsKJaQpV0LBtO0ps3GRqd_qlCII2QuVsvIytx6WeYXCtxn3qkA-sr9qVZdDIfdBSQC3TPoA0V6Lsj-H5ujSuJpjugLf/s1600/PROGRAMACIO%25CC%2581N+PARA+EL+LUNES+16+DE+MARZO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1131" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1zxqyASndFFa2iqGkbN0B7rrF-CDaeaOtbjgyEP3-qEnXZKfg6MsKJaQpV0LBtO0ps3GRqd_qlCII2QuVsvIytx6WeYXCtxn3qkA-sr9qVZdDIfdBSQC3TPoA0V6Lsj-H5ujSuJpjugLf/s640/PROGRAMACIO%25CC%2581N+PARA+EL+LUNES+16+DE+MARZO.jpg" width="452" /></a></div>
<br />El tercer olivohttp://www.blogger.com/profile/06083711320176549297noreply@blogger.com0