tag:blogger.com,1999:blog-7076637426865487102024-03-13T09:36:44.869-07:00AMPA SEGIMON COMASAMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.comBlogger157125tag:blogger.com,1999:blog-707663742686548710.post-21370634446361902902018-09-14T04:02:00.001-07:002018-09-14T04:02:33.787-07:00ACTIVITATS EXTRAESCOLARS AMPA 2018-19<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="Apple-style-span"><span lang="CA">Ja tenim a punt les activitats extraescolars d'enguany.</span></span></span><br />
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<img alt="Resultat d'imatges de EXTRAESCOLARS" class="rg_ic rg_i" id="3AvvPwVx0rDl9M:" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="Apple-style-span"><span lang="CA">Podeu consultar tota la documentació a:</span></span></span><br />
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<a href="https://www.blogger.com/u/3/blogger.g?blogID=707663742686548710" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-weight: normal;"><span class="Apple-style-span"><span lang="CA"><span style="color: red;"><a href="https://docs.google.com/document/d/e/2PACX-1vTNwnAUHNjlhoxhXVztwLntL1a0v_kJUQDgIOG3pBTyl4IBpOzmNnNohRSZfDwgVkWoqqQJ1Ov-moVW/pub">ACTIVITATS EXTRAESCOLARS INFORMACIÓ</a></span></span></span></span></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-weight: normal;"><span style="color: red;"><a href="https://docs.google.com/document/d/1kbtVWaZ8kABGHmC9YxlvCoeM6SkyOzWSSomVNDjF74c/edit?usp=sharing">FULL D'INSCRIPCIÓ</a></span></span></span></span><br />
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<a href="https://drive.google.com/file/d/1Hb1EA-HhSSV0vTcShw22qJRhHkUuUgFF/view?usp=sharing"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-weight: normal;"><span style="color: red;">INFORMACIÓ EXTRAESCOLAR DE ROBÒTICA</span></span></span></span></a><br />
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<span style="font-family: "arial";">Per a qualsevol dubte podeu adreçar-vos al correu </span><br />
<a href="https://www.blogger.com/u/3/blogger.g?blogID=707663742686548710" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<span style="font-family: "arial";"><a href="mailto:ampasegimoncomas@gmail.com"><span style="color: red;">ampasegimoncomas@gmail.com</span></a></span>AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-42960941733738670822018-08-30T03:01:00.001-07:002018-08-30T04:03:05.314-07:00ASSEMBLEA GENERAL D'AMPA CURS 2018-19<span style="font-size: 20pt; mso-ansi-language: CA;"><b>DIA</b></span><span style="font-size: 20pt; mso-ansi-language: CA;">: 13 de setembre de 2018</span><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt; mso-ansi-language: CA;">HORA</span></b><span style="font-size: 20pt; mso-ansi-language: CA;">:<span style="mso-spacerun: yes;"> </span>17 h </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt; mso-ansi-language: CA;">LLOC</span></b><span style="font-size: 20pt; mso-ansi-language: CA;">: Biblioteca de l'Escola</span><br />
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<span style="font-size: 20pt; mso-ansi-language: CA;"><b>ORDRE DEL DIA</b>:</span><br />
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<span style="font-size: 20pt; mso-ansi-language: CA;">1. Informació AMPA</span><br />
<span style="font-size: 20pt; mso-ansi-language: CA;">2. Renovació de Junta d'AMPA</span><br />
<span style="font-size: 20pt; mso-ansi-language: CA;">3. Extraescolars</span><br />
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<span style="font-size: 20pt; mso-ansi-language: CA;"><b> </b> </span></div>
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<span style="color: red; font-size: large;">HI HAURÀ SERVEI DE MONITORATGE</span><br />
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<img alt="Resultat d'imatges de assemblea" border="0" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTKU9e2W5mCfHhDByEtmCeukKgq3CczWtSEgPBx7hPh0qd3REbvDw" data-sz="f" name="79vYNlmTssjdtM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTKU9e2W5mCfHhDByEtmCeukKgq3CczWtSEgPBx7hPh0qd3REbvDw" style="height: 176px; margin-top: 0px; width: 286px;" /><br />
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<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-53280605327739614032018-06-14T22:34:00.002-07:002018-06-14T22:34:16.459-07:00ASSEMBLEA EXTRAORDINÀRIA AMPA<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">DATA: </span><span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">18 DE JUNY DE 2018</span></div>
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">LLOC: </span><span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">BIBLIOTECA DE L’ESCOLA</span></div>
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">HORA</span><span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">: 16.45 h</span></div>
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">ORDRE DEL DIA</span></div>
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<span style="font-size: 16pt; white-space: pre-wrap;">CALENDARI ESCOLAR I JORNADA INTENSIVA 2018-19 </span></div>
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">PROPOSTA AMPA</span></div>
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<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">TORN OBERT DE PARAULES</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 5pt; margin-left: 141.6pt; margin-top: 5pt;">
<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">VOTACIÓ SI S’ESCAU</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 5pt; margin-left: 141.6pt; margin-top: 5pt;">
<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 5pt; margin-left: 141.6pt; margin-top: 5pt;">
<span style="font-size: 16pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">US HI ESPEREM</span></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-4120292837565778512018-06-07T10:15:00.000-07:002018-06-07T10:16:07.570-07:00REUNIÓ EXTRAESCOLAR D'ANGLÈS<div class="separator" style="clear: both; text-align: center;">
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<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-50950065264651320582018-05-28T22:29:00.002-07:002018-05-28T22:31:37.466-07:00FESTIVAL-CLOENDA DE PATINATGE 2017-2018<div class="separator" style="clear: both; text-align: center;">
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<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-8845930584914663272018-05-16T03:41:00.000-07:002018-05-16T03:41:53.063-07:00VI CAMINADA AMPA<!--[if gte mso 9]><xml>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-weight: normal;"><span style="mso-ansi-language: CA;">Enguany tornem a fer la
caminada Ampa el proper<b> 3 de juny.</b> Aquest
any anirem al <b>Salt del Mir</b>.</span></span></span><span style="mso-ansi-language: CA;"><br /></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://static.panoramio.com.storage.googleapis.com/photos/medium/17566126.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultat d'imatges de restaurant mir besora" border="0" class="irc_mi" height="150" src="https://static.panoramio.com.storage.googleapis.com/photos/medium/17566126.jpg" style="margin-top: 93px;" width="200" /></a><a href="https://c2.staticflickr.com/4/3306/3438119135_9abac83d52_z.jpg?zz=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Imatge relacionada" border="0" class="irc_mi" height="150" src="https://c2.staticflickr.com/4/3306/3438119135_9abac83d52_z.jpg?zz=1" style="margin-top: 96px;" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="mso-ansi-language: CA;"> </span><span style="mso-ansi-language: CA;"> </span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="mso-ansi-language: CA;"> </span><span style="font-weight: normal;"><span style="mso-ansi-language: CA;">La
caminada tindrà dos recorreguts, un de més llarg de 9 km anada i tornada</span><span style="mso-ansi-language: CA;"> </span><span style="mso-ansi-language: CA;"> i un altre</span><span style="mso-ansi-language: CA;"> més senzill </span><span style="mso-ansi-language: CA;">que sortiria del restaurant El Mir, de 4 km també d'anada i tornada<span style="mso-bidi-font-weight: normal;">.</span></span></span></span></div>
<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-weight: normal;"><span style="mso-ansi-language: CA;"> </span></span><span style="mso-ansi-language: CA;"><b style="mso-bidi-font-weight: normal;"> </b></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="mso-ansi-language: CA;">Us convoquem a <b>Sta. Maria de Besora a les
8.45 h i <u>sortirem puntualment a les 9h</u>. </b>Les famílies que vulguin només fer el trajecte curt aniria bé que fossin al <b>restaurant El Mir, <u>a les 10 h</u>.</b></span></span><br />
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
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<span style="mso-ansi-language: CA;"><span style="font-family: "verdana" , sans-serif;"><span style="mso-ansi-language: CA;">Com l’any passat, dinarem
a la zona del poliesportiu de Santa Maria de Besora a les 13.30 h amb el menú
de <i style="mso-bidi-font-style: normal;">Ramon Pujolà </i>següent: </span></span></span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><b>Adults</b>: amanida amb embotits, arròs, begudes i postres.<br /><b>Nens</b>: ½ d’arròs, ½ de botifarra, begudes i postres.<br /><br />Oferirà servei de cafeteria i digestius a un preu simbòlic a part. Les taules, les cadires i els plats estan inclosos.<br /><br /><b>Preus del dinar</b>: adults 13€ i infantil 6€. El pagament es farà per ingrés o transferència al compte d’Ampa:<br /><br /><b>ES60-0182-1806-71-0201508281</b><br /> </span><br />
<span style="font-family: Verdana, sans-serif;">Indiqueu al camp ‘concepte’ els cognoms de la família. <b>L'últim dia de pagament serà el 25 de maig.</b><br /><br />Recordeu que, per tal de poder gestionar bé el nombre de persones que es quedaran a dinar, cal retornar la butlleta que us adjuntem a la circular, emplenada a l’escola. En cas que hi hagi algun membre de la família que tingui alguna al·lèrgia alimentària, cal indicar-ho a la mateixa butlleta.<br /><br />Per a qualsevol dubte contacteu amb la Raquel Rincón o Àngels Sancho.</span><br /></div>
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<span style="mso-ansi-language: CA;"><b style="mso-bidi-font-weight: normal;"> </b></span></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-16737075373675599202018-05-08T03:51:00.000-07:002018-05-08T03:53:36.559-07:00TALLER LITTLE CHEF 2018: CUINEM EN ANGLÈSDissabte 5 de maig es va fer a l'escola el <i>Taller Little Chef: Cuinem en anglès</i>
organitzat per Kids&Us. Els 17 petits chefs que van participar-hi
s'ho van passar d'allò més bé. Aquí teniu algunes fotos de l'activitat:<br />
<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYZy6GO9qO4OWsL82osDN7zzdFsRr6BYiQIMCNEBqu_B6BgoMKd003kC-M3eFRh1lsa2zwQs1lUHV22VVrZNmXm5iGhw0N5Er6nLNMnZL5Uh1_s2wJYB3fHrm2eR6yisgivzIYZ3l0Q-I/s1600/IMG-20180506-WA0019.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYZy6GO9qO4OWsL82osDN7zzdFsRr6BYiQIMCNEBqu_B6BgoMKd003kC-M3eFRh1lsa2zwQs1lUHV22VVrZNmXm5iGhw0N5Er6nLNMnZL5Uh1_s2wJYB3fHrm2eR6yisgivzIYZ3l0Q-I/s320/IMG-20180506-WA0019.jpg" width="320" /></a></div>
<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-46875649695363728802018-01-12T05:06:00.003-08:002018-01-12T05:06:19.585-08:00CALENDARIS AMPA 2018<span style="font-size: large;">Ja tenim els calendaris AMPA 2018.</span><br />
<br />
<span style="font-size: large;"><img alt="Resultat d'imatges de IMATGES CALENDARIS" border="0" class="rg_ic rg_i" data-sz="f" name="sZqNKNsDYeWHVM:" 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NhcgE2GpFZku13E+lTbMeWeRjGzOWw7xMqFjZGHaKCAbWAY209aml3tbxNvgf6V6rVm0l0pdkyupeNUzKMTMGa4GQN96DbncuBVltHCCWJ4ybB1Iv0vz93GukMCrmyi2Zix8WPEnyFfCe+B1U/Ajx8elJONCoXYruswnkUmUJrGpGVkvZxcm59U+6rLB4LsySHYgqihSe6uUEd0cr8/ZUqoZ2pD24w2cdsUL5Nb5AQLnkOPA601IslvZ2ngSVSjqGU6EEaaV4hwESgKsaAKbgBRoeo8dONe4fWcfxA8uYHh1Br3KxCkqMxANhe1zyF+Xtoy91zhe497DyJH0pC3a3ux77SGCxsECZ4DMFhYu8IvYLO1ypJ8LcV60+Q8WH8WnHmAfneqOlq+JIDexBtxseHtr5NEGUqb2YEGxINjobEag+NZru7ghg9riLsWw8csTpGBJ2glKm/aub924W9raG3jWM8/LZ7vX4fw2PWwzvm1cZuTjnXf139pfdc+kWPWFv1g/4SPrVvs373Z4HWBl94BX6VF9IEd4EbpIPIhv+1d9yJM2EUflZx8c37q28ii9Hsv30i9Y7+RH+qn2s53R7mNCf+YnkCf21o1AUUUUBWc75DJjC/UI/lp+2tGpD9IcX3sbdUI8jf8AdQOmJwkcoHaIrgEMMwBseRF66JAotZVFhYWAFh0Hh4Vw2RLmgibrGh/wipdBzle2XxNj5Hx62rpXLE+r7Cp58iCeFdaArlNxU9G8eYI6eIrrXHF+rc8iG5ciDz9lB2ooooOOK9W/QqfIgnjXavE63VgOYPy8K+GdQLkgaczb50HSuUvrJ7SPgfDwHT6UHELyufYCevQeBrliZtL5W0Km5sOa/mI5E+R9lQSqR9o7Okj2rFPh8I7Kb9vJmAVs4VcwzG/cC3yga20405Zn5KPe3t6D2eZ6UHNzZRfhpr8/ZypeXXpdW9O2/vLPu+j1z4qPgTfn4jlXWorxHMpLMeI5DoeS/wAJ58+eldPsy87n2kn5mjkSd3vR1Fg8R9qONxTuWZ3DyKEkJDC8otd7XJFzpanJZ1ztY3uF4a6gspvYezn5VFxu18Hh5Ejlmghkf1VZkVmuSNATc6k+8mp7+uvsYe/Q9fA8vKg+Ce/BWPut0/Nbr8DVFszdeOGY4i0ks2oV55S7IDfurobDW19TYnxvI3q3kjwMQdwWZjZUXibesb8gAePiOtVG399mgmlVIRJHh1iaZs9mAktbILWNgynjz5ca5554S/N6Pd4bw/issf8Ayl1nv11vVk/Nk97dLXe+IthJL20KkW8GH0qB6PJfupV6OD5gD9tXe2QJMLLbUNExH924+lK/o7l+8lXqqnyJH7q6vCgr93tL/wBQfJz/APlWj1nG9n3eOL+Mb+QH+mtHoCiiigKUPSJF3IW6Mw8wD+2m+lzfyK+Fv+WRT81/dQS90Zc2Ei8AR5MR9KuKV9xe/hiCT3ZGGhI4gHlr+I/CmI4dOYB/Vr16+00HzFOuVlLAEgjUjnpwNCYpSARc3AOgJGtjxA8RXnAYmKVA8Do6EmzRkMpIJBsV0NiCPaK6YY90eFx5G3U9OtQfO2PJG/wj63rzLnIIAUXBF8xvz6D2c+Z6a89s40wYeaYLnMUTuFvlzZVLZb2Nr2texqg3A3lxGPjaabDxwxkIYskokZgcxbPa2X8NgQDqaoZI85AOYC4B0XXkeZ9vn4UNFoczta2uoHLjcAWr1hfVA6XHkSOg6dKoPSQsh2XjBFfP2D8OOX8dv5c1BI3d25hsaJHw+d0jkKZ2DZHI1JiJ0ZQSRcdOlqtMFGAgAAFtNAB6vd5AdKyj0Qbbm+0RYRcSuKw5wKS2WNV+zSXC9iSvEgcSTcmx01vrOH/EOjH497qfzeFBE2/tmPCQNPKHKKVBCKWYlmCiwHHUiqvdbe2LaMc7QRzR9kxjIlUK2bLfQKxtxHMH2UwYqbIjP+VS3kL0k+haL/wuOYm74iWeWRvzOZGUk+NkA91A9Kbi9fn70rYaV9o40BGxBSGCVZFZs2CiWxfKlwpJtc9AwNwb23zC+oPAW8tOg6dKV94tysBjJ+3lLiQp2b9lKU7RNO5IFOo7w8x4UFxsbaCT4bDzxsWR1QhmADG4yd4cmudbc6tqroY44YFihQqkagIqqwAVQCBrbp19tTO0bkh95AHPpf5c6gxT0w7EmilxuKeCObD4mKBBKzqHw8iFQBGp7xzFeC8cxuQAa1vYayDC4Xtr9qIou0658gVr/wAxrztTYMWJkhlniRmgYtHcsyhjbvFdFJFtCQbHUVKlOZMwkBGhuoFu6Qeebmp8+ovVELe7ZcuJw7QxGNS+jGQE2Tnlt+K4WqPFbhmWzSYkqzxrHiMiDLKqMClr+qwCoL6+r7acDh78WY/zEdfy26/KvEqxLcvkFtSWI01PM+JNc8unjld16+j4zrdLGY9O6532nr/k/mT9n3uZezBW2XKBflYD6jzFIW4z5cVlPNHX3ix/bT5gsXFID2Lo4U2ORgwBsNDbna1IOzvu9pAdJnH97MB8xXSPLlLLz3SfSFF98jfmjt5E/wCoU67Nlzwxt+ZFPmAaV/SJFpC3QuPPKfoau91JM2EhPRbf3SV+lEW1FFFAVU71xZsJMOig/wB0hvpVtUbaUWeGRfzIw8wRQK/o6l0mXoUPnmH7RV1vfimiwOKkjBLrBKVA1ObKbW99qVvR/NaZxa94729jDr+o09525Lb2n2dL+PlQY/6HdtyrihgWTELH9jiKpIhQIyf71wp/A8jmzc9PZWwQfiHRj8bN08ar/wCxUOJGMKKMR2XZZ7ufu82fLbMF4ltbX4dLVKSI5mGc6hSbBRrZl6E8hz5VB1xcIdHRhmVlZSOFwQQRfxrNfRzsMptCbFwYOXAYMwLEIpu68kuYHOULErYC2v5tOJrS+wHMsf5j48r25/LpXLPCHCXjEhFwt1zkcbgceXwqj5BiU7wDA2blqdQG4C55127forH+Ujr1t0+XWhPXYcrKefiPZyFUe+m+GG2bEsmIJJdrIiWLtbViASO6o1J9g4kAwWeDwiRX7GBIsxu2UKlzpqco1Op8q6JnzN6o0U/iYcCNOHMD/wDTSjt/f2TC4lY5MBKMMZkhOJLKAXcAgxpqXWx43HAjiLU5H1x4qfgR/qNANCSLM2h4gAWI6G9+Wnvr4mFUADWwFgASBawHBbDlSZjtuYyLbWHglKJg5o5liUEEu0aK7SObXB1yhb8j1pZ9H+/rPi1ikmEi4yfEuudyzxAMFghUXsikAkC2t6o1bDwJ3hlW4Y8hfXvfuqJj94cLD2wkmUGCMSSqLsyIeBKqCfda9WEfrMPYefs/bWRbR2ERtPHRxwYiPDYnCSxT4mVSY1mcmXt8zN3olWy8RYi2lr0g0fdvebC7QjkfCuXRWKMSjLrYG1mAPAjlVjNixHAZWDELGXIVSzGy3IVbXLeFqQPRZtCYYjFYIYkYzC4ZIRFOqqFBy2MYK6EAC3E+r41oWH9UgaWLDlpYkD6UGQb07+4jFbNyrE8Eku0Psjxq1pQmUOUDH1ZGuEJtYd6nT0c7Tjlw0mFXCnBthWMLwF+0y3BIIcWzXuST1vqeNV+H9GKGOdcXjJZ+3kExZVSIpOP+NHa4V7adLHhTFutsLD4FHWKSSV5HLyyyP2ksjW4sQOg4WoL2F8yg9QD5+ys2CYf+1MTh8RIcQk0WZw1xaRGMix921lVBpyPvtWh4eXu2ysbEjgRwJH4rdK+Txl1Zclg4IY3ANiADwvrYnyrnnh5tez1+F8T8Hzd/mmuLqzncvb0/gtei7ChcEJAoUzSSSZRwAvlUDwAUVT7d+72gW6SRN/kJ+tPGzNn9hEkMQVEQWUHM/jxJF9TSXv7GRiAesa+YLD+la6ePlxkc/F9b43Wz6k9bdfT0/wCL7f6K+GB/LIp8ww+or1uHLfC2/LIw+TfurvvL95gXbqiP8Vb5VWejuXuTL0ZT5gj9tacDfRRRQFFFFBnG6f3eOCeMieQP+mm7e3bLYTCvNHC87jRUQE3Y82I9VBxJ6ClE/d7S/wDUfBz/AEannbeCeaCSKOUws4sJAquV1F+62huLj30CLiN/MT/4VIIVWDFtAs0uhXtJcw7KMXuLFWJJ5WrQz648VPwI8fE8qQl9GOHGHgw8+NxTRwMzIvaLGtzlI0C/hysQb3Gdtadi6jIAS2U2uLsbWYakA8x4fQggemeYwrhcQcV2aRTxOIOBlZZEJe97nKv4bc70n7xYrAvtWF8HFOzLPHiZsQgeWSTMEkSKIFu7GVIN2IAvpoLHcJ40kKloc9vVLKul7ajNqOPwNdVLckUe1vZ0B8fKgG9ceKn4EW5eJ50t+kfYU2MwbQYdIGdzlLTErkQ94shVSc2ZU0tqPZTBMHupLKO906hh+Yc7cj9R1ER5u3w8PC/L4moMf3/2XPMMLCMPNJtWNYcs8AcYSMK5bOWawvx1IuD7r64SVEecjNoGPAE5Te2o5jxr7LGiglzZRxLsbdNbm1fJIlADKo4qbgcs1+Q8T5mqKPam62AxOITFTR9rKmXIQ8hAykMpCq2W+oN7dKrpNwsIuJwuIw0KwfZ2diqRKO1uLDMWI9Ug2Otiw4caYt49vQ4KHtps5GZUVUUu7O2iqoHM0o4/0t4RMJ9oSOVn7UxGF1yOjLlzmQ6hQodeupA43sDxmbPooF15kciOgP5jz+d69vGzAg5LEWIILDUcOIuPdX2RtUPUke4gn6Cs83w3g2nhcbCEfDNHLiEjiwqKWmkisC8rn8NtRcaDTjbWB7wGyo4E7OFViQX7kSIi631sF46jXwHjXSKEXa5Y2bmzdFPC9uI+fU1lk2154dswxf2p22aV/tEbZI8PFETaOJRexm1AsLte3jfWFHfPiq/Atfl4jnQQW2jhEmEBlgWa1+zLoJLAXvlvm4DyHhULYm+uAxczQYbEpJIoJygMAQOJQkANb+Emsw3pw0f9rxrh9m4gCHFLPNNDCzyTTHK4UNfKkN7E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<br />
<span style="font-size: large;">Les persones que en vau encarregar podeu passar-los a recollir avui davant de la secretaria de l'escola a partir de les 16.30 h</span><br />
<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-28059190137963933442017-12-18T04:42:00.001-08:002017-12-18T04:42:17.623-08:00PAGAMENT SEGON PERÍODE EXTRAESCOLARS<!--[if !mso]>
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Taula normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Times New Roman",serif;
mso-ansi-language:ES;
mso-fareast-language:ES;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="2051"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="2"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoNormal" style="margin-bottom: 6.0pt; tab-stops: list 36.0pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"></span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; tab-stops: list 32.2pt 36.0pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Us
recordem que ja podeu fer el pagament del segon període de les extraescolars
que organitzem des d’Ampa.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">El pagament es farà en
aquestes modalitats:</span></b></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span style="font-family: "courier new"; font-size: 14.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><u><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Fent un ingrés al compte d’AMPA per mitjà del caixer automàtic del BBVA.</span></u></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 53.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 53.45pt; text-indent: -18.0pt;">
<span style="font-family: "courier new"; font-size: 14.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><u><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">Fent una transferència al compte d’AMPA.</span></u></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">El codi IBAN de l’AMPA és: ES60-0182-1806-71-0201508281
Quan es faci el pagament cal indicar<span style="mso-spacerun: yes;"> </span><u>només
el nom de l'alumne.</u></span></b></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -3.4pt; mso-border-alt: solid black .75pt; mso-border-insideh: .75pt solid black; mso-border-insidev: .75pt solid black; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 416; width: 0px;">
<tbody>
<tr style="height: 19.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: black; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" width="253"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat</span></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat
+</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif; font-size: 10.0pt;">activitat
exprés</span></div>
</td>
</tr>
<tr style="height: 151.15pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;">
<tbody>
<tr style="height: 55.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: none; height: 55.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.7pt;" valign="top" width="108"><div class="Default">
<i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-size: 10.0pt;">S'han regularitzat els preus d'alguns cursos
perquè finalment no s'han desdoblat </span></i></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" valign="top" width="253"><div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">EMMA-OLIVER-MARCIA-PAM&PAUL:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">70,00 €</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"> </span>BEN&BRENDA: 60,00 €</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><br />
TWEENS1-TWEENS2: 115,00 €</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><br />
TWEENS3-TWEENS4-TWEENS5:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">224,00 €</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">86,00 €<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"></span></div>
</td>
</tr>
<tr style="height: 15.7pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Dibuix</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" width="253"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">45 €</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">61 €</span></div>
</td>
</tr>
<tr style="height: 15.7pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Mecanografia </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" width="253"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">45 €</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">No aplicable</span></div>
</td>
</tr>
<tr style="height: 19.95pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Natació </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" valign="top" width="253"><div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">35 €</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">45 € </span><span style="font-family: "arial" , sans-serif; font-size: 8.0pt;">(en cas que es
matriculi el segon trimestre)</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">No aplicable</span></div>
</td>
</tr>
<tr style="height: 19.95pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Patinatge</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" valign="top" width="253"><div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">45 €</span></div>
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">61 €</span></div>
</td>
</tr>
<tr style="height: 19.95pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125"><div class="MsoNormal" style="margin-top: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Guitarra</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 189.9pt;" valign="top" width="253"><div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">50 €</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">66 €</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: 3.0pt; text-align: justify;">
<br /></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-57279794165117711702017-12-13T04:17:00.000-08:002017-12-13T04:17:00.546-08:00TALLER DE NADAL 2018<img alt="" 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" />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-3322595363052387512017-11-16T04:48:00.000-08:002017-11-16T04:48:18.951-08:00PROJECTE MENJADOR: SERVIM-NOS COM A CASA<a href="http://agora.xtec.cat/ceipsegimoncomas/wp-content/uploads/usu388/2017/11/IMG_0557-169x300.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="size-medium wp-image-4793 alignleft" height="200" src="http://agora.xtec.cat/ceipsegimoncomas/wp-content/uploads/usu388/2017/11/IMG_0557-169x300.jpg" width="112" /></a><a href="http://www.7itria.cat/index.php/destacats/199-servimnos.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="http://www.7itria.cat/index.php/destacats/199-servimnos.html" border="0" height="206" src="http://www.7itria.cat/images/verticalCOLOR_ambfons.png" width="169" /></a><br />
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El projecte educatiu <em>Servim-nos com a casa</em> neix per ajudar a transformar els menjadors escolars en una escola de salut en què s’adquireixen bons hàbits alimentaris. Des de l'escola , Petits i grans van fent realitat el projecte i les parets es van transformant en els espais que tenim a casa...<br />
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<img class="SzDcob" height="192" src="https://lh3.googleusercontent.com/kT6mUgK4GDNJVqpjWUgH862mWK2RMfPvsmLLBIBJ8PZGSr8oDQQ14MzdsXEGK1uhlQl7IlwkIj1k5ewT1wZ_v1GEK6Qz5kqYatKyLc1NaTk0rV7WA_USPOeXLuvxmsGsrvJ1oWmHqL7_jORXnBM4a8tgUZFa7EREHzKbRdNzhZG_NuoiR-FZOmvZjdDQJFFi7IWDJ1EfQprq0Gd5vw4jbJvHHVx6sb8YG8S8G0JfDpI1DtAket_amDPTSLjh6u_Gantwhh3LZMpunQDDSgMt35EId2fdLASLjYZnXZ52U6U3hbD6_1pXsyNby5Ht2FnHKrExgyRedtXkAy8HPuziYstdCz9oRThW0Y-m4c8CGmvORGH7O5FygoyoEFX_lY31abBDHmz5mvp0AsZK3JS8p1mCW_tFHHmmfTAlWCsOYSEKvtjej3bvHLbv80vxnmQou5k1DMrv8Hdm8XXA_x6bXb8K5wmz92naOhScNw_Bc6dJHZqb0MQPZTf7AnAj0BaIr29X3sGXywc_Wlx1EsPeTycsUGe-8h8sH5pXyxl-XaUZefszIGfXI0DCopf7VXa-yyHsZvp1nEour69HWbzGvU1IXSmHIAUWzk-11-BHIetXlViIqnPA2DidJR6HbCnRbNfygcMsWaZ7lvamXQcGlngfrKxMNT5N96Y=w1280-h768-no" style="transform: translate3d(0px, 0px, 0px) rotate(0deg);" width="320" /> AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-74247889863573452952017-11-04T10:48:00.000-07:002017-11-04T10:57:49.213-07:00PROJECTE PATISUn grup de pares voluntaris han portat a terme un projecte de millora del pati de l'escola. És una de les accions que s'emmarquen en la <a href="http://www.ewwr.eu/ca/project/main-features">Setmana Europea de Prevenció de Residus</a> [SEPR]. La participació en projectes com aquests i las motivació per oferir un espai lúdic diferent fan possible que els nostres fills i les nostres filles puguin gaudir de diferents zones de joc. Moltes gràcies per la implicació.<br />
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<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-29201534224421825202017-10-10T03:41:00.000-07:002017-10-10T03:49:40.744-07:00NO EN EL NOSTRE NOM<!--[if gte mso 9]><xml>
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<![endif]-->Volem compartir amb vosaltres un escrit important i emotiu que ens ha enviat la Lorena Bajo i que recull el sentiment que hem tingut aquests dies. Gràcies Lorena per la teva aportació i pel teu compromís.<br />
<div>
<br />
</div>
<br />
<b>No en el meu nom</b><br />
<br />
<div class="MsoNormal">
Són dies complexos per tothom.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Entre el munt d’esdeveniments, fets, declaracions, imatges i
sentiments que circulen i que intentem pair aquets dies, vull fer una reflexió
sobre unes declaracions fetes dies enrere, sabent que les pantalles en aquest
procés passen tan ràpid, que hi ha coses que queden minimitzades i ofegades per
altres de pitjor. Però avui, aquí, vull<span style="mso-spacerun: yes;"> </span>expressar el sentir d’una mare.
Tots tenim molts rols en la vida: som fills, treballadors, veïns, companys de
feina... però hi ha un rol que sobresurt per sobre de tots: el de mare o pare. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I esdevenim pares o mares amb els matisos diversos i
diferents que ens ha donat l’educació que hem rebut, el bagatge de la nostra feina
i el nostre entorn, el tarannà de l’equip de futbol que seguim, el del color
polític amb el que ens identifiquem, la visió de la dependència o independència
de Catalunya... </div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
I és que tots eduquem en
base als valors, preferències, i opcions de vida<span style="mso-spacerun: yes;"> </span>que ens han constituïts com a persones. Però
entre tots aquests matisos diferencials n’hi ha un de comú a tots els pares: <span style="mso-spacerun: yes;"> </span>la voluntat de fer i donar el millor pels
nostres fills. I a vegades ho farem molt bé, i altres no tant; a vegades serem
més encertats i altres menys. Però només els que intentem educar, cada, cada
dia, <span style="mso-spacerun: yes;"> </span>sabem com n’és de complicat<br />
<br />
I és que l’educació és de tal magnitud i
complexitat, que qualsevol persona sense coneixements professionals sobre el
tema o coneixement concret de cada cas, que s’atreveixi a opinar sobre si eduquem
bé o no els nostres fills, és com a mínim un agosarat irresponsable. <span style="mso-spacerun: yes;"> </span>Per això quan de la boca de determinats
polítics vaig sentir “que és molt greu el que estem fent amb els nostres nens”,
se’m van encendre les sangs. Qui són ells per dir-me si ho faig bé o no?? Què
en <span style="mso-spacerun: yes;"> </span>saben de com li explico al meu fill
les dificultats que hi ha pel món?? Què en saben <span style="mso-spacerun: yes;"> </span>de com li explico el que està passant a
Catalunya?? Què en saben de com li insisteixo que cal respectar a tothom?? Què
en saben de com li explico que la diferència ens fa a tots especials? Què en
saben com li consolo les pors?? Què en saben de com li explico que cal lluitar
pel que es considerem just?? I igual que jo <span style="mso-spacerun: yes;"> </span>tots vosaltres. La seva estreta mirada, fa que ens vegin només
com a persones abduïdes, que només sabem cridar la paraula “independència” a
les manifestacions, i amb això s’atreveixen de forma populista a reduir
l’educació dels nostres fills en aquest sentit. Una mare o pare mai és tan curt
de mires com un polític. I sigui del color que sigui. Inadmissible que en
aquest procés ens embrutin el paper com a mares o pares per a rascar alguns
vots. Que no es posin l’educació dels nostres fills a les seves boques.<br />
<br />
No en
el meu nom. </div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-35165071777287410172017-09-29T03:05:00.000-07:002017-09-29T03:05:07.087-07:00ACTIVITATS EXTRAESCOLARS ESCOLA 'EL ROCAL'<img alt="" 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" 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" 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/>AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-45203322341631092252017-09-15T08:09:00.000-07:002017-09-15T08:09:39.072-07:00ACTIVITATS EXTRAESCOLARS 2017-18<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="Apple-style-span"><span lang="CA">Ja tenim a punt les activitats extraescolars d'enguany.</span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="Apple-style-span"><span lang="CA"></span></span></span><br />
<span lang="CA" style="font-family: "times new roman" , "serif"; font-size: 12pt;"></span><br />
<span lang="CA" style="font-family: "times new roman" , "serif"; font-size: 12pt;"></span><br />
<span lang="CA" style="font-family: "times new roman" , "serif"; font-size: 12pt;"></span><br />
<span lang="CA" style="font-family: "times new roman" , "serif"; font-size: 12pt;"><a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSoEQKLfdNqnllN6CT5x5G1SDvBVrWLDXeTn9Pq-l8IqqAQCDcp" style="margin-left: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSoEQKLfdNqnllN6CT5x5G1SDvBVrWLDXeTn9Pq-l8IqqAQCDcp" data-sz="f" name="UYPt6-7HDmJdzM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSoEQKLfdNqnllN6CT5x5G1SDvBVrWLDXeTn9Pq-l8IqqAQCDcp" style="height: 112px; margin-top: 0px; width: 164px;" /></a><a href="http://www.xtec.cat/centres/a8001789/illustracions/educ_physique03_petit"><span lang="ES" style="color: blue; font-family: "arial" , "sans-serif"; font-size: 7.5pt; text-decoration: none;"></span></a></span><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif;">HORARIS</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<b><span style="color: white; font-family: "arial" , sans-serif; font-size: 10.5pt;">EDUCACIÓ INFANTIL: P3, P4 i P5</span></b></div>
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<br /></div>
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<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 2.85pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" valign="top" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
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<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DILLUNS</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIMARTS</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIMECRES</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" valign="top" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIJOUS</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" valign="top" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIVENDRES</span></div>
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<tr style="mso-yfti-irow: 3; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Activitat exprés</span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Activitat exprés</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Activitat exprés</span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Natació</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">EMMA(P4)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">OLIVER(P5)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>(17-18 h)<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
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<br /></div>
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<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">SAM(P3)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>(17-18 h)<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.2pt;" width="124"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 1.75pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 0px;">
<tbody>
<tr style="height: 3.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="5" style="background: black; border: solid windowtext 1.0pt; height: 3.5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 461.0pt;" width="615"><div class="MsoNormal" style="margin-bottom: 3.0pt;">
<b><span style="color: white; font-family: "arial" , sans-serif; font-size: 10.5pt;">EDUCACIÓ PRIMÀRIA: 1r-6è </span></b></div>
</td>
</tr>
<tr style="height: 3.5pt; mso-yfti-irow: 1;">
<td colspan="5" style="border-bottom: solid windowtext 1.0pt; border: none; height: 3.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 461.0pt;" width="615"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.95pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DILLUNS</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIMARTS</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIMECRES</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIJOUS</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.0pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">DIVENDRES</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.95pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Mecanografia</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(4rt)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">13.45 a 14.45 h</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Mecanografia</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(6è)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">12.45-13.45 h</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">13.45-14.45 h</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Mecanografia</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(5è)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">13.45 a 14.45 h<span style="background: yellow; mso-highlight: yellow;"></span></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.0pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.95pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat exprés</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat exprés</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat exprés</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.0pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Activitat exprés</span></b></div>
</td>
</tr>
<tr style="height: 3.5pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.95pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Natació </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS1(4t)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS4</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30 h)<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS5</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Guitarra</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(iniciació)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">MARCIA(1r)</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>PAM &PAUL(2n)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS2(5e)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">BEN&BRENDA</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(3r)</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30 h)</span></b></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS1(4t)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS3(6e)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.35pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Patinatge artístic </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS4 </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS5</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19.30 h)<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 92.0pt;" valign="top" width="123"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Dibuix</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(16.45-17.45 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Guitarra</span></b></div>
<div class="MsoNormal" style="margin-bottom: 3.0pt;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(perfeccionament</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Anglès</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS2(5e) </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></b></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">TWEENS3(6e)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(18-19 h)</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b><br />
<hr align="center" size="2" width="100%" />
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">
</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><u><span style="font-family: "arial" , sans-serif;">PREUS DE LES ACTIVITATS:</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Els preus que es detallen a la taula són <b>per
a cada període.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid black .75pt; mso-border-insideh: .75pt solid black; mso-border-insidev: .75pt solid black; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 416; width: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: black; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" width="246"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "arial" , sans-serif; font-size: 9.0pt;">Activitat</span></b></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" width="222"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "arial" , sans-serif; font-size: 9.0pt;">Activitat
+</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "arial" , sans-serif; font-size: 9.0pt;">activitat
exprés</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" valign="top" width="246"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" valign="top" width="222"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 365.95pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 365.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Anglès</span></b></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 365.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" valign="top" width="246"><div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">SAM-EMMA-OLIVER</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">(P3-P4-P5)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">MARCIA-PAM&PAUL</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">(1r-2n)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">70 €</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">BEN&BRENDA
(3r)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">140€ </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS1-TWEENS2
</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">183€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS3-TWEENS4-TWEENS5</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt; line-height: 150%;">224€</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Preu del
material:</span></u></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt; line-height: 150%;">P3 a 3r: <span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">70€</b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS1-TWEENS2-TWEENS3-</span></div>
<div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS4-TWEENS5:<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">76 €</b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 365.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" valign="top" width="222"><div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">86€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">No
aplicable</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">No
aplicable</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">No
aplicable<span style="background: yellow; mso-highlight: yellow;"></span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Dibuix</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" width="246"><div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">El curs val: 135€</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r període:
45 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n període:45€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r període:
45 €</span></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" width="222"><div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r període:
61 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n període:61€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r període:
61 €</span></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Mecanografia </span></b></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">4rt 5è-6è</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" width="246"><div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">El curs val: 135€</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r període:
45 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n període:45€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r període:
45 €</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" width="222"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">No
aplicable</span></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Natació </span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" valign="top" width="246"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">El curs
val 85€ si es fa sencer, <span style="mso-spacerun: yes;"> </span>62€ si es fan
2 períodes i 45€ per 1 període.</span></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">El cobrament
es farà:</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r període:
45 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n període:
35€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r període:
<span style="mso-spacerun: yes;"> </span>5€</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" valign="top" width="222"><div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">No
aplicable</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Patinatge artístic</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" width="246"><div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;"><span style="mso-spacerun: yes;"> </span>El curs val: 135€</span></div>
<div class="MsoNormal" style="margin-left: 53.4pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r
període: 45 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n
període: 45 €</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r
període:<span style="mso-spacerun: yes;"> </span>45 €</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" width="222"><div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r
període: 61 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n
període:61€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r
període: 61 €</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 95.65pt;" width="128"><div class="MsoNormal" style="margin-top: 6.0pt;">
<b><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">Guitarra</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 184.3pt;" width="246"><div class="MsoNormal">
<span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;"><span style="mso-spacerun: yes;"> </span>El curs val: 150€</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r
període: 70 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n
període: 50 €</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r
període:<span style="mso-spacerun: yes;"> </span>30 €</span></div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 166.4pt;" width="222"><div class="MsoNormal" style="margin-left: 74.75pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">1r
període<span style="mso-spacerun: yes;"> </span>86 €</span></div>
<div class="MsoNormal" style="margin-left: 39.05pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -3.7pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">2n
període:66€</span></div>
<div class="MsoNormal" style="margin-left: 67.6pt; mso-list: l0 level1 lfo1; tab-stops: list 1.0cm 67.6pt; text-indent: -39.2pt;">
<span style="color: #c0504d; font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #c0504d; font-family: "arial" , sans-serif; font-size: 9.0pt;">3r
període: 46 €</span></div>
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</tbody></table>
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<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">US PREGUEM LA MÀXIMA
ATENCIÓ EN LES DATES INDICADES PER FER LA INSCRIPCIÓ I PAGAMENT.</span></b></div>
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<div class="MsoTitle">
<span style="mso-ansi-language: CA;">FITXA D’INSCRIPCIÓ
ACTIVITATS EXTRAESCOLARS</span></div>
<div class="MsoTitle">
<span style="mso-ansi-language: CA;">CURS 2017-2018</span></div>
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<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 4.0pt 4.0pt 4.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; margin-left: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-list: l2 level1 lfo1; mso-padding-alt: 4.0pt 4.0pt 4.0pt 4.0pt; padding: 0cm; tab-stops: list 18.0pt; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">DADES
DE L’ALUMNE:</span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">NOM:<span style="mso-tab-count: 1;"> </span><u><span style="mso-tab-count: 3;"> </span></u>COGNOMS:<span style="mso-tab-count: 1;"> </span><u><span style="mso-tab-count: 6;"> </span></u></span></div>
<div class="MsoNormal" style="border: none; margin-bottom: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 4.0pt 4.0pt 4.0pt 4.0pt; padding: 0cm;">
<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">CURS que fa <u><span style="mso-tab-count: 4;"> </span></u></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt; line-height: 150%;">NÚMERO de Targeta de la Seguretat Social (o CIP) :
______________________ o bé NÚMERO de targeta Mútua (posar el nom de la mútua)
: ______________________________________(<b style="mso-bidi-font-weight: normal;">CAL
ADJUNTAR fotocòpia de la Targeta de la Seguretat Social)</b></span></div>
</div>
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<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 4.0pt 4.0pt 4.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; margin-left: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-list: l2 level1 lfo1; mso-padding-alt: 4.0pt 4.0pt 4.0pt 4.0pt; padding: 0cm; tab-stops: list 18.0pt; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">DADES
PARE/MARE/TUTOR</span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Nom______________________Cognoms___________________________________________</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Telèfon de contacte
a l’horari d’activitats extraescolars _________________________________</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Correu electrònic: ________________________________</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Nom______________________Cognoms__________________________________________</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Telèfon de contacte
a l’horari d’activitats extraescolars _________________________________</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Correu electrònic: ________________________________</span></div>
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<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
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<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Observacions: ___________________________________________________________</span></div>
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<div align="center" class="MsoNormal" style="background: #F3F3F3; margin-bottom: 6.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 20.0pt; padding: 0cm;">A
retornar a l’escola abans del 22 de setembre</span></b></div>
<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -17.85pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Activitats
extraescolars (marcar amb una x, consultar el full informatiu)</span></b></div>
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<tbody>
<tr style="height: 34.95pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: black; border: solid black 1.0pt; height: 34.95pt; mso-border-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: center;">
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<td colspan="2" style="background: black; border-left: none; border: solid black 1.0pt; height: 34.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 170.7pt;" width="228"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: "arial" , sans-serif; font-size: 11.0pt;">Activitat</span></b></div>
</td>
<td colspan="2" style="background: black; border-left: none; border: solid black 1.0pt; height: 34.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" width="208"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 10.65pt; margin-right: 0cm; margin-top: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: "arial" , sans-serif; font-size: 11.0pt;">Activitat +</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 10.65pt; margin-right: 0cm; margin-top: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: "arial" , sans-serif; font-size: 11.0pt;">activitat exprés</span></b></div>
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<tr style="height: 18.35pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Natació </span></b></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 170.7pt;" valign="top" width="228"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>45€</span></div>
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<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" valign="top" width="208"><div align="center" class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 1.7pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 1.7pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd; text-align: center;">
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</tr>
<tr style="height: 219.15pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 219.15pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Anglès</span></b></div>
</td>
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<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">SAM-EMMA-OLIVER-</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">(P3-P4-P5)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">MARCIA-PAM&PAUL</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">(1r-2n)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">70€ </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">BEN&BRENDA
(3r)</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">140</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS1-TWEENS2
</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">183€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS3
-4-5 </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">224</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">Preu
del material:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">P3
a 3r: 70€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">TWEENS1-TWEENS2-TWEENS3:
76€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 219.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" valign="top" width="208"><div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>86</span><span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">No aplicable</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">No aplicable</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">No aplicable</span></div>
</td>
</tr>
<tr style="height: 18.35pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Patinatge artístic</span></b></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 170.7pt;" width="228"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span><span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">45</span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">€</span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 18.35pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" valign="top" width="208"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 1.7pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 1.7pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>61€</span></div>
</td>
</tr>
<tr style="height: 11.45pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 11.45pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Dibuix</span></b></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.45pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 170.7pt;" width="228"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>45€</span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.45pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" valign="top" width="208"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 1.7pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 1.7pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>61€</span></div>
</td>
</tr>
<tr style="height: 97.55pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 97.55pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Guitarra</span></b></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>70€</span></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 97.55pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 170.7pt;" width="228"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Dimarts</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(iniciació)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 19px; left: 0px; margin-left: 100px; margin-top: 18px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251697152;"><img height="19" src="file:///c:\TEMP\msohtmlclip1\01\clip_image001.gif" width="22" /></span><span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17 -18 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Divendres</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(perfeccionament)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 19px; left: 0px; margin-left: 100px; margin-top: 18px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251699200;"><img height="19" src="file:///c:\TEMP\msohtmlclip1\01\clip_image001.gif" width="22" /></span><span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">(17-18 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 97.55pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 156.0pt;" valign="top" width="208"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 1.7pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 1.7pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 10.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>86€</span></div>
</td>
</tr>
<tr style="height: 176.15pt; mso-row-margin-right: .7pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 176.15pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.6pt;" width="170"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Mecanografia</span></b></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">4t -5è-6è</span></b></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="border: solid 1.0pt; font-family: "arial" , sans-serif; font-size: 11.0pt; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>45€</span></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 7.1pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 7.1pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 176.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 6.0cm;" width="227"><div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">Dilluns </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">4rt</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 18px; left: 0px; margin-left: 102px; margin-top: 14px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251703296;"><img height="18" src="file:///c:\TEMP\msohtmlclip1\01\clip_image002.gif" width="22" /></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">(13.45-14.45 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">Dimecres</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">6è</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 18px; left: 0px; margin-left: 101px; margin-top: 13px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251704320;"><img height="18" src="file:///c:\TEMP\msohtmlclip1\01\clip_image003.gif" width="22" /></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">(12.45-13.45 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 18px; left: 0px; margin-left: 101px; margin-top: 12px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251705344;"><img height="18" src="file:///c:\TEMP\msohtmlclip1\01\clip_image004.gif" width="22" /></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">(13.45-14.45 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">Dijous</span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;">5è</span></b><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 8.0pt;"></span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<span style="height: 19px; left: 0px; margin-left: 101px; margin-top: 14px; mso-ignore: vglayout; position: absolute; width: 22px; z-index: 251706368;"><img height="19" src="file:///c:\TEMP\msohtmlclip1\01\clip_image005.gif" width="22" /></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 9.0pt;">(13.45-14.45 h)</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 3.0pt; text-align: center;">
<br /></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 176.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 155.9pt;" width="208"><div class="MsoNormal" style="margin-bottom: 3.6pt; margin-left: 1.7pt; margin-right: 0cm; margin-top: 3.6pt; mso-para-margin-bottom: .3gd; mso-para-margin-left: 1.7pt; mso-para-margin-right: 0cm; mso-para-margin-top: .3gd;">
<span style="font-family: "arial" , sans-serif; font-size: 9.0pt;">No aplicable</span></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="1"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr height="0">
<td style="border: none;" width="170"><br /></td>
<td style="border: none;" width="227"><br /></td>
<td style="border: none;" width="1"><br /></td>
<td style="border: none;" width="207"><br /></td>
<td style="border: none;" width="1"><br /></td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="background: white; margin-bottom: 6.0pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Signat: pare/mare/tutor:</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">Nom i cognoms:<u><span style="mso-tab-count: 7;"> </span></u>DNI:<u><span style="mso-tab-count: 4;"> </span></u></span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<u><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;"><span style="mso-tab-count: 5;"> </span></span></u><span style="font-family: "arial" , sans-serif; font-size: 11.0pt;">,
a<u><span style="mso-tab-count: 1;"> </span></u>de<u><span style="mso-tab-count: 2;"> </span></u>de 2017</span></div>
<div align="right" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: right;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif; font-size: 14.0pt;">NORMATIVA ACTIVITATS
EXTRAESCOLARS CURS 2017-2018</span></u></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Tots els alumnes de l’escola poden participar a les
activitats extraescolars organitzades per l’AMPA mitjançant la inscripció i
pagament dins els terminis establerts:</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -72.0pt;">
<span style="font-family: "courier new"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Inscripció:</span></u><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">
lliurar a la mestra de l’alumne el full d’inscripció i el d’acceptació
d’aquestes normes signades pels pares o tutors legals <b style="mso-bidi-font-weight: normal;">abans del 22 de setembre. </b>També es poden fer arribar escanejats per
correu electrònic a l’adreça </span><span lang="ES"><a href="mailto:ampasegimoncomas@gmail.com"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 10.5pt;">ampasegimoncomas@gmail.com</span></a></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -72.0pt;">
<span style="font-family: "courier new"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Pagament</span></u><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">:
El pagament en efectiu corresponent al primer període (octubre-desembre) es farà
amb un ingrés al caixer del BBVA o una transferència al compte d’AMPA </span><span lang="ES" style="font-family: "arial" , sans-serif; font-size: 10.0pt;">ES60-0182-1806-71-0201508281.
<u>Quan es faci el pagament només cal indicar el nom de l'alumne</u></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;"></span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">El pagament corresponent
al segon període (desembre-març) es durà a terme el mes de desembre i el del
tercer període (març-maig) al mes de març. Prèviament a cada pagament es
passarà una nota informativa als pares.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">La inscripció realitzada a
principi de curs comporta el pagament de la totalitat d’aquella activitat
repartit en els tres pagaments abans indicats, a excepció de les baixes que
l’AMPA consideri totalment justificades. </span></div>
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<span style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Una vegada iniciades les activitats extraescolars l’AMPA
no admetrà baixes d’alumnes exceptuant un motiu totalment justificat com per
exemple per indicació mèdica o per indicació dels mestres de l’escola. Ens cas
que així sigui i per tal de fer-ho efectiu s’haurà d’omplir un imprès al·legant-ne
els motius i es lliurarà a l’AMPA. </span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">En cas de baixa justificada i acceptada, aquesta tindrà
validesa per al període següent de manera que en cap cas es retornarà l’import
abonat pel període en curs.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Les famílies amb rebuts pendents d’abonar d’activitats
extraescolars, llibres, material escolar o quotes d’AMPA estaran totalment
excloses de cara a matricular-se a les activitats extraescolars gestionades per
l’AMPA.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">La inscripció només podrà
ser efectiva si prèviament es procedeix a abonar l’import dels rebuts pendents.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">En totes les activitats extraescolars el monitor es farà
responsable dels alumnes que té inscrits a partir de l’hora d’inici de
l’activitat, en cap cas en serà responsable abans de l'hora d'inici ni després
de l'hora de finalització.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES" style="font-family: "symbol"; font-size: 10.5pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;">Si un alumne no té un comportament adequat i de respecte
cap el professor, companys i/o material es notificarà als pares i es prendran
les mesures oportunes per tal de reorientar la situació i si fos necessari
seria exclòs de l’activitat.</span><span style="font-family: "arial" , sans-serif; font-size: 10.5pt;"> <span lang="ES"></span></span></div>
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table.MsoNormalTable
{mso-style-name:"Taula normal";
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mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
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font-family:"Times New Roman",serif;
mso-ansi-language:ES;
mso-fareast-language:ES;}
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<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1032"/>
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<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-82509097872984077702017-09-13T05:16:00.005-07:002017-09-13T05:17:39.091-07:00RECORDATORI ASSEMBLEA PRINCIPI DE CURS<br />
<span style="font-size: 20pt; mso-ansi-language: CA;"><strong>DIA</strong></span><span style="font-size: 20pt; mso-ansi-language: CA;">: 13 de setembre de 2017</span><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt; mso-ansi-language: CA;">HORA</span></b><span style="font-size: 20pt; mso-ansi-language: CA;">:<span style="mso-spacerun: yes;"> </span>18 h </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt; mso-ansi-language: CA;">LLOC</span></b><span style="font-size: 20pt; mso-ansi-language: CA;">: BIBLIOTECA DE L’ESCOLA</span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTKU9e2W5mCfHhDByEtmCeukKgq3CczWtSEgPBx7hPh0qd3REbvDw" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><img alt="Resultat d'imatges de assemblea" border="0" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTKU9e2W5mCfHhDByEtmCeukKgq3CczWtSEgPBx7hPh0qd3REbvDw" data-sz="f" name="79vYNlmTssjdtM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTKU9e2W5mCfHhDByEtmCeukKgq3CczWtSEgPBx7hPh0qd3REbvDw" style="height: 176px; margin-top: 0px; width: 286px;" /><br />
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<span style="color: red; font-size: large;">HI HAURÀ SERVEI DE MONITORATGE</span><br />
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AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-62186752643718507402017-07-19T04:04:00.001-07:002017-07-19T04:04:05.192-07:00BONES VACANCES I RECORDEU...<span style="font-family: "arial" , sans-serif; mso-ansi-language: CA;">Benvolgudes famílies,</span><br />
<span style="font-family: "arial" , sans-serif; mso-ansi-language: CA;"><br /></span>
<span style="font-family: "arial" , sans-serif; mso-ansi-language: CA;">Iniciem les vacances i acomiadem el curs 2016-17. Ha estat un curs intens, amb canvis de membres de la Junta a qui agraïm la tasca feta, i amb incorporació de nous membres amb ganes de col·laborar i formar part de les tasques i activitats l'escola. </span><br />
<br />
<span style="font-family: "arial" , sans-serif; mso-ansi-language: CA;">Com sempre, engresquem els socis i les sòcies que teniu
molt per donar i aportar. Esperem que el curs que ve puguem créixer en
col·laboració i solidaritat.<span style="mso-spacerun: yes;"> </span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;">I recordeu, ens veiem <b>dimecres 13 de setembre a les 18 h a l'Assemblea General </b>que farem a la biblioteca de l'Escola. Us n'enviarem un correu recordatori.</span><br />
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<span style="font-family: "arial" , sans-serif;">Molt bones vacances a tothom i fins al proper curs.</span><br />
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<span style="font-family: "arial" , sans-serif;"><img alt="Resultat d'imatges de imatges free" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQw_YRZ9ZkCxU_uWCdurCfAe4nSW8aQOdgzDrSQhEEhv28VREF8KQ" data-sz="f" name="KWDRObZj8xq8IM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQw_YRZ9ZkCxU_uWCdurCfAe4nSW8aQOdgzDrSQhEEhv28VREF8KQ" style="height: 200px; margin-left: 0px; margin-right: 0px; margin-top: -8px; width: 200px;" /> </span>AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-52049531668574964722017-05-31T03:56:00.000-07:002017-05-31T04:00:09.908-07:00FOTOS DE LA CAMINADA AMPA 2017<div class="separator" style="clear: both; text-align: center;">
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<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-13472917239840218572017-05-22T03:30:00.002-07:002017-05-22T03:30:32.388-07:00ASSEMBLEA GENERAL EXTRAORDINÀRIA <!--[if gte mso 9]><xml>
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<o:TargetScreenSize>800x600</o:TargetScreenSize>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
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<w:View>Normal</w:View>
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<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; mso-ansi-language: CA;">DIA</span></b><span style="font-size: 20.0pt; mso-ansi-language: CA;">: 24 de MAIG de 2017</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; mso-ansi-language: CA;">HORA</span></b><span style="font-size: 20.0pt; mso-ansi-language: CA;">:<span style="mso-spacerun: yes;">
</span>17 h </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; mso-ansi-language: CA;">LLOC</span></b><span style="font-size: 20.0pt; mso-ansi-language: CA;">: BIBLIOTECA DE L’ESCOLA</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; mso-ansi-language: CA;">ORDRE DEL DIA</span></b></div>
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<span style="font-size: 18.0pt; mso-ansi-language: CA;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 18.0pt; mso-ansi-language: CA;">INFORMACIONS DIVERSES</span></div>
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INTENSIVA 2017-18</span><span lang="ES" style="font-family: "Spranq eco sans",sans-serif; font-size: 16.0pt;"></span></div>
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<span lang="ES" style="font-size: 18.0pt;">Propostes i votació si s’escau</span></div>
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</span></span></span><span style="font-size: 18.0pt; mso-ansi-language: CA;">TORN OBERT DE PARAULES</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; mso-ansi-language: CA;">US HI ESPEREM !</span></b></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-57418124617634641212017-05-17T00:48:00.002-07:002017-05-17T00:59:34.763-07:00PATINATGE 2017 <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
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Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</w:LatentStyles>
</xml><![endif]--><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="color: #cc0066; font-family: "comic sans ms"; font-size: 20.0pt;">FESTIVAL-CLOENDA DE PATINATGE CURS 2016/17<br />
</span></b><span lang="FR" style="color: #cc0066; font-family: "comic sans ms"; mso-ansi-language: FR;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal">
<span lang="FR" style="font-family: "comic sans ms"; font-size: 20.0pt;">Dijous<span style="mso-spacerun: yes;"> </span>25 de maig les 18 h al Pavelló Municipal de Sant Quirze de Besora </span></div>
<div class="MsoNormal">
<span lang="FR" style="font-family: "comic sans ms"; font-size: 20.0pt;"><br />
PATINATGE </span></div>
<br />
<br />
<br />
<br />
<br />
<div style="text-align: center;">
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Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
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<![endif]-->
<br />
<div class="MsoNormal">
<span lang="FR" style="font-family: "comic sans ms"; font-size: 18.0pt;">Hi esteu tots convidats: quirzets, quirzetes, tota
l'escola, mestres, pares, mares, tiets, tietes, germans, germanes, avis, àvies,
amics, amigues... <br />
<br />
<b style="mso-bidi-font-weight: normal;">ESPEREM QUE US AGRADI !!!</b></span></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-4468935862205395512017-05-05T01:54:00.004-07:002017-05-05T03:16:34.344-07:00CAMINADA AMPA 2017<!--[if gte mso 9]><xml>
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<o:AllowPNG/>
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</xml><![endif]--><span style="font-size: large;">Tal com vam informar a l'assemblea de principis de curs, repetim l’activitat de la caminada el <b>proper 28 de maig. </b></span><br />
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<h4 class="MsoNormal">
<span style="font-size: large;"><span style="font-weight: normal;">Aquest any anirem al Castell de Besora. La caminada tindrà
una durada de dues hores i un recorregut d’uns 5 quilòmetres. Us convoquem a Sta. Maria de Besora a les
8.45 h i <u>sortirem puntualment a les 9h</u>. </span></span></h4>
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<span style="font-size: large;"><span style="font-weight: normal;"><br /></span></span></h4>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuvMLx4KiS2VB4aeeqjIjTgbNKQMTwYFLmqMlzOxuOnK35paejXWukpuQoev0JD_zwM2DmJ5Wmoy-QQTFQDPzm0c_eAQBpJ9rYHaZRq_0EjJVQmd02N6uWEzSF4KORJJZ5dzxB1JrbfTQ/s1600/16836317_1275384825878982_6107623145368394007_o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuvMLx4KiS2VB4aeeqjIjTgbNKQMTwYFLmqMlzOxuOnK35paejXWukpuQoev0JD_zwM2DmJ5Wmoy-QQTFQDPzm0c_eAQBpJ9rYHaZRq_0EjJVQmd02N6uWEzSF4KORJJZ5dzxB1JrbfTQ/s400/16836317_1275384825878982_6107623145368394007_o.jpg" width="400" /></a><span style="font-size: large;"><span style="font-weight: normal;"><b>ITINERARI:</b> <span lang="ES"> <span style="color: #38761d;"><b>Sta Maria de Besora- Masia el Pla- Obaga del Revell i pujada al
Pla del Revell per l’Infern. Després carenarem fins al Castell de Besora i
baixarem una altra vegada a Sta Maria de Besora. </b></span></span></span></span></h4>
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<span style="font-size: large;"><span style="font-weight: normal;"><span lang="ES"><span style="color: #38761d;"><b> </b></span></span></span></span></h4>
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<span style="font-size: large;"><span style="font-weight: normal;"><span lang="ES">Hi ha algun pas amb
dificultat. Per això hi haurà també un camí opcional per baix. </span></span></span></h4>
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<span style="font-size: large;"><span style="font-weight: normal;"><span lang="ES"> </span></span></span></h4>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
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<div class="MsoNormal">
<span lang="ES">Un cop al Castell gaudirem d’una activitat on
ens explicaran una mica d’història del Castell. Hi haurà una actuació del grup
musical <i style="mso-bidi-font-style: normal;">Got de tuba. </i>Podeu consultar
aquesta activitat a l’enllaç:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES"><a href="http://www.montesquiu.cat/actualitat/agenda/gots-de-tuba-al-castell-de-besora-musica-i-patrimoni.html">http://www.montesquiu.cat/actualitat/agenda/gots-de-tuba-al-castell-de-besora-musica-i-patrimoni.html</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: CA;">Com l’any passat, dinarem
a la zona del poliesportiu de Santa Maria de Besora a les 13.30 h amb el menú
de <i style="mso-bidi-font-style: normal;">Ramon Pujolà </i>següent: </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: CA;">Adults</span></b><span style="mso-ansi-language: CA;">: fideuà de peix, botifarra, begudes i<span style="mso-spacerun: yes;">
</span>postres.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: CA;">Nens</span></b><span style="mso-ansi-language: CA;">: ½ fideuà de peix, ½<span style="mso-spacerun: yes;"> </span>botifarra,
begudes i postres.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: CA;">Oferirà servei de cafeteria i digestius a un preu
simbòlic a part. </span></b><span style="mso-ansi-language: CA;">Les taules, les
cadires i els plats estan inclosos.</span></div>
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<span style="mso-ansi-language: CA;"><br />
<b style="mso-bidi-font-weight: normal;">Preus</b> del dinar: adults 13€ i infantil
6€. El pagament es farà per ingrés o transferència al compte d’Ampa:</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES">ES60-0182-1806-71-0201508281</span></b><span lang="ES"></span></div>
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<span style="mso-ansi-language: CA;">Indiqueu al camp
‘concepte’ els cognoms de la família. <b style="mso-bidi-font-weight: normal;">L'últim
dia de pagament serà el 13 de maig.</b></span></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: CA;">Per a qualsevol dubte
contacteu amb la <span style="mso-spacerun: yes;"> </span>Raquel Rincón o Àngels
Sancho.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: CA;"><b>BUTLLETA </b></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES">.........................................................</span></b><span lang="ES"><br />
</span></div>
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<br /></div>
<div class="MsoNormal">
<span lang="ES">Família.......................................................Alumne/es……………………………………………………….</span></div>
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<br /></div>
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<span lang="ES">Curs<span style="mso-spacerun: yes;">
</span>................... …..<span style="mso-spacerun: yes;"> </span>Telèfon <span style="mso-spacerun: yes;"> </span>........................<br />
<span style="mso-spacerun: yes;"> </span></span><span style="mso-ansi-language: CA;"><br />
Adult/s......................................13€<span style="mso-spacerun: yes;"> </span>x..........= ... ...............€</span></div>
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<span style="mso-ansi-language: CA;">Infantil/s...................................<span style="mso-spacerun: yes;"> </span>6€ <span style="mso-spacerun: yes;"> </span>x..........=
...................€</span></div>
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<span style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><u style="text-underline: thick;">____________<span style="mso-spacerun: yes;"> </span></u></span></div>
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<span style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Total :<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>Bonificació AMPA : <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>-6 €</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><u style="text-underline: thick;">____________</u><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-left: 70.8pt;">
<span style="mso-ansi-language: CA;">TOTAL A PAGAR: <span style="mso-spacerun: yes;"> </span>....................€</span></div>
</span></span></span></h4>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-37928119703345077392017-05-02T05:29:00.002-07:002017-05-02T05:29:36.928-07:00TALLER DE CUINA EN ANGLÈS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvw8StxmbP0MpmG58U9MksX0oo3vBK6raM4C5I4K3YpmxtssYcKKzLA4YWvrtBg87Ef8wRzUq7UVVahZ-G8KR1cIGOPvVZ2JTK1SCaOM1snKInZktA-uYf_TMex1hKBhG9p2L4h26Fnng/s1600/little+chef+13+de+maig+2017+st+quirze-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvw8StxmbP0MpmG58U9MksX0oo3vBK6raM4C5I4K3YpmxtssYcKKzLA4YWvrtBg87Ef8wRzUq7UVVahZ-G8KR1cIGOPvVZ2JTK1SCaOM1snKInZktA-uYf_TMex1hKBhG9p2L4h26Fnng/s640/little+chef+13+de+maig+2017+st+quirze-1.jpg" width="452" /></a></div>
<br />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-27295860422630136162017-03-27T08:34:00.001-07:002017-03-27T08:35:36.919-07:00TALLER 'LITTLE CHEF' Dissabte 25 de març es va fer a l'escola el <i>Taller Little Chef</i> organitzat per Kids&Us. Els 8 petits chefs que van participar-hi s'ho van passar d'allò més bé. Aquí teniu algunes fotos de l'activitat:<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0e6l-dCLVBDzzn-fnzgyqGEfP3XFzsVzynfB1qVPMQ9LP7JQ-SqO_f5gLwGhGNYGLO7CJOJlgDTEsbI_Zj0V4i2bpuJ3-N_hEDRIt4pMgy91gUPPYBWWT4BqoiDYQg0oPybvtlbD_tKc/s1600/_20170326_220338.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0e6l-dCLVBDzzn-fnzgyqGEfP3XFzsVzynfB1qVPMQ9LP7JQ-SqO_f5gLwGhGNYGLO7CJOJlgDTEsbI_Zj0V4i2bpuJ3-N_hEDRIt4pMgy91gUPPYBWWT4BqoiDYQg0oPybvtlbD_tKc/s320/_20170326_220338.JPG" width="286" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxN4ptKBNAZyLB38UHa2fMkT9wUdonxaBZo0-_AOg69tBDUMMoIr9QHVxdNUwiQMeuCjI64rXTLrVA9l8aPrlxuSSOLH0SKSVh883qDuQ_13OPdSL7Am1FdZhqRmCFuwHAyROpRGWs-Ag/s1600/_20170326_220724.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxN4ptKBNAZyLB38UHa2fMkT9wUdonxaBZo0-_AOg69tBDUMMoIr9QHVxdNUwiQMeuCjI64rXTLrVA9l8aPrlxuSSOLH0SKSVh883qDuQ_13OPdSL7Am1FdZhqRmCFuwHAyROpRGWs-Ag/s320/_20170326_220724.JPG" width="257" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicQQHAj55AJeBMqixtzlm5WgQZJxcxv2-uOdlO2ZGeQf26ulT5Cu877Z4pWE6FL7I584MHu4ZLXVTEwakQFi8rALvnvj5-fkkFnnAa_813EbRgTSIZUlQRniOT_Lhv6ZwO7pHU72MOcu0/s1600/_20170326_221028.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicQQHAj55AJeBMqixtzlm5WgQZJxcxv2-uOdlO2ZGeQf26ulT5Cu877Z4pWE6FL7I584MHu4ZLXVTEwakQFi8rALvnvj5-fkkFnnAa_813EbRgTSIZUlQRniOT_Lhv6ZwO7pHU72MOcu0/s320/_20170326_221028.JPG" width="320" /></a></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-43414675408404725492017-03-20T12:50:00.001-07:002017-03-20T12:50:50.526-07:00XERRADA SOBRE ALIMENTACIÓ<img class="slide_image" data-full="https://image.slidesharecdn.com/1617tallersdiputacixerrada-170315211843/95/1617-tallers-diputaci-xerrada-1-1024.jpg?cb=1489612762" data-normal="https://image.slidesharecdn.com/1617tallersdiputacixerrada-170315211843/95/1617-tallers-diputaci-xerrada-1-638.jpg?cb=1489612762" data-small="https://image.slidesharecdn.com/1617tallersdiputacixerrada-170315211843/85/1617-tallers-diputaci-xerrada-1-320.jpg?cb=1489612762" id="img_slide_image" src="https://image.slidesharecdn.com/1617tallersdiputacixerrada-170315211843/95/1617-tallers-diputaci-xerrada-1-638.jpg?cb=1489612762" />AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0tag:blogger.com,1999:blog-707663742686548710.post-3987082816291251072017-03-16T02:06:00.002-07:002017-03-16T02:06:30.031-07:00PAGAMENT EXTRAESCOLARS TERCER PERÍODE<!--[if !mso]>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Taula normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Times New Roman",serif;
mso-ansi-language:ES;
mso-fareast-language:ES;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="margin-bottom: 6.0pt; tab-stops: list 36.0pt; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 11.0pt;"></span></div>
<div class="MsoNormal" style="tab-stops: list 32.2pt 36.0pt; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 14.0pt;">Us recordem que ja
podeu fer el pagament del tercer període de les extraescolars que organitzem
des d’Ampa. </span></div>
<div class="MsoNormal" style="tab-stops: list 32.2pt 36.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 14.0pt;">El pagament es podrà realitzar fins al 17 de març </span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt;">i es farà en aquestes
modalitats:</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 14.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><u><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-bidi-font-weight: bold;">Fent un ingrés al compte d’AMPA per mitjà del caixer automàtic del BBVA.</span></u></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 53.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 53.45pt; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 14.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><u><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-bidi-font-weight: bold;">Fent una transferència al compte d’AMPA.</span></u></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 14.0pt;">El codi IBAN de l’AMPA és: ES60-0182-1806-71-0201508281
Quan es faci el pagament cal indicar<span style="mso-spacerun: yes;"> </span><u>només
el nom de l'alumne.</u></span></b></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -3.4pt; mso-border-alt: solid black .75pt; mso-border-insideh: .75pt solid black; mso-border-insidev: .75pt solid black; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 416; width: 580px;">
<tbody>
<tr style="height: 19.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: black; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" width="235">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "Arial",sans-serif; font-size: 10.0pt;">Activitat</span></div>
</td>
<td style="background: black; border-left: none; border: solid black 1.0pt; height: 19.25pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-pattern: solid black; mso-shading: white; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "Arial",sans-serif; font-size: 10.0pt;">Activitat
+</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "Arial",sans-serif; font-size: 10.0pt;">activitat
exprés</span></div>
</td>
</tr>
<tr style="height: 151.15pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Anglès </span></b></div>
<div class="MsoNormal" style="margin-top: 6.0pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" valign="top" width="235">
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">SAM-EMMA-OLIVER-MARCIA-PAM&PAUL:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">51€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"> </span>BEN&BRENDA: 27€</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><br />
TWEENS1-TWEENS2: 50 €</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;"><br />
TWEENS3-TWEENS4: 165 €</span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">
</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 151.15pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bidi-font-weight: bold;">67,00 €<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;"></span></div>
</td>
</tr>
<tr style="height: 15.7pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Dibuix</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" width="235">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">45€</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">61€</span></div>
</td>
</tr>
<tr style="height: 30.65pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 30.65pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Mecanografia
3r </span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 30.65pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" width="235">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">0€ (subvencionat per
l’AMPA)</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 30.65pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">16€</span></div>
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>(només aplicable a la tarda)</span></div>
</td>
</tr>
<tr style="height: 15.7pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Mecanografia
4rt, 5è i 6è</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" width="235">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">45€</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.7pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" width="221">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">No aplicable</span></div>
</td>
</tr>
<tr style="height: 19.95pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Natació
</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" valign="top" width="235">
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">5€</span></div>
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">45€ per als qui
comencin aquest trimestre</span></div>
<div class="MsoNormal" style="margin-left: 74.75pt; tab-stops: list 74.75pt;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">No aplicable</span></div>
</td>
</tr>
<tr style="height: 19.95pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.45pt;" width="125">
<div class="MsoNormal" style="margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">Patinatge</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 175.95pt;" valign="top" width="235">
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="tab-stops: list 74.75pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">10€</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 19.95pt; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 165.75pt;" valign="top" width="221">
<div align="center" class="MsoNormal" style="margin-top: 6.0pt; text-align: center;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt;">26€</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: 3.0pt; text-align: justify;">
<br /></div>
AMPA SEGIMON COMAShttp://www.blogger.com/profile/17555728588211329237noreply@blogger.com0