tag:blogger.com,1999:blog-44191879743915858662024-03-13T19:42:39.329+01:00Cinquè BEstem creixent i ens fem grans. Ja som al pis de dalt de la nostra escola!CEIP Can Raspallshttp://www.blogger.com/profile/00104277931685496499noreply@blogger.comBlogger413125tag:blogger.com,1999:blog-4419187974391585866.post-9024792793714660722020-06-22T12:38:00.000+02:002020-06-22T12:44:45.947+02:00RECOMANACIONS D'ESTIU<div>
Aquí vos deixo unes recomanacions que són molt recomanables per a fer aquest estiu i no perdre el ritme:</div>
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<a href="https://drive.google.com/file/d/1xdif8n6qsCoSIuBqLa1ZOzA1AlAJTkvp/view?usp=sharing">Pintxa aquí per a veure-ho</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-17940335147455814942020-06-19T09:00:00.000+02:002020-06-19T09:00:19.049+02:00<b>ENGLISH Friday 19th of June</b><br />
<b><br /></b><b>Good morning boys and girls!</b><br />
<b>How are you feeling today? Excited? It's the last day of school, summer holidays are here!!</b><br />
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<b>In the following video you can find vocabulary related to summer holidays and the beach. </b><br />
<b>Can you recognise some of these words?</b><br />
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<b>Now you can complete this crossword related to summer holidays. What's the secret message?</b><br />
<a href="https://www.liveworksheets.com/bv8166ms">https://www.liveworksheets.com/bv8166ms</a><br />
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<b>I wish you have a great summer!!😎</b><br />
<b>Kisses 😘😘😘</b><br />
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<b><br /></b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-5526521330464179852020-06-19T08:30:00.000+02:002020-06-19T08:30:00.204+02:00DIVENDRES, 19/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;">ESPECIAL FINAL DE CURS:</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Escriviu a la pàgina d'exercicis de català del bloc un missatge positiu desitjant un bon estiu als teus companys. No t'oblidis de ser molt original!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Mira aquest vídeo, assaja'l i si t'atreveixes pots gravar-te fent-ho i compartir-ho amb tots. Era una proposta que tant na Maite com jo us volíem fer per a la festa de final de curs. Degut al Covid-19 ja sabeu que no hi haurà festa. Però ningú, ningú, ningú ens podrà fer que no ballem, riguem. </span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Així que anima't!!!</span><img alt="Bitmoji Image" class="bitmoji-image" data-downloadurl="image/png:13664.png:https://sdk.bitmoji.com/render/panel/50023597-a194-489f-b629-d73fdeeaaca9-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/50023597-a194-489f-b629-d73fdeeaaca9-%s-v1.png?transparent=1&palette=1" height="320" loading="lazy" src="https://sdk.bitmoji.com/render/panel/50023597-a194-489f-b629-d73fdeeaaca9-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" width="319" /><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Espero que a partir de les <b style="color: lime;">12:00h estiguin visibles </b>les vostres<b style="color: lime;"> notes </b>al programa <b style="color: lime;">GESTIB.</b> Els vostres pares hi tenen accés.</span>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4419187974391585866.post-1425410836795831092020-06-18T08:30:00.000+02:002020-06-18T08:37:38.563+02:00DIJOUS, 18/09/2020<a href="https://www.blogger.com/blogger.g?blogID=4419187974391585866" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4419187974391585866" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: medium;">Avui us proposo anar a comprar. Sí, sí heu llegit bé...a comprar!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=4419187974391585866" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=4419187974391585866" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: medium;">Teniu una fitxa on hi ha diferents tiquets de compra. Heu de contestar les preguntes que us fan.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> Ja saps una vegada que has repassat i estàs segur... clica a Terminado. Per a que li arribi al teu mestre, només has de clicar en enviar al teu mestre. El correu que has d'escriure és <b>evaperezmata@gmail.com</b></span><br />
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<a href="https://es.liveworksheets.com/km319066js" title="Tiquets compra - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/28/4281109270272/4281109270272001.jpg" width="500px" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Castellano:</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora os propongo con la Snappet trabajar los adjetivos.</span><br />
<a href="https://sdk.bitmoji.com/render/panel/36d2d62a-fc90-4604-933b-52a066b5c1b4-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Bitmoji Image" border="0" class="bitmoji-image" data-downloadurl="image/png:13671.png:https://sdk.bitmoji.com/render/panel/36d2d62a-fc90-4604-933b-52a066b5c1b4-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/36d2d62a-fc90-4604-933b-52a066b5c1b4-%s-v1.png?transparent=1&palette=1" height="200" loading="lazy" src="https://sdk.bitmoji.com/render/panel/36d2d62a-fc90-4604-933b-52a066b5c1b4-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" width="199" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<a href="https://www.blogger.com/u/1/blogger.g?blogID=4419187974391585866" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="136" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Recuerdo que los ADJETIVOS eran: </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Las palabras que acompañan al sustantivo y nos dicen cosas sobre él. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por ejemplo su color, su tamaño, si está nuevo, si es viejo...</span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-23884479727481225732020-06-17T09:00:00.000+02:002020-06-17T09:00:02.831+02:00<b>ENGLISH Wednesday 17th of June.</b><br />
<b><br /></b>
<b> Hello everyone! How are you feeling?</b><br />
<b>Today I have more games for you. We are going to play HANGMAN, you have 5 minutes to complete 10 words. (The vocabulary is about places in town).</b><br />
<b>Game 1. </b><a href="https://www.eslgamesplus.com/places-around-esl-vocabulary-interactive-hangman-game/">https://www.eslgamesplus.com/places-around-esl-vocabulary-interactive-hangman-game/</a><br />
<b>Game 2.<a href="https://www.blogger.com/goog_335275864"> </a></b><a href="https://www.eslgamesplus.com/places-vocabulary-hangman-game-for-esl-vocabulary-practice">https://www.eslgamesplus.com/places-vocabulary-hangman-game-for-esl-vocabulary-practice</a>/<br />
<b>Now we have a board game about time and daily routines. You have to click on the dice to move the frog. Each wrong answer will send you back two spaces.</b><br />
<a href="https://www.eslgamesplus.com/time-and-daily-routines-esl-interactive-board-game/">https://www.eslgamesplus.com/time-and-daily-routines-esl-interactive-board-game/</a><br />
<b>Good luck!🍀</b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-20497124613714986312020-06-17T08:30:00.000+02:002020-06-17T08:30:00.319+02:00DIMECRES, 17/066/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo buscar la informació en uns gràfics. Esteu atents i no us despisteu.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> És com jugar a enfonsar la flota.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Quan ho tingueu clar, cliqueu en Terminado i ja sabeu que per a que m'arribi heu de clicar en enviar al teu mestre, recordeu el correo electrònic <b>evaperezmata@gmail.com</b></span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Català:</b></span><br />
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Ara us proposo treballar </span><span style="font-family: "arial"; font-size: 14.6667px; white-space: pre-wrap;"> les paraules polisèmiques </span><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">amb la Snappet.
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">A la teva llibreta o full fes un dibuix on es vegin els diferents significats de cada una de les</span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> paraules polisèmiques que hi surten a la Snappet. Desprès envia-li a la teva tutora per correu</span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> electrònic una foto de la teva llibreta o full.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-51986615897874653422020-06-16T08:30:00.000+02:002020-06-16T08:30:02.116+02:00DIMARTS, 16/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
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<span style="font-family: arial, helvetica, sans-serif; text-align: justify;">Avui us proposo fer divisions de dues xifres. Feu-les primer a la vostra llibreta o full. En aquesta activitat NO HEU DE FER LA RESTA. ES COPIA NOMÉS EL RESULTAT DE LA RESTA.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si vos lia... envieu per correu una foto de la llibreta a evaperez@ceipcanraspalls.com i ja us ho corregiré jo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si us animeu a copiar el resultat de cada resta... intenteu fer la fitxa després de fer les divisions a la llibreta, desprès cliqueu en Terminado i per a que m'arribi heu de clicar a enviar al teu mestre on heu de posar evaperezmata@gmail.com</span></div>
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<a href="https://es.liveworksheets.com/worksheets/ca/Matem%C3%A0tiques/Divisi%C3%B3/Divisions_de_dues_xifres_ac177974ht" title="Divisions de dues xifres - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/14/4141408599943/4141408599943001.jpg" width="500px" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Castellano:</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora os propongo recordar cuándo tenemos que escribir b y cuando v. Así que vamos a mejorar la ortografía con la Snappet. Son dos lecciones diferentes: </span></div>
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" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Educació Física:</b></span><br />
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">activitats penjades al blog</span></div>
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<a href="https://efceipcanraspalls.blogspot.com/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre;">https://efceipcanraspalls.blogspot.com/</span></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-79890058474730535812020-06-15T22:17:00.000+02:002020-06-15T22:17:18.795+02:00DILLUNS 15/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>DARRERA SETMANA!!!</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui és el darrer dilluns d'aquest curs, i us proposo:</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Aquí us deixo tots els triangles que jo he trobat:</span><br />
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<a href="https://1.bp.blogspot.com/-uLZd68dv_14/XuVH6X7IArI/AAAAAAAABdw/QwbOAnEr_MAIDFUVO4FckJGf8wQE7bXzQCLcBGAsYHQ/s1600/Triangles%2Bbloc%2Bsoluci%25C3%25B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="482" data-original-width="859" height="179" src="https://1.bp.blogspot.com/-uLZd68dv_14/XuVH6X7IArI/AAAAAAAABdw/QwbOAnEr_MAIDFUVO4FckJGf8wQE7bXzQCLcBGAsYHQ/s320/Triangles%2Bbloc%2Bsoluci%25C3%25B3.png" width="320" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ara us proposo recordar les mesures de capacitat. Us recomano agafar</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> l'escala com a recordatori. Pujar = Dividir - Baixar = Multiplicar...</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ja sabeu, quan hi esteu segurs clicau a Terminado i si clicau enviar al mestre per a que m'arribi heu d'escriure <b>evaperezmata@gmail.com</b></span><a href="https://es.liveworksheets.com/worksheets/ca/Matem%C3%A0tiques/Mesures_de_capacitat/Mesures_de_capacitat_hf189258ej" title="Mesures de capacitat Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/15/4151711111450/4151711111450001.jpg" width="500px" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Català:</b></span><br />
<span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><i>Per saber si has aconseguit el premi lector de la "Setmana de Legiland", </i></b></span><br />
<span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><i>comprova-ho entrant a Legiland.</i></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo treballar amb la Snappet els diferents tipus d'oracions:</span><br />
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<a href="https://www.blogger.com/blogger.g?blogID=4419187974391585866" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="294" 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" 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Ara, agafeu la llibreta i feseu un mapa conceptual sobre l'exercici 1b de la Snappet, feu-li una foto i envia-ho la a la vostra tutora. Després ja podeu continuar amb els exercicis de la Snappet.<br />
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<img alt="" height="106" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Música:</b></span><br />
<span id="docs-internal-guid-6a1839a4-7fff-a33a-306a-769a9658e3aa"><span style="color: #1155cc; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><a href="https://docs.google.com/document/d/18anRkezdxTD8_lTbe8q5nWdfCjRGou6nm5WG_nXVKCA/edit?usp=sharing" style="text-decoration-line: none;">Tasques telemàtiques</a></span></span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-46481500742545062302020-06-15T09:00:00.000+02:002020-06-15T09:00:15.884+02:00<b>ENGLISH Monday 15th of June</b><br />
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<b>Good morning everybody! How are you?</b><br />
<b>We are already in the last week of school!</b><br />
<b>Today I have some games for you. All of them are memory games of different topics.</b><br />
<b> You need to click on the cards to find a pair. Ready? Good luck!</b><br />
<b>Game 1. Action verbs 1.<a href="https://www.blogger.com/goog_303756927"> </a></b><a href="https://www.eslgamesplus.com/action-verbs-memory-game-for-esl-learning-very-low-beginners/">https://www.eslgamesplus.com/action-verbs-memory-game-for-esl-learning-very-low-beginners/</a><br />
<b>Game 2. Action verbs 2. </b><a href="https://www.eslgamesplus.com/action-verbs-memory-game-for-esl-practice-for-beginners-2/">https://www.eslgamesplus.com/action-verbs-memory-game-for-esl-practice-for-beginners-2/</a><br />
<b>Game 3. Farm animals. </b><a href="https://www.eslgamesplus.com/farm-domestic-animals-vocabulary-esl-memory-game">https://www.eslgamesplus.com/farm-domestic-animals-vocabulary-esl-memory-game</a><br />
<b>Game 4. Sea animals. </b><a href="https://www.eslgamesplus.com/sea-animals-aquatic-animals-vocabulary-esl-memory-game/">https://www.eslgamesplus.com/sea-animals-aquatic-animals-vocabulary-esl-memory-game/</a>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-82414698016946509312020-06-14T08:30:00.000+02:002020-06-14T08:30:03.801+02:00DIUMENGE, 14/06/2020<div style="text-align: center;">
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: medium;">Vos deixo un vídeo curiós per jugar en família, heu d'apuntar l'opció que triau...</span></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4419187974391585866.post-82064420624583674982020-06-13T08:30:00.000+02:002020-06-13T08:30:06.688+02:00DISSABTE, 13/06/2020<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Què us sembla si avui apreneu uns trucs de màgia? </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Teniu ganes de deixar bocabadats als vostres familiars i amics? </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No deixeu que ningú més que vosaltres miri el vídeo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Els trucs de màgia són secrets, schhhhh!</span></div>
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<span style="background-color: whitesmoke; color: #333333;"><span style="font-family: "georgia" , "times new roman" , serif; font-size: large;"><span style="background-color: white; color: black; white-space: pre;"><br /></span></span></span>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-41052805808054249962020-06-12T09:00:00.000+02:002020-06-12T09:00:00.901+02:00<b>ENGLISH Friday 12th of June</b><br />
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<b>Hello! How are you? It's Friday again! Have you got plans for the weekend?</b><br />
<b>Now we are going to read a story called " The organic restaurant". Go to Snappet Unit 6. Lesson3.</b><br />
<b>Then I propose you an extra activity to continue practising your listening skills. </b><br />
<b>Try to fill in the gaps of this song "Don't give up" by Bruno Mars. If it goes too fast, you can stop it and go back.</b><br />
<a href="https://es.lyricstraining.com/en/play/sesame-street-bruno-mars/dont-give-up/HaJ3ymUdWa#b7c">https://es.lyricstraining.com/en/play/sesame-street-bruno-mars/dont-give-up/HaJ3ymUdWa#b7c</a><br />
<b>Have a nice weekend!😘</b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-31787279655156038882020-06-12T08:30:00.001+02:002020-06-12T08:30:02.239+02:00DIVENDRES, 12/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-size: medium;">Matemàtiques:</span></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo dues coses:</span><br />
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<span style="clear: right; float: right; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-left: 1em;"><img alt="Escriure números" height="238" src="https://sites.google.com/site/2i2fan4/_/rsrc/1539102930943/home/4-ceip/matematiques/escriure-numeros/duc2.jpg?height=239&width=320" width="320" /></span>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red;">Una fitxa </span>amb la que practicaràs l'escriptura de nombres. RECORDA LA REGLA D-U-C</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://es.liveworksheets.com/worksheets/ca/Matem%C3%A0tiques/Numeraci%C3%B3/Els_nombres_zm324698ci" title="Els nombres - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/5/12/5122201190000270827/5122201190000270827001.jpg" width="500px" /></a><br />
<a href="https://draft.blogger.com/null" span=""></a></span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Recorda que una vegada que has feta la fitxa i cliques en Termidado si vols m'ho pots enviar directament si hi cliques enviar al teu mestre: <b>evaperezmata@gmail.com</b></span><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: red;">Un repte</span></b>. Mira bé la imatge. No et rendeixis fàcilment. Pensa que de vegades hi ha més dels que esperem. Ànim i segueix bé les indicacions:</span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Fes<u> l'entrada a la pàgina d'exercicis de matemàtiques</u> explicant quants de triangles diferents has set capaç de trobar ABANS DEL DILLUNS. Ja que el dilluns us publicaré tots els que jo he trobat.</span><br />
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<span style="font-size: medium;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Castellà:</b></span></span>
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AbQABqYiwauZSxfciZmoRzXtUDk2csL4oLhClc0gAbQABpAA2gADaCBOA2UlIlZyMrGweEa/2jQABpAA2gADaABNIAG0MDy08BC+oKiTydbyMoizuUnTvqEPkEDaAANoAE0gAbQABqI08BC+gJMzDiiixMd19AFGkADaAANoAE0gAbQwLVoABOD0WA9CxpAA2gADaABNIAG0AAaKCkNYGIQbEkJ9locO8/yFx80gAbQABpAA2gADawMDWBiMDGYGDSABtAAGkADaAANoAE0UFIawMQg2JISLH89WRl/PaEf6Uc0gAbQABpAA2jgWjSAicHEYGLQABpAA2gADaABNIAG0EBJaaDsTcyliStKXZ3UJ59+Kj4QgAAEIAABCEAAAhCAQPEJ2Fjbxtw29r6WCIx/tqxNzNXJqeL3EDlCAAIQgAAEIAABCEAAAtMSsDG4NyPzPZetiSHyMq2uuAEBCEAAAhCAAAQgAIEFJWBj8fkaGHuuLE0MEZgF1SSZQwACEIAABCAAAQhAYFYC1xKRKTsTY/Pw+EAAAhCAAAQgAAEIQAACS09gvmtkys7E2IIiPhCAAAQgAAEIQAACEIDA0hOwsfl8ppWVnYlhLczSi5UaQAACEIAABCAAAQhAwAjMd21M2ZkY5AIBCEAAAhCAAAQgAAEILB8CH18cn3M0BhOzfPqPmkAAAhCAAAQgAAEIQKDsCJiJmauRwcSUnUxoMAQgAAEIQAACEIAABJYPgQtjF52JmYuRwcQsn/6jJhCAAAQgAAEIQAACECg7AiOjY5qrkcHElJ1MaDAEIAABCEAAAhCAAASWD4Gz50c1VyODiVk+/UdNIAABCEAAAhCAAAQgUHYETg2fU66RmW3bZUxM2cmEBkMAAhCAAAQgAAEIQGD5EDh5elhnzp3PisZgYsYvZ23Ztny6i5pAAAIQgAAEIAABCEAAAgNDp+WjMYWujSESg24gAAEIQAACEIAABCAAgSUjcHxwSKfOnHVTys6PjhW0UxkmZsm6i4IhAAEIQAACEIAABCAAgWMnBmVTyobDKWWFvDcGE4NuIAABCEAAAhCAAAQgAIElI9B/YsCZmLmsi8HELFl3UTAEIAABCEAAAhCAAAQgcPT4gE6eOjOnxf2YGHQDAQhAAAIQgAAEIAABCCwZAUxMzk5kcVuzLVnvUDAEIAABCEAAAhCAAAQgkEfATMwgkZjsLZVzjUweNS5AAAIQgAAEIAABCEAAAktGABNDJGbJxEfBEIAABCAAAQhAAAIQmA8BTAwmZj664RkIQAACEIAABCAAAQgsGQFMDCZmycRHwRCAAAQgAAEIQAACEJgPAUwMJmY+uuEZCEAAAhCAAAQgAAEILBkBTAwmZsnER8EQgAAEIAABCEAAAhCYDwFMDCZmPrrhGQhAAAIQgAAEIAABCCwZAUwMJmbJxEfBEIAABCAAAQhAAAIQmA8BTAwmZj664RkIQAACEIAABCAAAQgsGQFMDCZmycRHwRCAAAQgAAEIQAACEJgPAUwMJmY+uuEZCEAAAhCAAAQgAAEILBkBTAwmZsnER8EQgAAEIAABCEAAAhCYDwFMDCZmPrrhGQhAAAIQgAAEIAABCCwZAUwMJmbJxEfBEIAABCAAAQhAAAIQmA8BTEyZmJhPP/1UMx254omm9ffsGh8IQAACEIAABCAAAQgsNQFMTJmYmLkIzZsVb2Tm8ixpS5DA1Ig6nt2s6h0jJVj5nCpPDWnn1s3a9EizhqZy7sX8HHqnVptvq1HzUMzNZEKND1ap/kjMPS5BAAIQgAAEILCkBDAxK9zEmBEZGBjQSy+9pBdeeCHveP7557Vr1660CCcnJ7V37149++yzevTRR/X444/r3Xff1YkTJ9TQ0KDTp0+n0y6rL3vrVFFRkXfU7Z17LUfaG1Rzx1pVuvwqtfaOGjW0r4ABvqRkd4Oqb1ntOFV+uUo/f/r/6ZFbAm6r729W3Fh+7gTtiRHt/Pl6rY70iZVX80Krhsbnl2NBT/U1aH3Yb9u6Z3uiXw1h2yuf3h9JnFL/jse06QbjUqmqFxJKRe4W6+v+pwLu89Foserg8hlu0hZjdm+T5qryZdOGogIhMwhAAAIQKAUCmJgVbmI++eQTdXR06Jvf/Ka+/vWv62tf+5o77PsXvvAFffazn3VGxdKZ4WlsbNS6detcmpqaGj3wwAP6yle+oo0bN+pzn/ucPvroo+Wpa29ibq/Rtqe3pY+dA3Opbkr7n1ofGKEb1qrqkTrVPVKltW4wW6H1T+0vaDA78j9bVFGxRU3Dcyl7EdKONqvaDfBXa/PWbap94Fv6/ncqtfruOjX/MVnkCoyo6d7QHN1dq21P1Kjqy5UB21u2aX8xXEH3Nmc0s0xAar/qN1aqcmN9AWWktP/ZTaq8YZPquyMVGm9V7Q2rVbW1UfsXsA+XjQHAxBRZ+2QHAQgsFYG2gYf0X3v/RPV7ruMIGRgP47ISP5iYFW5iphPt8PCwvve972nt2rUaGQn+/rp7925nau6+++70NXv+4sWLuu+++7R69Wp1dnZOl+XSXvcm5qnoX9TnVqVUe20QfbmlTh3RMf1Iq2rXBX+Vr90VGexOk/3+p22wvgxNTByjAqZcTdPMWS5nTEzaZEwl1bo1MDJbijB1LTCLFUrnP0uN5nR7wbhkaoGJybDgGwQgAIFrJWADdczL9OZtJRoZTEyZmRiLuIyPj+vhhx92EZb29nbZtYmJCf3DP/yDMzX79u1zURm7PjU15b7v2LFjhZuYpHY+FEQOqt+KOpjgv9XkW9VBFOHBZtndkR0WbalQ3f8l1HB/MPVsS+MHany6TtVuitI6bXncIkKN2u+zG+9X81PVWr8mjFDcUq363Glq4/1q2loVTMNaU6Xap2u1qaJCftAfW25oCEY+qtcWF+2o1Nr769X09Oa0mUrubdS2R6qCNvho1av7ldR+1bnoTJ3S9s+tkdkSRKBuWKstzzZp253R6UYpJV6o1qa7a7Vz2khFjImx6Wzv1AR18GYzt707GvSY1cff91GCp1qVeCGs073Pa8fT2/TYHYEhqnokiLwFUbeY9lh/fRSZIrhmvTZvbdZQSoozEllpLSK3tUkJ34fyz9SpY2inam8Ppuatvr1WO2eZi5c80hSmt/5pUP1PAx1ETVgmTYUq1lSpxvpoOkO1t06Va6pUv3dE/TtqVeV0ZRGkJvVHp+zN1p+eccx0spk0Zf8yPL/Hnm3I0l5Hel5a2B/3NqnjnbCON9Rpv7Vptr6XTeurzUTwrN8eadD+0Wsd6vA8BCCwEgkQgZnewJi5Mz4r7YOJKSMT4xfq/+pXv9JNN92kl19+WVevXnVG5ejRo2662Xe/+12lUplog3/mtddey5iYTz/V1bOjGvzldh37ya/V/8hz6ePYw/U6+W+/1aeTU9Ji7mbmowzhAL1hx343SC38H6wf/E4TQfEDvYpgsO/NROUNlar88hbVPlGn5r3h2gJnCoIBajoiM5VQw8Zg0L369hrVbfVmplJbdoSj36l+Nd5paWyQW5s1lS3XxGSVOxCYA7eGxwa+T9SpJhxc+/J9fbPWDblBq2+3NzFm5iL1tGlgoenKrJnwz2TMVT7neBMz9FszVhVya1CmEqp3hi9o77atoUmJMzHG2QzV1jrVvbUzNF6ecXAOzICvm2+PlHzvscAUuue3Oa7rf7rTmVE/CPdGIjttXWZt1C112h8ag+CZ9Vp/S9hPD20KI3gN6s8H4a6kurcFa3XCNmTWXGUiSek0OX24/rlEbK4j79Rk1hz5fH2/396ofmd+CuhPr+0cE2OGcyZNWaU8v4pw+mVtaOgr0lMGw/6w/qtY7aZo1r7UoVQBfZ+OjDoeNv1xk9ZurFdiOlMXS4mLEIBAuRAgCjOziTE+K+2DiSkjE2NRlTfffNMZmAcffNAZGIu22GHRl7/+67/Wj3/84yyNx5sYKTV8Qcd/3qDeH25T7w/+PX303PdvOvH4K0tnYqIGYk11/K5TWS30P/zgdxoTk45YBPfTpmBdnTqif/WWH7xn5+MjOeue6Misqxlq0hZbb3NDrTpSmShFNI0vJ9fEVGSVm1C9m+62RU3paMCQmix6Ep3W5o2ej3K4pvt2h4P+I/VaZwzvbcrs7jXUpM3hteAP7DYtbL0qbqhS4zHPL/fsOUQG6UOtqg2jVPV/jG+vPgo3aPB19APsinWq+yhjrq00P4D2BiSoQU57FMcmU9esPGxgnccxs06q6tUArn9mS/hbimGdKcLiT2GUL7sNHY9HzVdSzQ8GWmhN68lfCyMXWXkGPzqesDw2qzG99isVTtmrVG17SiqkPz3jLBMTxyK/nZ5FXXqpXEodT6xzRrXmHQtf+f6o0JbfpsWZjshFtZ7b9177m16ImDgMTIwKuAQBCBgBTAwm5sLYRX18cVzJGcb2Y5cmZMdMaeZ77zPzfXC654pR2ZXw34MZlYMHD2rDhg26/fbbde7cOTdNzNpm9w4fPqybb77ZTSkzs+M/sSbGblqUxV4bM93hM1iKc2pIrY8HC/QrH4+Yhhnr4gdbmyNGIPLASHOwg1NOJGbTf+f+7d0P3rNNTHqwl7Vbmg04bRC6zm3jG5fGD+RyTUxWubGD0Jh6FGBicstzBGLzj7CJ/erLDwbqmQjQam0Od/uKa69y6+jLvq0xL8oR+3x60ByaMv981gA9U+GsPKZLe6zRTemreCg+emM7sQWbGGT3eaSU/Cl7eSbM6y+Xl/2eLl9v5LLvR/sw+j1dn9x25v62hHHXYtqZxc8XkGVEfbtq1RrxoLHP5fb9qDe9FUG089VW9Uem9fniOEMAAhAwApgYTAwmJsa9lfp/D2ZELl++LJsq9q1vfUu9vb1uCpmPwtj5woULbgeyr371q25LZttq2a77NTFvvPGGm062bHcny+2kvOhBboLc3/6v5RWKWxOT2lUbrOUIB8Oxg0OXZfyANnbQpvmbGG9qXJEFDjjzDIJ72A8yg0F/bLti88/ll/vbc6iQX7Oy7dVmJSJraGKZ5A5kZyg79vmSNzFVqonsrhfstBdZV5WDOWCwPE1MsG11tr589WP7LrfvLfFUUv3/16j0NLUbotFGnxtnCEAAApiYQkzcStMJ08liTEtuVKfUO93Wvdg0sTVr1qi5udkt7LfF/f64cuWKi8o899xzbhvlp556SslkUmZk7NmPP/5Y99xzj2688Ua1tbW5tGaMltUnEzxy1Ur932OB6Qj/ep76Y4Oqb9us2vfSK47zqp/aWxdMpcodKCU7VBeu3fC7k8UO9l2OfvCeHdHx08kqt7ZmppO5rXwz08l8ntEpNn4NiTctPo3/7Yqc2q+6cFpaZiqSr0dkgBs3SMwd9NticVuzEq1nnpFIKfFSuLA/M0Moh6cvPzOdLCdBenOEqmg0K7eOeWVnckkPhNNTmexezqDZs7FoRkxd03lYhCw9nSx7mlz/fwcbIuROJ8tMY/NtjbDOVNO9MyeI1GTnm1V2OspRpYa+rIdn/BHkEZlONjUURoXWyabsmXGdtT99lDEa7fLcbqjVTJrKboNVNWc6W25/hK3xOp6x7y1t5N917r+FGcFwEwIQKDsChQziyz3NShMFJmaFmxiLprz99tv6/Oc/70yI7UBm2yX/4Ac/cId9f/LJJ52uzdQ88sgj+uIXv6j7779fZmb+5V/+Rd/4xjf0j//4j27NzJ133ulefLm8/iEEA6fKL29S9dZg4XbwksX12ha+/8MPtjKL0+NakNL+p8NF2rO8J8YPwrLMRJhl4tlgTUDlxhrVPVGjGlu4n7uwP71gPrKwf3x/2izNtrA/t1zbbtgNVjfWqGFHk7b5xeb2ssYnWoOXGOYaBFffnEG/RtR8f7C5wKaHGtS0Y5tqwg0JbA1M3S4zgf6ZuS/sz6Ke2q9tzhyu1uanmtT0aq02+00EbqlW45HUNNOagly8MaxYs9nt4lb97zZ10Ncts7B/aEfAxhafb3H62Kz1Pw12mfO68IYke2H/tkwEIG9hf9SczWZipOzy9ssAABrvSURBVPSi/VuqtW1Hkxq3bk4vyl//QJP6U5E04QJ4e7fO5ls2BWYkC1zmh69/xZr1qt6a2dCh8v7m8MWVhfSnf+lnpTY9ZO9GqndrtArRVKb87A0lKu/3a6ry+8PVvoC+dxsLuB3J6oL3DDlthGt9Mgj4BgEIQMARKIZB+TA5FtI8q8HjfnrWYzrl/qDSqyMl/v6ZlSYVTMwKNzEWMfnwww/10EMPqaamxpkUMyp2/OQnP3HXfv3rXztdW1qLwNjUsbvuusu98NJMi22vbO+KaWlpcRGdkydPLq9/B1NJJd6qU/XGYKvjiorVWn93rZqOZCbQJ3fVar0N6F/NXcOS35SR9gbV3O3fNl+ptXfUqCFnK+SZTEzW1rFmhh4PTUQhWyyPdKj+gaBs2/Ws4dkgouRNy/TlRrejrXRbLHcc2x9s/xxGowqZTuZohFvfupd82sD/2Q71dwdb6AaLtf3C/k1qOJLPL7jiB/bRwX5M2kh7bUvh2h0JJdxWvME6ofi1GWE+0a2Drc8faFQiFT9oHmmvV/UtwXbIwU5agXHwg3BvYiznwrZYjrbLt3W6SExI5KNMHWxL5uZj/Wp+aK0qIxEQt8XyHV7HlVq7sVrbcrQXpRjUf7PqnvPbF9uW0M2ZTRks8az9KWmgWbW+3DU+YjS7poLya9X41nRbPMf3h2vDLH0/0t2kuvDfgq2pWn3LZtXu6M9EMqMg+A4BCJQ9geKaGGnqYm24zqb8TMzQ0JDsmOvHxpDzeW6u5fj0mJgVbmJ8Rxd6tshN3Ge663FpuVY8AiP/E7yfJjAPxcuXnFYGgcBEzGyeVkZLaQUEIACBmQkU28To0wM6dNCiMeVlYuyl5u4PR6tX68iRaf9SmdcZltZeim7PLtaL0TExZWBiLMIy2xFVo09r16Lf/e9oWr4Xl0Dynce06bZq1T5t78UIo0FZ6xKKWx65lTYBTExp9x+1hwAEikegmCZm4upZV7HkhW/nm5jBcG3r5VeyIzVTrfownG62vf95jUyGbfv0ipLJZ/T2nnt0YKxXqdSbej8yLe2DjweUurxT+3qvU33fMzqV8lPapFSqVQf6/LS2az8XQvt3v/tdsKbYIuCrV+t///d/Z30samDMxFgei/HBxJSBiVkMIVFGMQik1P9OXda0p00P1Cvz9vNilEEeK4kAJmYl9SZtgQAEroVAMU3M6IXX3QuRlXpTb+ZGYmYzMQef0Yib1HJFE5d7lQw3KEle+JEOTVgLY9bbfNKpfQcf06nQ+Exd7dXo1SsBDnfv2g2M8Sn080//9E9pIzObKck1MPbsYn0wMZiYxdIa5UAAAhCAAAQgAIEFIVBUEzNSGTEcOdPJZjExb14I3j48crYyjNT8SsNmaq7uVPvZA67tE2MPBPfCvGz9jX9u6tKvtN1Faiq171JgZIKI0LUbmbmAL8TIRKM2ZnYW08BYWzAxmJi5aJq0EIAABCAAAQhAYNkRKK6JuU71pzrdLu9TF1/P3p1sFhPjjUceIDfdLGNoPthznYLd0MZ0avC60LBc0fCpiFkJ66CJZ0JDFLkXmZJWaNvz6jTLhWeeeWbaiMxSGxirOiYGEzOLhLkNAQhAAAIQgAAEljeBQgfyM6XzWyyPjphZeECDV21x8FlNRLdYLtDEpK70anQiclx8xa2F6bxo0RWbUhZGeK7ulBkab35GhiNG5WS4/maJTIz1eK5Zsd9x15ZCHZgYTEys7mxBPx8IQAACEIAABCBQCgRmMieF3ss2Mdelp3gF7Q/fEzMQGosrr4fTvkIzEi7s99PCUsnHwvsRU2LRk9AETUwccFvGT3x8j4uy+OemJp5JTyfz9VmK6WTRPs81LTZ1zB92b6k+mBhMTJb2zLwMDAzohRdecO+GybrJDwhAAAIQgAAEILAMCRRqVGZK501DEIm5TvUHn9dI+m+6/mWXtcEaF40pmWzViF+AryuaGH1M9emF/dLU5IBGL59V6pPoYv4wwuMYDqjPdiUzc7OMFvbHdW+ckVlKA2N1xMSUuIkx02HvcLFjtuhJXFq7Fn3Ovr/99tu66aabdOrUqax7uaKOyy83Db8hAAEIQAACEIDAQhOYyZwUei/PxOy5TsH0L6u9NzHXafvJnUr61+pNHtCh4eC3j6rYFsvDaXMjaeqsTp35Wnpdy/sfB1s468rrejO6tmUZbLE8Uz9FjcxSGxirJyamxExM1LCYiUilUrpw4YJGR0d19epVZ2biBGhp7b6ls/T2nH9+airY/8+bktdee02VlZVpExP3oku7NjExkS77ypUrBRmpuLpxDQIQgAAEIAABCFwLgUKNSjmnuxa+/tmhoSHZsRw+mJgSMTHeYPz2t7/Viy++6AxDT0+P/vVf/1X33nuvfvCDH6iurk52zdL6j/++Z88e1dbW6r777tOWLVv0i1/8Qrt27dIvf/lLvfnmmy754OCg3nrrLT3yyCP67Gc/q9dff13vvvuu3nvvPWeALJGvR3Nzsx599FFXtuX585//3L0QyQyRL9PXgTMEIAABCEAAAhBYSALlbE4KbftC8l+KvDExJWRiJicn9fDDD+sv/uIv9LOf/Uzf+MY3tHHjRj3++OOqrq7WF77wBXd0dXVlGQmbHvblL3/ZvXn1wQcf1D//8z/rb/7mb9zvP/uzP3O/TXxmjtasWeOiMLZg6/Of/7ybVmbn8+fPp/X505/+VDfeeKNuvvlmtye4lW3P2Ztdn376aWFk0qj4AgEIQAACEIDAIhAodCBfzukWoRsWtQhMTImYGFOFTeEaHh7W7bff7iIl//Ef/+GmdNk9i35YZMXMxHe/+12dO3fOmYmjR486w/LNb35Thw8fduksrU3/+vWvf+3MiEVo7HP27Fl1dHTooYcecvlbFMYMkR1moMycPP/88/rzP/9zF60xY2N52dHf36+/+7u/01/+5V+6iIxdK/fP8ME2tezpL3cMOe0/r0Rnm/b1j0sa1sHdbTo47JNE7/lri3Q+Naj7fjOokWIXd+SE7tpxsvj5Frue5AcBCECgxAmUszkptO0l3sV51cfElJiJSSaTuvPOO100ZmRkJG0izOCYcXjiiSe0du1atbS0uM5+6aWXXITkww8/dL99OjMku3fv1pe+9CU3zcyetXtmVp588klZhObMmTNZ+Z8+fdoZla985Svp9TL2nD9sOprlV1NT4/Kx64v+Odmt1pZW7Ts+uehF5xaIiTEio0p0dClj5YZ1qL1FHYnRGBMTvZdLc4F/L5SJOXRMN71yPNL+BW4H2UMAAhAoUwKFDuTLOd1KkwYmpsRMzNjYmDMxn/vc59wUL28UvJHo7Ox0UZSGhgZnSmyq16233ip7zqc1EZthschNromxxf+2tsZMjC3c8s9Y+r1797opZDalzZfn/0HYffvYdLX169e7SI+/t5jngb2tav+wXa17j2mpbQwmxnr+tA7ujpqYqBpyIzHRe4v8faFMzCI3g+IgAAEIlCuBcjYnhbZ9pWkDE1OiJuaGG26INTGJRMK9gOg///M/nVH5/ve/LzsuXrzofnsBF2piounb29tlURiL9uSaGG92tm7d6tLYzmWL/pk8pn2tneq70KOOli71p11Mv7o+aNehgWPa197iolQt7ft0LBnWcPig2nZ3K9Hd7u51HZ3U2OBBdbYFaVs/OqjBMK0Zk7YDfUp81BrkszuSz+Soju0L8mjZ1aF9e6LTySZ1rq9L7R8EebZ19elcWL/+PS3qOpgIytt9UMOT59TXFebzQZu6+s6FhqxfXS1dSvR2qc3ysTadSen0HzNlJs6kG62x4/vU3urb26me8N7kSI+6wra1fNCmzkR6PldWl7nn0/XtUrsxzUoR/jjapRart7/neNpvq29Yvp3DNK69Ry1xvolJ37M8os+2tKgtnHc2fb0CPgcTnY6PT++r5c5TSXX8oVdfajis61/sUX132LGzmpgJJXYGz616uVcNf+jTfbvGXJbdzYfT3+3CyK6ezO+sfIM8Nrx4WNc3HNZ9zac1FGwMKIXpOjr6dGtYt4bEEvwbyoLFDwhAAAKlQ6DQgXw5pyud3iysppiYEjYxfjqZdbU3FRZdWbVqlbZv3+6uPfDAA9q0aZOLxPhoiaWfj4nZv3+/vv71r+uHP/yhyzsqMZ+3RWK+/e1vp7dwjqZZ6O+Tx/eptbNP4xpXz0ct6uy1dRfBZ+xIh1paO9VzNiUppaED7WrpSMhtVxAOmNsPDCmlSU2O9anzg3YdPJVJ6yM7LrryQbu6B0Y1qTH17WlV24Fgq0F3r/2ghq5Ik+NDOtTRmlkTc6pbba1d6hudlCZH3XPth4LNEmzg3rIruGfT+YYOtKl1T5+CpH3qam1XkDQwBa1ddm9So65NreroHnC/Tx8ITJOzMdam1g4lXHsnNdrXpdbWLvVfkvq7gulclm5y/LROj2SMj+el4UNqTz+f0vn+fWqbs4mx3AJjETU/aaMyk4lJV0TS+YQ6PuhQj/mNGeuVzWcypllDLT3a0HxGSTMPo2f05Cu9araFMFlmI1p48H2krVcbmk5qyEliTO+9kUgblUJNjJmbm98Y0ojlMTWujuaENrw97N7Y7MpvOKzq90dc3VLdR3Xz9hNaHptY5vPgCgQgAIHlRuC/9v5J+j0s5WxUpmu78VlpH0xMCZsYWx/jdwLzZ9se2aIlfg3Mc8895xbiHzx40BkPS2eGw6aNWZq/+qu/yloTY9dt22XbYtlPJ/PpbVOBv/3bv3XrcQYGBtLrXuy+mSiLvth6nKVZEzOuvs6McRnv6VCLMzThP1mLFmQtsh/QPjMH52xgbAP+fToWDnrt2da9A5l/65d61NG6T3YliMScztxL5zuo7l2t6j6ZueVMTVjmYHerOg7bOpDwY2t3OhKyKzao94ZGsnw6lLjgE0qZZ22Q3qk+Pzi3eu/q1qD/fcYiSkFExJ7JjkRMunI6esY1sK9VrZ09Oj3uH8yU5b+55w9E2hljRnxaTRuJsRTXamLOK9HRoo6eIOoxc72sLG/40rWLfDmv7Y19ei/Ctv/9hB7uGJ/FxNhzPWo6lckqGm0pzMTk56GpYT3Z0KdW89qhicqYFrt3TN2ZIvkGAQhAAAIzEGgbeAgTE31xZs5347PSPpiYEjQxNj3sT//0T91OYadOndLly5fdSyftvS72kkpbB+PXwPT19cl2JrvttttkU81sWtn4+LjbTcy2Wraoje1GZnmYETGTYzuQWT6vvvqqS29myXY7s09jY6O79+Mf/1iWtxkXy7O3t1f33HOPvvjFL+r99993efkpZovyj+aSRU861XcpLO1CQh024Pe/02bD1yYylcnMQGQ6lDMfOVOZWsIohDMxme205AbwzqjkD9ajJsZFW3LzzJteZXWzfCJTsMLvgSHJKSOn3s6MxeYZtDld98lzOnawM5ja1t6lvphITCZa4nnllO0v23kBTcywTZX7qEeBhQkMX5ebiuYrEK1X9Lu/Hz2bMQimctl0Ln+4aWEzRmLyDcXcTUx+HtKYmn4TmqO88uPSR9vCdwhAAAIQyCVgA3UiMtdlmTnjsRINjPU9JqYETYztTmYL+82YVFVV6f7779ddd93lDMT3vvc9nThxwv27NhORSqX0xhtvuB3K7L0y9qJLezHmd77zHf3oRz9yZzMeZk5sKpNFVWwrZnsHjC36txdZ2ss07blLly4502JbO9sz9q4Zy8vubdiwwRkie9eMmaRFNTCSXOQlZvBvkQf3yTMxFokJIx45ZmD0sEVi4jcGSBuBINeIiYlEdsJ7URPjNhwIp4/5R/052zCE+WRey+OT5Uc1cuodNTEWsWjtHow8G0ZiotEgTWq0t1Ot7YcUWNRMclffP0avzmAQ+qdbE2P55T+XaW/ESIZFZ+75qWOd6vNrlyTNXK/8sjItsm8jqn85nD6WfSMdCYnfYtmemyES83Yha2IsEpPQ9mORgsNIjIsMYWIiYPgKAQhAAAIQmJ0AJqZETYwt7LfpXvZySYu02A5ktiOZGZHox8yEHZb2scceczuHmfmxKIu9K2Z0dFS/+MUv3Ltd/HOW/vjx426nMTM+9t4ZW2Nj6f3UsZ6eHj366KPuhZu2BsYW9PvpZ4ttYIJtfDNTyXw7xns73boXN4nLTEzumhj/F/5cM+CiOu06ODTuFtRPjp/T+ejC/thIjNxalrbuwWCNQ7juJT2Fza+JuWALIqTUxXMaDaNEWQN3BfnYmpjzV1xKXRwZVWDFcgbpufWO/ra1I+l1PZMaHehWe7gm5vzgQDiVbHoTI6tvW7cGXR2C59uiU9k8ZDtb1Cs9HS9cb7T7oILJaGZUWrVvICVNppSajEZTgrVLwVSxSZl0Myxsu+VWdfb5GExY4Iz1yuETrWP4Pb0mxnXDpFLnxoP+Gj+tWpvaZf085Vfb+wym1P9+uJbGnpu4oOamzJqYZEefbv7D2SBx6oKaXjusuz4Ipw5GzImtq7nptcFgXc3UuBLv92pDc2RNTNZ7aojEePqcIQABCEAAAnEEMDElbGL8wn5vVPw5t6P9dX+2+/67P0ef8ddyzz6NXfefaBq7Fr3n0yz4+bwtQs+saUmXZ2bEr5EwE/PRvszuZB92p3cci0Yw/LPR3clsB6+uo8FgevpIjK2St13F2tTyQatad7VrX1+Puna16aAbzWfvTtZi63HCJSeZgXtYenR3spYWtX54KDQEOYP0qGmxR3N+Z7WhrVOH3EYFoxo4EOzeZe8SamnrVHRHM99+Kaiv7YLWuqtV7fv61NPVKjNp+Z9JnbboVdjurr5jOvRhizqOBMxsN7FgN7VWdR29HDEq0uQZM1s2fS5YT5RmYW3JiawFU+pmqlcOn/yKStHdyRoOB4v1XbopDbWFu5Y1nsjfhW0qqdbmHt3UcFirGvtU/2ZkB7KpUbfQ/0uvJHTra8fUceikql/uU6s1P2JipAn17zqqqnB3sqrfhxsFWPlZ6ewCJiau+7gGAQhAAAIQ8AQwMSVsYs6fP+8iI74zZzIQ3mzEpY17bqb0Po/oOS6P6P0F/Z4cUk/fYMx7YSY12NenYYsm5E0nW9AakfkKJzD0QcTErPC20jwIQAACEIDAciSAiSkxE2OL7G1NzI033pj1npjlKK5lVSdMzLLqjtKrzISS54KpgMHWzAk19JVeK6gxBCAAAQhAYKUQwMSUkImxaIctrq+trdUdd9yhjz/+eKXocOHbgYlZeMYruYQzp1W7/bBW2XSyl3tU2xHZLnslt5u2QQACEIAABJYpAUxMCZkY05AtrLdpZGfOnMmaSrZM9UW1IAABCEAAAhCAAAQgUHQCmJgSMzGmAIvImJnhAwEIQAACEIAABCAAgXIkgIkpQRNTjkKlzRCAAAQgAAEIQAACEPAEMDGYGK8FzhCAAAQgAAEIQAACECgJApgYTExJCJVKQgACEIAABCAAAQhAwBPAxGBivBY4QwACEIAABCAAAQhAoCQIYGIwMSUhVCoJAQhAAAIQgAAEIAABTwATg4nxWuAMAQhAAAIQgAAEIACBkiCAicHElIRQqSQEIAABCEAAAhCAAAQ8AUwMJsZrgTMEIAABCEAAAhCAAARKggAmBhNTEkKlkhCAAAQgAAEIQAACEPAEMDGYGK8FzhCAAAQgAAEIQAACECgJApgYTExJCJVKQgACEIAABCAAAQhAwBPAxGBivBY4QwACEIAABCAAAQhAoCQIYGIwMSUhVCoJAQhAAAIQgAAEIAABTwATg4nxWuAMAQhAAAIQgAAEIACBkiCAicHElIRQqSQEIAABCEAAAhCAAAQ8AUwMJsZrgTMEIAABCEAAAhCAAARKggAmBhNTEkKlkhCAAAQgAAEIQAACEPAEMDGYGK8FzhCAAAQgAAEIQAACECgJApgYTExJCJVKQgACEIAABCAAAQhAwBPAxGBivBY4QwACEIAABCAAAQhAoCQIYGIwMSUhVCoJAQhAAAIQgAAEIAABTwATg4nxWuAMAQhAAAIQgAAEIACBkiCAicHElIRQqSQEIAABCEAAAhCAAAQ8AUwMJsZrgTMEIAABCEAAAhCAAARKgoCZmJOnzujMufMaGR3ThbGL+vjiuJIzjO3HLk3IjpnSzPfeZ+b74HTPFaOyn3z6aUl0JpWEAAQgAAEIQAACEIDASifwySefChMzg1vzxih1dXKla4H2QQACEIAABCAAAQhAoCQIjE9cVv+JAZ08PUwkxhuWuPOliSsl0aFUEgIQgAAEIAABCEAAAiudwKnhczp2YtCZmOFwOplNJWM6WUx05urk1ErXA+2DAAQgAAEIQAACEIDAsiZwJXVVvUeP6fjgkE6dOauz50d1fnTMGRhMTIyJsQgNa2OWtaapHAQgAAEIQAACEIDACiZga2H6jw/o6PETGhg6LYvImInxi/oxMdOYGDMyRGRW8L8MmgYBCEAAAhCAAAQgsCwJWATG1sH09h/X8cGTc14PY+P4Ymz4Fbf0xK4ty93Jcitra2RssT+RmWWpcSoFAQhAAAIQgAAEILACCFjkxRbxW8TFppAdPXbCGZjBU2fSUZhCt1fGxOREafwiIgtjGUQLaRlo2y3Bwlw2X88WHvXb4cJfFgLjgAEaQANoAA2gATSABtAAGphJAzZ2tjG0jaVtTG1jaxtj+2lkUQMz21QyTEyOiTEgcUbGXrxjgG3BkcF2x6kzMufIAQM0gAbQABpAA2gADaABNDCzBuxlln4cbWNqG1vbGNuCBnM1MJiYGBMTZ2R8VMYg29ZvBpwDBmgADaABNIAG0AAaQANoYG4asLG0jam9eZmPgcHETGNico2MTS+zw7Z8M9AcMEADaAANoAE0gAbQABpAA/PTgI2p/fjazn4mlI3BCz3KfmH/TKA80NxzFDrfA4MHBzigATSABtAAGkADaAANzKaB3HG1/z3TmDzuHiamQMfnAXMO3qAKBzigATSABtAAGkADaAANXIsG4sxJodcwMQWamEKBkq7wMCCsYIUG0AAaQANoAA2gATQwHw1gYjAxBc89nI/AeIb/mNAAGkADaAANoAE0gAaKrQFMDCYGE4MG0AAaQANoAA2gATSABkpKA5gYBFtSgi22iyc//jKEBtAAGkADaAANoIHS0wAmBhODiUEDaAANoAE0gAbQABpAAyWlAUwMgi0pwfKXktL7Swl9Rp+hATSABtAAGkADxdYAJgYTg4lBA2gADaABNIAG0AAaQAMlpYGFNDH/HzWiAgp4E51GAAAAAElFTkSuQmCC" style="cursor: move; font-family: arial, helvetica, sans-serif;" width="400" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora abre la Snappet para trabajar qué pasa cuando tenemos que cortar una palabra si no nos cabe en la línea. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>SEMANA LEGILAND:</b> Haz un comentario en la página de ejercicios de castellano explicando lo más interesante del artículo que has leído hoy en Legiland. Elige el que tú quieras. O bien explica lo que más te ha gustado o no te esperabas que sucediera en el capítulo que hoy has leído de tu libro. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Venga, hoy es el último esfuerzo para poder conseguir tu premio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">¡¡¡MIRA EL DOMINGO EN LEGILAND!!!</span><br />
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">EF</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: activitats penjades al blog</span></div>
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<a href="https://efceipcanraspalls.blogspot.com/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre;">https://efceipcanraspalls.blogspot.com/</span></a></div>
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neusllompart@ceipcanraspalls.comUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-47239738748608001642020-06-11T08:30:00.000+02:002020-06-11T08:30:00.841+02:00DIJOUS, 11/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Anem a recordar els números romans (unes lletres que tenien un valor determinat), fa mooooolt de temps que els varen estudiar per aquest motiu la fitxa és molt senzilla. Només t'has de fixar bé en les lletres i la seva relació amb els números. Ànim!!!</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Ja sabeu que després de fer els exercicis heu de repassar les respostes. Cliqueu a Terminat i per enviar-m'ho heu de posar el correu <b>evaperezmata@gmail.com</b></span><br />
<a href="https://es.liveworksheets.com/dx84094kz" title="Nombres romans - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/3/27/3271730564428/3271730564428001.jpg" width="500px" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Català:</b></span><br />
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<span style="font-family: "georgia" , "times new roman" , serif; white-space: pre-wrap;">Continuem repassant el subjecte i el predicat amb la </span><span style="color: black; font-family: "georgia" , "times new roman" , serif; vertical-align: baseline; white-space: pre-wrap;">Snappet:</span><span style="color: black; font-family: "georgia" , "times new roman" , serif; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="" height="103" 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" 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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="white-space: pre-wrap;"><b>SETMANA LEGILAND</b>: Fes una entrada al bloc a la pàgina d'exercicis de català explicant el més </span></span><span style="font-family: "georgia" , "times new roman" , serif; white-space: pre-wrap;">interessant de l’article que has llegit avui a Legiland. O allò més sorprenent o que destacaries del </span><span style="font-family: "georgia" , "times new roman" , serif; white-space: pre-wrap;">capítol que has llegit avui del teu llibre de Legiland.</span></div>
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<span style="white-space: pre-wrap;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Projecte:</b></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui s'entrega el treball de la matèria i els materials. Per correu electrònic:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">evaperez@ceipcanraspalls.com</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-75898900749251244652020-06-10T09:00:00.000+02:002020-06-10T09:00:13.492+02:00<b>ENGLISH Wednesday 10th of June.</b><br />
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<b>Good morning! How are you feeling today?</b><br />
<b>We are going to continue working with Snappet. Unit 6. Lesson 2. "Descriptions".</b><br />
<b>To describe animals we are going to use different verbs, remember:</b><br />
<b><br /></b>
<b>(Tenir) - It has got... Has it got...? Yes, it has./ No, it hasn't.</b><br />
<b>(Poder) - It can... Can it......? Yes, it can./ No, it can't.</b><br />
<b>(Ser) - It's (It is)... Is it...? Yes, it is. /No, it isn't.</b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-1749763116184506752020-06-10T08:30:00.000+02:002020-06-10T08:30:00.405+02:00DIMECRES, 10/06/2020<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Matemàtiques:</span></b><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo fer un poc de càlcul. Seriu capaços de completar aquesta piràmide numèrica? Ja sabeu que quan esteu segur de les vostres respostes... Clicau en "Terminado" i per a enviar-m'ho només heu de clicar en enviar al teu mestre i posar el correu electrònic:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>evaperezmata@gmail.com</b></span><br />
<br />
<a href="https://es.liveworksheets.com/worksheets/ca/Matem%C3%A0tiques/C%C3%A0lcul/Pir%C3%A0mides_num%C3%A8riques_pq264332ka" title="Piràmides numèriques - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/23/4230836048217/4230836048217001.jpg" width="500px" /></a><br />
<a href="https://es.liveworksheets.com/worksheets/ca/Matem%C3%A0tiques/C%C3%A0lcul/Pir%C3%A0mides_num%C3%A8riques_pq264332ka">Piràmides numèriques</a><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Castellano:</span></b><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Seguimos igual que en matemáticas. Actividad que podéis hacer desde el ordenador y cuando estéis seguros pincháis en Terminado. Para que me llegue sólo tenéis que pinchar en enviar a tu maestra. Ponéis el correo electrónico <b>evaperezmata@gmail.com</b></span>
<a href="https://es.liveworksheets.com/worksheets/es/Lengua_Castellana/Ant%C3%B3nimos/Ant%C3%B3nimos_ei158234nb" title="Antónimos Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/11/4111217349920/4111217349920001.jpg" width="500px" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>SEMANA LEGILAND:</b> Haz un comentario en la página de ejercicios de castellano explicando lo más interesante del artículo que has leído hoy en Legiland. Elige el que tú quieras. O bien explica lo que más te ha gustado o no te esperabas que sucediera en el capítulo que hoy has leído de tu libro. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Venga, no te rindas... estamos ya en la mitad de la semana.</span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-40867717955868789672020-06-09T11:56:00.000+02:002020-06-09T12:49:52.675+02:00ACOMIADAMENT 4t B<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Estimades families,</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Seguint les instruccions publicades al Boib 102 del 5 de juny i atenent les decisions i organització del nostre centre el divendres 19/06/2020 els alumnes en petits grups podran accedir a la classe per tal de fer un petit acomiadament. En aquesta tutoria tan especial podran compartir vivències amb els seus companys, experiències viscudes, interessos, dubtes, preocupacions i acabar aquest curs escolar d'una manera més dolça i acollidora.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Recordeu que s'han de complir les normes sanitàries publicades al bloc en data d'ahir:</span><br />
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Han de fer servir obligatòriament mascareta higiènica o quirúrgica dins el centre.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Respectar la distancia de seguretat.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Portar la seva pròpia ampolla d'aigua (no es pot compartir el material)</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Les families han de romandre fora de l'escola no ser que sigui cridat per algun mestre.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">En cas de tenir febre l'alumne no podrà anar al centre.</span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Per tant us deixam aquesta graella on podreu apuntar-vos de manera sempre voluntària a l'hora que més us convingui.</span><br />
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<br /></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://docs.google.com/document/d/1Te9fMAsNc4Qi28XZEmkuNiFBsNC2wqh4E4FCapWzoSM/edit?usp=sharing" target="_blank">Clica aquí per apuntar-te</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Queridas familias,</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
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<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Según las instrucciones publicadas al Boib 102 del 5 de junio y atendiendo a las decisiones y organización de nuestro centro, el viernes 19/06/2020 los alumnos en pequeños grupos podrán acceder a la clase para hacer una pequeña despedida. En esta tutoría tan especial podrán compartir vivencias con sus compañeros, experiencias vividas, intereses, dudas, preocupaciones y acabar este curso escolar de una manera más dulce y acogedora.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Recordad que se han de cumplir las normas sanitarias publicadas al bloc en fecha de ayer:</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Han de utilizar obligatóriamente mascarilla higiénica o quirúrgica dentro del centro.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Respetar la distancia de seguridad.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Portar su própia botella de agua (no se puede compartir el material).</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Las familias permanecerán fuera de la escuela a no ser que sea llamada por algún maestro.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">En caso de tener fiebre el alumno no podrá ir al centro.</span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://docs.google.com/document/d/1Te9fMAsNc4Qi28XZEmkuNiFBsNC2wqh4E4FCapWzoSM/edit?usp=sharing" target="_blank">Clica aquí para apuntarte</a></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-56387010445118680852020-06-09T08:30:00.000+02:002020-06-09T10:32:39.139+02:00DIMARTS, 09/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui farem Snappet. Quasi sou ja alumnes de 5è, demostreu com es multiplica:</span><br />
<img alt="" height="121" src="data:image/png;base64,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" width="400" /><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Català</b>:</span><br />
<span style="color: black; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre;">Continuem amb la Snappet. Treballarem</span><span style="color: black; font-family: "arial"; font-size: 11pt; font-weight: 700; vertical-align: baseline; white-space: pre;"> </span><span style="color: black; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre;">gramàtica. L’oració: subjecte i predicat.</span><br />
<b id="docs-internal-guid-97bdd854-7fff-c7c9-c987-bc22dc7f13b8" style="font-weight: normal;"><img alt="" height="103" 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" width="400" /></b><br />
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<b style="font-weight: normal;"><br /></b><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-weight: normal;">Alerta: hi ha exercicis molt fàcils si</span><span style="font-size: large;"> llegiu bé l'enunciat.</span><span style="font-weight: normal;"> Però no us confieu de vegades haureu de copiar el verb, de vegades el subjecte i de vegades el predicat.</span></span></b><br />
<b style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b>Ajuda amb alguna paraula difícil:<br />
<span style="color: orange;">Euga</span> és una yegua en castellà.<br />
<span style="color: orange;">Pinso</span> és el menjar típic de molts d'animals. En castellà es diu pienso.<br />
<span style="color: orange;">Udola</span> és el so que fan els llops.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="170" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ajuda per a entendre els exercicis 7a, 7b, 7c i 7d </span><br />
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SETMANA LEGILAND</b></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">:
Fes una entrada al bloc a la pàgina d'exercicis de català explicant el més </span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">interessant de l’article que has llegit avui a Legiland. O allò més sorprenent o que destacaries del </span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">capítol que has llegit avui del teu llibre de Legiland.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">EF</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">: activitats penjades al blog</span></div>
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<span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><a href="https://efceipcanraspalls.blogspot.com/" style="text-decoration: none;">https://efceipcanraspalls.blogspot.com/</a></span></div>
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neusllompart@ceipcanraspalls.com</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-25056938822349783232020-06-08T17:44:00.001+02:002020-06-08T17:44:37.109+02:00Fase III: TUTORIES PRESENCIALS<p dir="ltr" id="docs-internal-guid-16a01aa4-7fff-a2df-22d1-58abc3b8b8ce" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">PROTOCOL PER A LA FASE III DEL PROCÉS DE DESESCALADA PROGRESSIVA PER ALS CENTRES EDUCATIUS NO UNIVERSITARIS DE LA COMUNITAT AUTÒNOMA DE LES ILLES BALEARS ACTIVITATS EDUCATIVES DE CARÀCTER PRESENCIAL ALS CENTRES EDUCATIUS</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">D’acord a la Resolució del Conseller d’Educació, Universitat i Recerca de 4 de juny de 2020, a partir de dia 8 de juny es podran dur a terme les activitats educatives de caràcter presencial als centres educatius:</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Es mantindran obertes les seves instal·lacions entre les 9.00 i les 13.00 hores i es duran a terme les activitats presencials següents:</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Tutories d'orientació o de matèria i activitats de reforç per a l'alumnat de qualsevol curs, amb cita prèvia, individuals o en grups d'un màxim de deu alumnes en el segon cicle d'educació infantil, i de quinze alumnes en els altres nivells educatius, sempre que es pugui mantenir la capacitat de 4 m2 per alumne.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Podran sol·licitar les tutories o les activitats de reforç a la direcció del centre alumnes,</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">famílies i professors.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Intervenció, orientació i suport a l'alumnat amb NESE i d'altres que hagin patit una situació d'especial dificultat (problemes greus de convivència, desregulació emocional, situacions de maltractament, aïllament social, escletxa digital...).</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Es duran a terme aquestes intervencions a totes les etapes, nivells i modalitats educatives, a petició de les famílies o dels professors i equip directiu del centre quan es constati una situació de vulnerabilitat que ho faci aconsellable.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Mesures de protecció individual, col·lectiva i control sanitari als centres educatius de les Illes Balears. FASE 2 o intermèdia i FASE 3 o avançada.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- El personal docent, personal auxiliar o personal no docent emprarà una màscara higiènica, a ser possible reutilitzable i un pantalla de protecció facial a l’hora de realitzar activitats de cures(canvis de bolquers, neteja de vòmits, etc.) i en cas de contacte estret.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Evitar compartir objectes d’ús personal (bolígrafs, pintures, tisores, etc.). Cada alumne, professorat o personal no docent disposarà del seu propi material.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- No es poden dur de casa juguetes o altres objectes no autoritzats pel centre.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Per evitar aglomeracions, les famílies només podran entrar a l’edifici escolar en cas de</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">necessitat o indicacions del professorat, personal no docent o equip directiu, complint les mesures de prevenció i higiene.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- S’ha de garantir la separació mínima de 2 metres entre persones (professorat, alumnat, personal d’administració i serveis, proveïdors i visitants) en totes les activitats que ho permetin, incloses les entrades i sortides de l’aula.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">ALGUNES PREGUNTES QUE PODEN SORGIR:</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1) Qui i com pot demanar cita prèvia? Les famílies dels alumnes d’Educació Infantil i Educació Primària al correu electrònic del centre </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">(direccio@ceipcanraspalls.com). </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Indicant el motiu de la demanda (tutories d’orientació i/o tutories de matèria que no puguin ser resoltes per via telemàtica).</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2) Com he d’assistir al centre una vegada tingui la cita? Els alumnes amb cita prèvia es prendran la temperatura abans d’assistir al centre, en cas de presentar febre (>37’5o) no podran assistir al centre educatiu i hauran de contactar amb el seu centre de salut.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3) Quines mesures de protecció individual hauré de fer servir? Tant els alumnes com els mestres han de fer servir obligatòriament mascareta higiènica o quirúrgica dins el centre.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4) Quines mesures de distanciament físic hi haurà? Les tutories poden ser individuals i/o en grups de fins a 10 alumnes a ed.infantil i 15 alumnes a ed.primària, sempre que es pugui mantenir la capacitat de 4 m2 per alumne. Cal respectar les indicacions dels mestres per tal de mantenir una separació mínima de 2m entre persones, incloses les entrades i sortides. Els mestres recolliran a l’alumnat a l’entrada de l’escola.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5) Quin material he de portar? Per evitar l'ús de material compartit, l’alumne que acudeix al centre ha de portar el seu propi material necessari per la tutoria: llapis, goma, ordinador, tauleta, llibreta ...</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6) Qui podrà entrar al centre? Les famílies no podran entrar a les instal·lacions del centre, només en cas de necessitat o per indicacions dels mestres i estan obligades a complir les mesures de prevenció i higiene establertes per les autoritats sanitàries i del centre. Els/les mestres s’encarregaran de recollir als infants a l’entrada de l’escola.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">7) Què es farà a aquestes tutories? Els alumnes continuaran amb l’ensenyament de manera no presencial com hem fet fins ara. </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Aquestes tutories serviran per resoldre dubtes de les activitats proposades, que no hagin pogut ser resolts via telemàtica. En cap cas serviran per avançar matèria.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">8) Quan començaran les tutories a la nostra escola?</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"> A partir de dimecres, 10 de juny. </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Les tutories es realitzaran de dilluns a divendres amb cita prèvia. </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">La durada de la mateixa serà d’una hora i mitja</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. S’haurà de fer una desinfecció de taules i cadires, després de cada tutoria.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9) Qui realitzarà aquestes tutories? Les tutores de cada curs o els especialistes quan els demanin les famílies la tutoria específica.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">*La darrera setmana (15 al 19 de juny) cada grup/classe tindrà un dia assignat per poder fer un acomiadament tant amb els tutors com els companys; Considerem important des del centre aquesta primera pressa de contacte després de la pandèmia del covid-19;A aquesta tutoria tan especial podran compartir vivències amb els seus companys,experiències viscudes,interessos,dubtes,preocupacions i acabar aquest curs escolar d´una manera més dolça i acollidora.</span></p><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Salutacions</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Direcció</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><br /></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 24pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> HORARI </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 24pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“</span><span style="font-size: 24pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">ACOMIADAMENT ALUMNES”</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="color: blue; font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">INFANTIL</span></p><div align="left" dir="ltr" style="margin-left: -56.25pt;"><table style="border-collapse: collapse; border: none;"><colgroup><col width="110"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col></colgroup><tbody><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">TORNS POSSIBLES</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DILLUNS 15</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIMARTS 16</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIMECRES 17</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIJOUS 18</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIVENDRES 19</span></p></td></tr><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9-10:30h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">11:30-13h</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5A</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5B</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5A</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5B</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><br /></td></tr></tbody></table></div><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="color: blue; font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">PRIMÀRIA</span></p><div align="left" dir="ltr" style="margin-left: -56.25pt;"><table style="border-collapse: collapse; border: none;"><colgroup><col width="109"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col></colgroup><tbody><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">TORNS POSSIBLES</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DILLUNS 15</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIMARTS 16</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIMECRES 17</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIJOUS 18</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DIVENDRES 19</span></p></td></tr><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9-10:15h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">10:30h-11:45h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">12-13:15h</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3rB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5èA</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5èB</span></p><br /></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2nA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4tA</span></p><br /></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rC</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3rA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6èB</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2nB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4tB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6èA</span></p></td></tr></tbody></table></div><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Moltes gràcies.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Direcció</span></p><br /><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">PROTOCOLO PARA LA FASE III DEL PROCESO DE DESESCALADA PROGRESIVA EN LOS CENTROS EDUCATIVOS NO UNIVERSITARIOS DE LA COMUNIDAD AUTÓNOMA DE LAS ISLAS BALEARES ACTIVIDADES EDUCATIVAS DE CARÁCTER PRESENCIAL EN LOS CENTROS EDUCATIVOS.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">De acuerdo con la Resolución del Conseller d’Educació, Universitat i Recerca de 4 de junio de 2020, a partir de día 8 de junio se podrán llevar a cabo las actividade educativas de carácter presencial en los centros educativos:</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Se mantendrán abiertas sus instalaciones entre las 9.00 y las 13.00 horas y se llevarán a cabo las actividades presenciales siguientes:</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Tutorías de orientación o de materia y actividades de refuerzo para el alumnado de cualquier curso, con cita previa, individuales o en grupos de un máximo de diez alumnos en el segundo ciclo de educación infantil, y de quince alumnos en los otros niveles educativos, siempre que se pueda mantener la capacidad de 4 m2 por alumno.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Podrán solicitar las tutorías o las actividades de refuerzo a la dirección del centro alumnos,familias y profesores/as.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Intervención, orientación y apoyo al alumnado con NESE y de otros que puedan haber</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">sufrido una situación de especial dificultad (problemas graves de convivencia, desregulación emocional, situaciones de maltrato, aislamiento social, brecha digital...).</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Se llevarán a cabo estas intervenciones en todas las etapas, niveles y modalidades</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">educativas, a petición de las familias o de los profesores/as y equipo directivo del centro</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">cuando se constate una situación de vulnerabilidad que lo haga aconsejable.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Medidas de protección individual, colectiva y control sanitario en los centros educativos de las Islas Baleares. FASE 2 o intermedia y FASE 3 o avanzada:</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- El personal docente, personal auxiliar o personal no docente utilizará una máscara higiénica, a ser posible reutilizable y una pantalla de protección facial a la hora de realizar actividades de curas (cambios de pañales, limpieza de vómitos, etc.) y en caso de contacto estrecho.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Evitar compartir objetos de uso personal (bolígrafos, pinturas, tijeras, etc.). Cada alumno,profesorado o personal no docente dispondrá de su propio material.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- No se pueden llevar de casa juguetes u otros objetos no autorizados por el centro.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Para evitar aglomeraciones, las familias sólo podrán entrar en el edificio escolar en caso de necesidad o indicaciones del profesorado, personal no docente o equipo directivo, cumpliedo las medidas de prevención e higiene.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">- Se tiene que garantizar la separación mínima de 2 metros entre personas (profesorado,</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">alumnado, personal de administración y servicios, proveedores y visitantes) en todas las</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">actividades que lo permitan, incluidas las entradas y salidas del aula.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">ALGUNAS PREGUNTAS QUE PUEDAN SURGIR</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">:</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1) ¿Quién y cómo puedo pedir cita previa? Las familias de los alumnos de Educación Infantil y Educación Primaria al correo electrónico del centro(</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">direccio@ceipcanraspalls.com)</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. Indicando el</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">motivo de la demanda (tutorías de orientación y/o tutorías de materia que no puedan ser resueltas por vía telemàtica).</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2) ¿Cómo tengo que asistir al centro una vez tenga la cita? Los alumnos con cita previa se tomarán la temperatura antes de asistir al centro, en caso de presentar fiebre (>37’5o) no podrán asistir al centro educativo y tendrán que contactar con su centro de salud.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3) ¿Qué medidas de protección individual tendré que hacer servir? Tanto el alumnado como el profesorado tienen que utilizar obligatoriamente mascarillas higiénicas o quirúrgicas dentro del centro.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Nuestro centro dispone de mascarillas para el alumnado.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4) ¿Qué medidas de distanciamiento físico habrá? Las tutorías pueden ser individuales y/o en grupos de hasta 10 alumnos en ed.infantil y 15 alumnos a ed.primaria, siempre que se pueda mantener la capacidad de 4 m2 por alumno. Se tiene que respetar las indicaciones de los maestros/as para mantener una separación mínima de 2m entre personas, incluidas las entradas y salidas. El profesorado recogerá al alumnado a la entrada de la escuela.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5) ¿Qué material tengo que llevar? Para evitar el uso de material compartido, el/la alumno/a que acuda al centro, tiene que llevar su propio material necesario para la tutoría: lápiz, goma, ordenador,tableta, libreta ...</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6) ¿Quién podrá entrar en el centro? Las familias no podrán entrar en las instalaciones del centro, sólo en caso de necesidad o por indicaciones de los maestros/as y están obligados/as a cumplir las medidas de prevención e higiene establecidas por las autoridades sanitarias y del centro. Los/las maestros/as se encargarán de recoger a los niños/as en la entrada de la escuela.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">7) ¿Qué se hará en estas tutorías? El alumnado continuarán con la enseñanza de manera no presencial como hemos hecho hasta ahora. Estas tutorías servirán para resolver dudas de las actividades propuestas, que no se puedan resolver vía telemática. En ningún caso servirán para avanzar materia.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">8) ¿Cuándo comenzarán las tutorías en nuestra escuela? </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">A partir del miércoles, 10 de junio</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">.</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"> Las tutorías se realizarán de lunes a viernes de 9 a 13 horas, con cita previa.</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">La duración de la misma será máximo una hora y medi</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">a. Se tendrá que hacer una desinfección de mesas y sillas, después de cada tutoría.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9) ¿Quién realizará estas tutorías? Cada día habrá profesorado diferente, designados por la dirección del centro.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">*La última semana (15 al 19 de junio) cada grupo/clase tendrá un dia asignado para poder despedirse tanto de los tutores como de los compañeros;Consideramos importante desde el centro esta primera toma de contacto despues de la pandemia del covid-19; En esta tutoria tan especial, podran compartir vivencias con sus compañeros, experiencias, intereses, dudas, preocupaciones y acabar este curso de una manera mas dulce y acogedora.</span></p><br /><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 24pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 24pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">HORARIO </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 24pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“</span><span style="font-size: 24pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">DESPEDIDA DE LOS ALUMNOS”</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="color: blue; font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">INFANTIL</span></p><div align="left" dir="ltr" style="margin-left: -56.25pt;"><table style="border-collapse: collapse; border: none;"><colgroup><col width="110"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col></colgroup><tbody><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">TURNOS </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">POSIBLES</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">LUNES 15</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">MARTES 16</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">MIERCOLES 17</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">JUEVES 18</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">VIERNES 19</span></p></td></tr><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9-10:30h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">11:30-13h</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5A</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5B</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4A</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5A</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P3B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P4B</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">P5B</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><br /></td></tr></tbody></table></div><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="color: blue; font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">PRIMARIA</span></p><div align="left" dir="ltr" style="margin-left: -56.25pt;"><table style="border-collapse: collapse; border: none;"><colgroup><col width="109"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col><col width="124"></col></colgroup><tbody><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">TURNOS </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">POSIBLES</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">LUNES 15</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">MARTES 16</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">MIERCOLES 17</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">JUEVES 18</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">VIERNES 19</span></p></td></tr><tr style="height: 0pt;"><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">9-10:15h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">10:30h-11:45h</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">12-13:15h</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3rB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5èA</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">5èB</span></p><br /></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2nA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4tA</span></p><br /></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1rC</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">3rA</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6èB</span></p></td><td style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">2nB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">4tB</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: blue; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6èA</span></p></td></tr></tbody></table></div><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Muchas gracias</span></p><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Dirección</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><br /></p><div align="left" dir="ltr" style="margin-left: -57pt;"><table style="border-collapse: collapse; border: none;"><colgroup><col width="106"></col><col width="314"></col><col width="296"></col></colgroup></table></div>CEIP Can Raspallshttp://www.blogger.com/profile/00104277931685496499noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-21152687046075342842020-06-08T09:00:00.000+02:002020-06-08T09:00:06.106+02:00<b>ENGLISH Monday 8th of June</b><br />
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<b>Good morning boys and girls!</b><br />
<b>How are you? How was your weekend?</b><br />
<b>Today we are going to learn about bugs (insectes). Have a look at this video:</b><br />
<a href="https://youtu.be/tksBMUzZUAs">https://youtu.be/tksBMUzZUAs</a><br />
<b>Now go to Snappet Unit 6. Lesson 1. "Bugs"</b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-87564471109879112512020-06-08T08:30:00.000+02:002020-06-08T08:30:00.133+02:00DILLUNS, 8/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo uns exercicis que podeu trobar a l'</span><span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">Aula Virtual Santillana. Pàg. 120 heu de poder fer a la vostra llibreta l'exercici 1 que són sumes i l'exercici 7 que són multiplicacions.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">Deixeu marges, feu bé els números.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">A les SUMES COL·LOQUEU BÉ sempre la coma baix la coma. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">A les MULTIPLICACIONS no importa res. Fem una multiplicació com sempre i al final NOMÉS AL RESULTAT... POSEM LA COMA SEPARANT TANTS DECIMALS COM ENTRE TOTS DOS NOMBRES QUE HEM MULTIPLICAT TENEN.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="white-space: pre-wrap;">Quan ho tingueu... feu foto i me l'enviau per correu electrònic: <b>evaperez@ceipcanraspalls.com</b></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;"><br /></span>
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<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Castellano: </b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Os propongo <b><u><i>dos actividades</i></u></b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Una ficha</b>. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya sabéis, la hacéis en el ordenador, cuando estáis seguros... pincháis en Termindado y luego pincháis en enviar por correo a tu maestro. Recordad que aquí el correo que tenéis que poner es <b>evaperezmata@gmail.com</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<a href="https://es.liveworksheets.com/worksheets/es/Lengua_Castellana/Comprensi%C3%B3n_lectora/Compresi%C3%B3n_Lectora_mf337689hs" title="Compresión Lectora - Ficha interactiva"><img src="https://files.liveworksheets.com/def_files/2020/4/29/4291822460338/4291822460338001.jpg" width="500px" /></a><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Un reto con premio:</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"> <u>La </u></span></span><span style="color: blue; font-family: "arial" , "helvetica" , sans-serif;"><u>semana de LEGILAND</u></span><span style="font-family: "arial" , "helvetica" , sans-serif;">. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Me explico: durante esta semana podréis conseguir un premio. <b><span style="color: blue;">CRÉDITOS AZULES</span></b>. Hay dos maneras de conseguirlo:</span><br />
<a href="https://sdk.bitmoji.com/render/panel/4546af14-f0a4-48a9-b238-9f2e2da7d249-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Bitmoji Image" border="0" class="bitmoji-image" data-downloadurl="image/png:7063.png:https://sdk.bitmoji.com/render/panel/4546af14-f0a4-48a9-b238-9f2e2da7d249-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/4546af14-f0a4-48a9-b238-9f2e2da7d249-%s-v1.png?transparent=1&palette=1" height="200" loading="lazy" src="https://sdk.bitmoji.com/render/panel/4546af14-f0a4-48a9-b238-9f2e2da7d249-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" width="199" /></a><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Leer <u><span style="color: purple;">1 artículo cada día </span>de esta semana</u> o </span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Conseguir hacer <span style="color: purple;"><u>1 cuestionari</u>o<u> </u></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: purple;"><u>cada día</u> </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">del libro que estás leyendo de Legiland</span><span style="font-family: "arial" , "helvetica" , sans-serif;">.</span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;">¡¡¡Tú decides!!! </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">¡¡¡No dejes pasar esta oportunidad!!!</span><br />
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">MÚSICA:</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span id="docs-internal-guid-a8df6643-7fff-477d-82de-bcd13fbca313"></span></span><br />
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<span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><a href="https://docs.google.com/document/d/1nQfD9YzpOdEeninkWoLaCG8TMbx_K6D3pevpuLODBB4/edit?usp=sharing" style="text-decoration: none;">Tasques telemàtiques</a></span></div>
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peligrossaura@ceipcanraspalls.com</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-37010340380814033662020-06-07T08:30:00.000+02:002020-06-07T08:30:00.514+02:00DIUMENGE, 7/06/2020<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Mireu quina història més bonica:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<div style="text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Ens parla de la importància de l'amistat...</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-14467819406142048372020-06-06T08:18:00.002+02:002020-06-06T08:21:25.047+02:00DISSABTE, 06/06/2020<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
<a href="https://sdk.bitmoji.com/render/panel/7ec323cb-5f37-45ab-9bd9-ba158cf68d69-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="hugging earth" border="0" class="bitmoji-image" data-downloadurl="image/png:18005.png:https://sdk.bitmoji.com/render/panel/7ec323cb-5f37-45ab-9bd9-ba158cf68d69-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/7ec323cb-5f37-45ab-9bd9-ba158cf68d69-%s-v1.png?transparent=1&palette=1" height="200" loading="lazy" src="https://sdk.bitmoji.com/render/panel/7ec323cb-5f37-45ab-9bd9-ba158cf68d69-c0075b3a-a96f-4718-9efe-aab1545c1a49-v1.png?transparent=1&palette=1" width="199" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
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<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ahir va ser el dia mundial del medi ambient. Imagino que ja ho sabíeu... És el dia en que molts de països prenen decisions per a millorar el medi ambient. Per això avui us deixo aquest</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> conte ple de sorpreses, àudios, vídeos... És una lectura fantàstica! Espero que us emocioni, que us faci pensar i si es pot que us faci més crítics amb les coses que fem cadascú de nosaltres.</span> </span></div>
<div style="background: #fff; border: 1px solid #ddd; color: #333333; display: inline-block; line-height: 1.2; margin: 20px auto; padding: 0; text-decoration: none; vertical-align: top; width: 300px;">
<a href="https://read.bookcreator.com/BaySdbUQBbchJ1lYBsFlDO5gNAH2/5cp5gCxNShyvGENsQP6dyg" style="color: #333333; display: block; font-weight: normal; line-height: 1.2; padding: 0; text-align: left; text-decoration: none;" target="_blank"><img alt="UNA TORTUGA LLAMADA RAQUEL" src="https://api.bookcreator.com/users/v2/BaySdbUQBbchJ1lYBsFlDO5gNAH2/books/5cp5gCxNShyvGENsQP6dyg/cover/" style="border: none; display: block; margin: 0 auto; max-height: 300px; max-width: 100%; padding: 0;" /></a><br />
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<a href="https://read.bookcreator.com/BaySdbUQBbchJ1lYBsFlDO5gNAH2/5cp5gCxNShyvGENsQP6dyg" style="color: #333333; display: inline !important; font-size: 14px; line-height: 1.2; padding: 0px; text-decoration-line: none; white-space: nowrap;" target="_blank"><b>https://read.bookcreator.com</b></a></div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-57248144954922239362020-06-05T09:00:00.000+02:002020-06-05T09:00:06.483+02:00<b>ENGLISH Friday 5th of June</b><br />
<b><br /></b>
<b>Good morning everyone! </b><br />
<b>Are you ready for english time?</b><br />
<b>Today we are going to learn about sea animals. I'm sure you know some of them. Have a look:</b><br />
<a href="https://youtu.be/Oxw6FoUNeT4">https://youtu.be/Oxw6FoUNeT4</a><br />
<b>Now I want you to play a game, try to guess the animal. <a href="https://www.blogger.com/goog_1988869469"> </a></b><a href="https://youtu.be/bQdutXqqzKg">https://youtu.be/bQdutXqqzKg</a><br />
<b>Have you guessed all of them?</b><br />
<b>To finish you have to find the name of the sea animals in a crossword. </b><br />
<b>Once you've finished send it to mariadelmarguasch@ceipcanraspalls.com.</b><br />
<a href="https://www.liveworksheets.com/jl21004zr">https://www.liveworksheets.com/jl21004zr</a><br />
<b>Have a nice weekend!😘</b>Mestrehttp://www.blogger.com/profile/16842635812273474047noreply@blogger.com0tag:blogger.com,1999:blog-4419187974391585866.post-32924186222576144012020-06-05T08:30:00.000+02:002020-06-05T08:30:00.320+02:00DIVENDRES, 5/06/2020<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Matemàtiques:</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Avui us proposo treballar la m</span><span style="font-family: "arial"; font-size: 11pt; white-space: pre-wrap;">ultiplicació per la unitat seguida de zeros. Heu d'entrar a l'</span><span style="font-family: "arial"; font-size: 14.6667px; white-space: pre-wrap;">Aula Virtual Santillana: </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTTGQA62LIIzzzlMfe2eVnQWnQG4dTswRatxoKiBgFHQFzIeTGIPN5pTMSWqlvqTzOxVRna5dk_1778/embed?start=false&loop=false&delayms=5000" webkitallowfullscreen="true" width="480"></iframe> </b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b> Català:</b></span><br />
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<span id="docs-internal-guid-15c11cf2-7fff-4c3a-f967-a2ce67792e82"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Amb la Snappet seguirem treballant la </span></span><span style="font-family: "arial";"><span style="font-size: 14.6667px; white-space: pre-wrap;">dièresi. Trobareu els exercissis a Orto</span></span><span style="font-family: "arial"; font-size: 11pt; white-space: pre-wrap;">grafia: 7. Repàs </span><br />
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neusllompart@ceipcanraspalls.com</div>
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