tag:blogger.com,1999:blog-18600101979534722292024-03-14T11:51:54.136+01:00Blog para padres y madres. CEIP "Benedicto XIII" Illueca (Zaragoza)CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.comBlogger36125tag:blogger.com,1999:blog-1860010197953472229.post-9703467532130345692013-10-03T14:03:00.002+02:002013-10-03T14:03:24.971+02:00Video con pautas para educar a nuestros hijos de Emilio CalatayudEn estos videos D.Emilio Calatayud, Juez de Menores de Granada, nos da pautas para educar a nuestros hijos desde su experiencia con menores que han tenido problemas. Además lo hace de una forma muy amena y divertida contando muchos casos reales de los que podemos aprender. <br />
Son videos bastante largos, duran más de una hora, pero será una hora muy bien invertida como padres, sobre todo de los alumnos más mayores de 5º y 6º que pronto pasarán al Instituto y cambiarán de NIÑOS a ADOLESCENTES. Pero igualmente son recomendables para cualquier familia.<br />
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1. COFERENCIA REALIZADA EN ZARAGOZA EN 2012 <br />
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2. CONFERENCIA REALIZADA EN LA CORUÑA EL 29 DE MAYO DE 2013<br />
A partir del minuto 8:50
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CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com1tag:blogger.com,1999:blog-1860010197953472229.post-21288820099140832522012-05-04T15:54:00.001+02:002012-05-04T15:54:37.120+02:00Enlaces de campamentos de verano 2012:<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>El
Ampa del Colegio Benedicto XIII publica estos<span style="mso-spacerun: yes;">
</span>enlaces de empresas que se han puesto en contacto con nuestra asociación
para presentarnos sus proyectos de campamentos de verano. Para las familias que
pudieran estar interesadas, éstos son los enlaces y teléfonos de contacto,
también tenéis información en el tablón de anuncios del Colegio ( enfrente de
secretaría)</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="font-size: 18.0pt;"><br /></span></u></i></b></div>
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<span style="font-size: 14.0pt;"><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-size: 14.0pt;">Campus de fútbol y aventura</span></b></div>
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COVALEDA (Soria) del 8 al 14 de
julio del 2012</div>
<div class="MsoNormal" style="margin-left: 24.0pt;">
<span style="mso-spacerun: yes;">
</span><a href="http://www.fourgest.es/">www.fourgest.es</a></div>
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<br /></div>
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<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Campamentos Multiaventura con actividades en inglés</span></b>.</div>
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MORATA DE JALÓN (Zaragoza)</div>
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<span style="mso-spacerun: yes;">
</span><a href="http://www.jalonactivo.com/">www.jalonactivo.com</a></div>
<div class="MsoNormal" style="margin-left: 24.0pt;">
<span style="mso-spacerun: yes;"> </span>699574059/ 699941185</div>
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<br /></div>
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<br /></div>
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<span style="font-size: 14.0pt;"><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-size: 14.0pt;">Campamentos urbanos en Zaragoza.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;"> </span></b><span style="mso-spacerun: yes;"> </span><a href="http://www.ense%c3%b1alia.com/">www.enseñalia.com</a>
/campamentosveranozaragoza</div>
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<br /></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-56524916362509092312012-04-24T13:11:00.000+02:002012-04-24T13:13:55.235+02:00LA IMPORTANCIA DE LA ALIMENTACIÓN<br />
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<a 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" 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<br />CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-71359585655688819742012-04-20T10:19:00.000+02:002012-04-20T10:19:51.310+02:00INFORMACIÓN DE FAPAR<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:TargetScreenSize>1024x768</o:TargetScreenSize> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:HyphenationZone>21</w:HyphenationZone> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> </w:Compatibility> </w:WordDocument> </xml><![endif]--><!--[if gte mso 10]> <style>
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<div align="center" class="Sinespaciado" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">PARTICIPACIÓN DE MIEMBROS DE LA ASOCIACIÓN ARAGONESA DE PSICOPEDAGOGÍA EN EL PROGRAMA “TALLER DE PADRES”</span></b></div><div align="center" class="Sinespaciado" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">ONDA 0 ZARAGOZA (Pº ECHEGARAY Y CABALLERO)</span></b></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="Sinespaciado" style="text-align: justify;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">La sección se enmarcaría los miércoles, a las 19:10. </span></div><div class="Sinespaciado" style="text-align: justify;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"> <span style="mso-tab-count: 1;"> </span></span></div><div class="Sinespaciado" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">ABRIL</span></b></div><div class="Sinespaciado" style="text-align: justify;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>18 -<span style="mso-spacerun: yes;"> </span>Programa de presentación. Análisis de la situación educativa actual.</span></div><div class="Sinespaciado" style="text-align: justify;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">Juan A. Planas (Presidente de la Asociación Aragonesa de Psicopedagogía y Orientador en el IES Tiempos Modernos)</span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal"><span style="font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>25 – Emociones infantiles, ¿cómo entenderles? </span></div><div class="MsoNormal"><span style="font-family: Arial; font-size: 10.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Erika Peiró Solanas<br />
<span style="mso-spacerun: yes;"> </span>Orientadora y vocal de la Asociación</span><span style="font-family: Tahoma; font-size: 10.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="Sinespaciado" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">MAYO</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>2 – Habilidades sociales (contexto de colegio y otros ámbitos).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ana Navarro Educadora social</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>9 -<span style="mso-spacerun: yes;"> </span>Rutinas, ¿necesarias? </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Conchita Casales. Freelance y experta en comunicación emocional</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>16 – Actividades extraescolares, ¿qué les pueden aportar? </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Lucía Aparicio.<span style="mso-spacerun: yes;"> </span>Psicopedagoga</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>23 – Relaciones interpersonales en el entorno </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Alejandra Cortés. Prof. Universidad de Zaragoza. Facultad de Educación</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>30 -<span style="mso-spacerun: yes;"> </span>Comportamiento en el aula </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Clara Aladrén. Psicóloga</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="Sinespaciado" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">JUNIO</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>6 – Crecimiento emocional en niños. <span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Marta Gutiérrez. Doctora en Pedagogía y maestra de Pedagogía Terapéutica</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>13 – Crecimiento emocional en adolescentes </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Norberto Cuartero. Prof. de Ed. Secundaria y experto en E. Emocional</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>20 - Actitud ante el estudio. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;">A</span><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">ntonio Reloba Castro. Educador social</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="Sinespaciado" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>27 - Papel del profesor/tutor</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Jesús Zapatero Herranz. <span style="mso-spacerun: yes;"> </span>Orientador y vocal de medios de comunicación de la Asociación</span><span style="font-family: Tahoma; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-75742912760664635792011-10-11T11:20:00.000+02:002011-10-11T11:20:04.625+02:00Biblioteca "Colorín Colorado"- Actividades para familiasHola familias:<br />
<br />
Como en años anteriores dos propuestas queremos hacer para participar en el centro desde la biblioteca:<br />
<i><u><b>1º.- Ayudar en el préstamos de libros:</b></u></i> Solamente tienes que dedicar media hora semanal para prestar los libros de la biblitoeca, de 13:00 a 13:30 o de 16.30 a 17:00.<br />
<br />
<u><b>2º.- Participar en el grupo de Leer Juntos.</b></u> Si te gusta leer, nos reuniremos una vez al mes, los martes de 16:30 a 18:00 para comentar el libro que nos hemos leído en ese mes. El único requisito es leer el libro que nos ponemos como tarea para cada mes. En general los libros son cortos para que nos dé tiempo a leerlos.<br />
<br />
EL DUENDE LA LA BIBLIOTECA "Colorín Colorado"CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-42085061149458126722011-09-20T12:39:00.000+02:002011-09-20T12:39:42.433+02:00MEMORIA ECONÓMICA 2010-11<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:HyphenationZone>21</w:HyphenationZone> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 10]> <style>
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<div align="center" class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: center;"><span style="font-size: x-small;"><b><span>BALANCE DE CUENTAS CURSO: 2010-2011</span></b></span></div><div align="center" class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: center;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span>Saldo inicial CAI<span> </span></span>16-sep-2010<span><span> </span><span> </span><b><span style="background: none repeat scroll 0% 0% yellow;">1.236,34 euros</span></b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span>______________________________________________</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Descuento libros<span> </span><b>(CURSO 2009-2010)</b><b><span><span> </span><span> </span><span> </span><span> </span></span>856,57 eur</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Venta lotería <span> </span><span> </span><span> </span>5.672 eur<span> </span><span> </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span> </span>Acreedores<span> </span>0,34 eur</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Cuota socios:<span> </span><span> </span><span> </span><b>REMESA<span> </span><span></span>4.260<span> </span></b>eur 213<span> </span>recibos</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span> </span><b>DEVOLUC<span> </span></b><span> </span><span> </span>-140<span> </span>eur 11 dev-<span> </span>cob-7</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b><span> </span><span> </span>PAGADOS EFECTIVO</b><span> </span>260<span> </span>eur 18 recibos</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span> </span><b>COMISIONES<span> </span></b>-135,46 eur</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">TOTAL ALUMNOS =<span> </span><b>245<span> </span></b><span> </span>SIN PAGAR= <b>9 </b>recibos</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">COMISIÓN REMESA<span> </span>=</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">TOTAL RECAUDACION CUOTA = <b>4.380</b><span> </span><b>euros</b><span> </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b><span> </span>TOTAL RECAUDACION------------12.009,79</b><b><span></span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; font-family: Verdana,sans-serif; margin-left: 5.4pt;"><tbody>
<tr> <td style="border: 3pt double windowtext; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div class="MsoNormal"><span style="font-size: x-small;"><b><span>FECHA</span></b></span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 146.15pt;" valign="top" width="195"> <div class="MsoNormal"><span style="font-size: x-small;"><b><span>CONCEPTO</span></b></span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div class="MsoNormal"><span style="font-size: x-small;"><b><span>CURSO 2009-2010</span></b></span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div class="MsoNormal"><span style="font-size: x-small;"><b><span>CURSO<span> </span>2010-2011</span></b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">DICIEMBRE</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Fiesta navidad</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">686´60</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>600´73</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">ENERO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Cross escolar</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">68´96</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>86´61</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">FEBRERO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Fiesta carnaval</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">222´38</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>222´50</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">MARZO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Charla</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">0</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">ABRIL</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Semana cultural</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">0</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">MAYO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Charla</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">0</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">JUNIO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Olimpiadas +hinchables</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">844´62</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>1.041´21</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>JUNIO</b></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Camisetas (3 años)</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">1.162´50</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>160</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">JULIO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">revista</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">1.927´13</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Aportación al Colegio</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">1.000</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>1.000</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">FAPAR (36eu/trim.)</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">144´32</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>144´40</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">SEGUROS ALIANZ</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">50</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>CANCELADO</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">mochilas</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">907´12</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>826</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Sello APA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">24</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>75´21</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">LOTERIA PAGO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>4.940</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt; width: 76.8pt;" valign="top" width="102"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">LOTERIA juega APA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"> <div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b><span> </span>36</b></span></div></td> </tr>
</tbody></table><div align="center" class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: center;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b><span>El saldo de la cuenta se queda ---------------------------- <span style="background: none repeat scroll 0% 0% yellow;">2.884,90 EUROS</span></span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b><span>Fecha 13 de Septiembre, 2011.</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b><span>PENDIENTE COBRO DESCUENTO DE LIBROS<span> </span>(Bolibloc) curso 2010-2011</span></b></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.comtag:blogger.com,1999:blog-1860010197953472229.post-74220612578995675372011-09-20T12:37:00.003+02:002011-09-20T12:40:46.819+02:00MEMORIA ECONÓMICA 2009-10<div class="MsoNormal"><b><span style="font-size: 16pt;"> <span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;">BALANCE DE CUENTAS CURSO: 2009-2010</span></span></span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Saldo inicial CAI (27-09-2009) <span style="background: none repeat scroll 0% 0% yellow;">2.770 euros</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">______________________________________________</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"> </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Rifa ordenador 1.760 euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Venta ordenador 480 euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Cuota socios: <b>REMESA 4.440 </b>euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"> <b>DEVOLUC </b> -120 euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b> PAGADOS EFECT</b>. +<b>180</b> euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"> <b>COMISIONES </b>-119´09 euros</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"> <b>TOTAL RECAUDACIÓN------------------------------------ 9.390´91</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; font-family: Verdana,sans-serif;"><tbody>
<tr> <td style="border: 3pt double windowtext; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal"><span style="font-size: x-small;"><b>FECHA</b></span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 146.15pt;" valign="top" width="195"><div class="MsoNormal"><span style="font-size: x-small;"><b>CONCEPTO</b></span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div class="MsoNormal"><span style="font-size: x-small;">CURSO 2008-2009</span></div></td> <td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: double double double none; border-width: 3pt 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div class="MsoNormal"><span style="font-size: x-small;"><b>CURSO 2009-2010</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">DICIEMBRE</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Fiesta navidad</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">581´55</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>686´60</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">ENERO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Cross escolar</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">53´76</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>68´96</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">FEBRERO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Fiesta carnaval</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">279´28</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>222´38</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">MARZO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Charla</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">ABRIL</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Semana cultural</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">177</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">MAYO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Charla</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>0</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">JUNIO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Olimpiadas </span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">1.155´03</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>844´62</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">FAPAR (36eu/trim.)</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">144</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>144´32</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Seguros Alianz</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">85</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>50 Ibercaja</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">JULIO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">revista</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>1.927´13</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">camisetas</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>1.162´50</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">OCTUBRE</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Mantenim.ordenadores</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>300</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Novi/Diciem</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Mantenim.ordenadores</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>240</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Aportación Colegio</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div class="MsoNormal"><span style="font-size: x-small;"><b> 1.000</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Tarjetas ident. APA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>24</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal"><span style="font-size: x-small;">Ordenador para rifa</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>580</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">Mochilas 6º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;"><b>907´12</b></span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none double double; border-width: medium 3pt 3pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: x-small;">TOTAL</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 101.55pt;" valign="top" width="135"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none double double none; border-width: medium 3pt 3pt medium; padding: 0cm 5.4pt; width: 95.7pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div></td> </tr>
</tbody></table><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b>El saldo de la cuenta se queda ------------------<span style="background: none repeat scroll 0% 0% yellow;">1.236´34 EUROS</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b> 16- Septiembre-2010</b></span></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.comtag:blogger.com,1999:blog-1860010197953472229.post-28348087960104384352011-09-20T12:36:00.002+02:002011-09-23T11:19:17.235+02:00MEMORIA 2010-11<div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><b> <span style="background: none repeat scroll 0% 0% yellow;">MEMORIA CURSO 2010-2011</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt;"><span style="font-size: x-small;"><b> SEPTIEMBRE:</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 54pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>Debido a la petición de algunas familias, </b>se organiza junto al Colegio la actividad de LUDOTECA durante dos semanas de jornada continua en el mes de Septiembre, en horario de 3 a 6 de la tarde. Tenemos una <u>primera reunión con las monitoras</u> y decidimos hacer un sorteo entre las que pueden trabajar en Septiembre. Salen dos grupos y trabajan Rosi y Ana.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">-<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se <b>proponen diversas actividades</b> para la APERTURA DE CENTRO durante el resto del año: Ludoteca- Infantil, Ludoteca- Estudio, Mecanografía e Informática, Taller de Periodismo, Aerobic, Introducción al francés, Dibujo…</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">-<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Las actividades que finalmente pueden organizarse debido al número de niños apuntados son: Ludoteca y Mecanografía e Informática. </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"> </span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 54pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>Se hace la selección de las monitoras de ludoteca</b> .Como en el año anterior hay <b><u>menos niños</u></b> que en cursos pasados, (en Infantil hay 2 clases menos, son unos 40 niños menos). Para que salga <b>rentable</b> una clase de ludoteca son necesarios una media de 14 niños por monitora para poder soportar el gasto del sueldo de ellas más los gastos de gestoría que nos pasa el Ayuntamiento anuales, etc. Por lo tanto<u>, tenemos</u> <b>que contratar una monitora menos</b> (en Infantil este año solo hay 4 clases). Valoramos la experiencia y la titulación de las monitoras y decidimos que Nati trabaje los 9 meses puesto que es la que tiene mayor titulación y el resto de las monitoras (Rosi, Charo, Ana y Conchita ) se vayan turnando para que cada una trabaje unos 7 meses y <u>ninguna tenga que ser despedida</u>. Creemos que es lo más justo. <u>Lo exponemos a las</u> <u>partes implicadas</u> (Monitoras, Ayuntamiento y Colegio) y TODOS muestran su APROBACIÓN. Vanessa da las clases de Mecanografía-Informática (4 días a la semana), los viernes los dedica al mantenimiento de los ordenadores del colegio.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">-<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se pide al ayuntamiento un<b> extracto</b> de los movimientos <b>de la cuenta de la Ludoteca</b> (independiente de la del AMPA), con la que se paga a las monitoras, gestoría, etc. No sabíamos el dinero que había puesto que el ejercicio 2009-2010 había resultado muy justo. (85 Euros de beneficio). El 14 de Septiembre de 2010 hay un saldo de 2.682. Euros. <b>Este dinero se había ido acumulando durante los 7 años en los que la Ludoteca lleva funcionando.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">-<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Después de comparar precios y modelos<b> se encargan los chándals, </b>que nos pagan por anticipado a la tienda de Deportes de Calatayud. Nos aseguran que no habrá problemas en servirnos ese modelo por lo menos durante 3 años.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt;"><span style="font-size: x-small;"><b> OCTUBRE- NOVIEMBRE-DICIEMBRE</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">-<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Creemos que es mejor para el funcionamiento del AMPA que <b>siempre haya dos</b> <b>personas que se queden en la Junta y no empiecen todas nuevas</b>. Decidimos pedir voluntarias o hacer sorteo en la clase de 1º de Infantil. </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><span style="font-size: x-small;"> Se ofrecen dos madres voluntarias: <b>Mª José García y Pili García</b>. </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><span style="font-size: x-small;">A partir de este curso forman parte de la Junta y se quedarán al menos otro año más. De esta forma <b>SIEMPRE HAY alguien que conoce el funcionamiento</b> y los pasos a seguir del AMPA. </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 54pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Recibimos los <b>chándals </b>y se reparten por aulas.( Precio final : <b>27 euros</b>. Se devuelve la diferencia)</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Hacemos lo mismo con el tema de las <b>camisetas</b>, se encargan sobre pedido y previo pago. Hay profesores, sobre todo de Educación Física, que cogen camisetas para dar ejemplo a los niños. (Precio:4 euros manga corta , 4.50 euros manga larga )<b>SUBIDA DE PRECIO de algodón, CONSULTAR DE NUEVO</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se hace <b>lotería de Navidad</b> para recaudar dinero para el AMPA, cada delegada de curso nos repartimos un taco de 50 números, la compramos en la Administración de La Almunia (en el recibo se juega 5,20 y de donativo 0,80 céntimos), jugamos 4.940 euros con lo cual hemos recaudado---- <b>760 EUROS.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Repartimos una <b>carta a todas entidades bancarias</b> solicitando caramelos, globos y demás regalos para las próximas fiestas navideñas.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se <b>solicita la charla trimestral a FAPAR</b>, esta vez nos conceden la charla, “HIPERACTIVIDAD Y DEFICIT DE ATENCION INFANTIL”. Hay mucha afluencia.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se propone un <b>cuenta-cuentos</b> para el Colegio de Infantil ,1º y 2º de Primaria el día 21 de diciembre. (<b>Nos lo concede la Comarca</b>).</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se <b>compran los juguetes</b> para regalar a INFANTIL ,1º Y 2º PRIMARIA.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>Decoramos el gimnasio</b> para el día de los <b>Reyes Magos</b> y se rellenan las bolsitas de caramelos con la que se obsequiaran a los niños de INFANTIL Y 1º· y 2º· PRIMARIA. Se compran bombones para los Reyes.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se <b>reparten las napolitanas y agua en el festival de Navidad en el Pabellón.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 144pt;"><span style="font-size: x-small;"><b>SEGUNDO TRIMESTRE</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>En el <b>CROSS de San Babil</b>, repartimos <b>agua y chocolatina</b>, (este año como novedad se hace una carrera entre profesores y padres a nivel no competitivo para animar a los niños).</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Preparamos un <b>taller de ajedrez</b> durante 2 meses y se apuntan 14 niños de Primaria, ( el coste total es de 5 euros para los que están en ludoteca y 20 euros para los que no realizan ninguna otra actividad extraescolar )</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se vuelve <b>a solicitar la charla del segundo trimestre</b> a FAPAR. Es <b>DENEGADA </b>por recortes. Se la conceden a Gotor y nos invitan a asistir.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 0cm; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>Se solicitan varias subvenciones</b>: una a PRESIDENCIA, otra a MEDIO AMBIENTE, y otra nos hace el proyecto Pascual. Es sobre tema de lectura y colaboramos 3 AMPAS de la zona, Brea, Illueca y Jarque.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 0cm; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><span style="font-size: x-small;">No nos conceden ninguna de ellas, pero hay que <b>seguir INTENTANDOLO</b>.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Volvemos a ponernos en contacto con el Alcalde, para tratar el tema del Comedor Escolar.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>El Alcalde nos dice que se <b>ha aprobado una subvención</b> para <b>realizar un Comedor Escolar</b> en el Colegio. El Arquitecto ha estudiado el lugar donde se realizaría la obra. Antes de empezarla hay que <u>asegurarse de que siga habiendo familias interesadas en este servicio</u>. Necesitamos un <u>mínimo de 25 niños para que la DGA subvencione la comida y las dos horas que trabajan las monitoras</u>. El precio que marca la DGA es <b>de 74 € al mes</b>. </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span> Después de volver a informar y preguntar a los padres, NO HAY SUFICIENTES FAMILIAS interesadas en el Comedor ( La crisis…)</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Como el Ayuntamiento tenía el 90 x ciento de la subvención aprobada para construir el edificio, se le plantea la <b>posibilidad de realizar la obra y utilizarla</b> para comedor de profesores u otras actividades (Representación de obras, conciertos, etc.) hasta que haya el número requerido por la DGA, o bien comenzar con los niños apuntados y hablar con los bares o restaurantes que estuvieran interesados en preparar la comida. (Esto saldría mucho más caro para las familias<b>). Lo importante es que no se pierda la subvención</b>.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>El Alcalde nos asegura que la subvención no se pierde</b>, se utiliza para otra necesidad.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Hacemos un donativo al colegio para comprar material, y se compran unos <b>cañones</b> para <b>Infantil</b> <span style="background: none repeat scroll 0% 0% yellow;">(700 euros</span>), también donamos para comprar <b>libros para la biblioteca</b> (<span style="background: none repeat scroll 0% 0% yellow;">300 euros</span>).</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Hablamos con Mª Jesús para concertar algún cuenta-cuentos o actividad para la SEMANA CULTURAL o para fin de curso.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Para los premios que se entregarán a los niños que han participado en la visita a la Biblioteca con la temática del “MIEDO”, regalamos al Colegio <b>caramelos, gorras y cromos</b>.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se lleva a cabo en Illueca la actividad COMARCAL de ATLETISMO. Se consulta con el AMPA de Brea si quieren que se de algún almuerzo. La idea es que cada AMPA pague la parte correspondiente a sus alumnos, puesto que no es justo que un colegio pequeño tenga que pagar TODO otro año. Nos dicen que NO.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif;"><br />
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</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b> TERCER TRIMESTRE</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se decide por mayoría, <b>dar las camisetas</b> del Colegio <b>cada dos años</b>, en el cambio de ciclo, (con este dinero se puede colaborar con el Colegio en otras actividades o materiales educativos).</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Por parte del AMPA se quiere hacer la <b>revista</b> anual del Colegio, pero algunos profesores este año no tienen motivación ni ganas de hacerla <b>por todo el trabajo que supone</b>.(NO ES SU OBLIGACIÓN) </span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Proponemos hacerla nosotras (AMPA) con la ayuda VOLUNTARIA de Pascual y Julio.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Ante la dificultad para elegir las fotos, redacciones, trabajos de los niños… <b>decidimos no hacerla</b>.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>La última semana de mayo se hace una <b>Semana Cultural</b>. Tenemos <b>3 charlas</b>: una sobre “Lectura y Familia”, otra sobre el nuevo Decreto de “Derechos y Deberes dentro de los Centros” y por ultimo otra sobre “Resolución de Conflictos “.También se hace un <b>cuenta-cuentos para</b> <b>Infanti</b>l, financiado por la DPZ . Se organiza un <b>Torneo de Ajedrez</b> y se les da un diploma a los niños. Habíamos pensado en realizar más talleres para los niños a partir de las 4:30 pero finalmente no pudieron hacerse.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Como deber pendiente para el próximo año, en la charla de FAPAR se nos dijo que deberíamos tener a nuestro alcance “<b>la Carta de Deberes y Derechos dentro de los Centros “y el “Reglamento del Régimen Interno “RRI.</b></span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>El Colegio y el AMPA deciden gastar 2.700 Euros en comprar ordenadores para todas las clases. Este dinero es de la CUENTA DE LA LUDOTECA, del dinero que se ha ido quedando durante los 7-8 años de funcionamiento, <b>por lo que no se pueden beneficiar sólo los que están actualmente en la ludoteca, ya que han ido pasando muchos niños.</b></span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Hasta Mayo no se sabe el balance económico del curso más o menos. <b>Depende de sí se han apuntado o desapuntado muchos niños durante ese año, puesto que se contrata a las monitoras en Octubre en función de los niños que hay ese mes y haciendo un cálculo aproximado para que no se pierda dinero . </b>Además de los gastos de personal (415,56 € por mes y monitora en este curso), hay que añadir los Gastos Financiero C.R.J. ( unos 347,37€ cada curso) y los gastos de Gestoría ( 41 € por mes.)</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b> </b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify;"><span style="font-size: x-small;"><b> FIN DE CURSO.</b></span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Ante el éxito de los <b>hinchables</b> del año pasado (por parte de niños, padres y maestros), se decide volver a contratar a la empresa.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se reparten <b>bocadillos y agua</b>. Muchas madres colaboran en prepararlos.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se compra una <b>placa para Pascual</b>, puesto que termina como director del colegio, después de 9 años.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Pascual nos vuelve a pedir aportación para comprar libros para los padres para las maletas viajeras. Decidimos dejarlo para el próximo curso, con la nueva Junta del APA.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>En la compra de los libros., seguimos <b>manteniendo el porcentaje de descuento</b> que pactó la anterior JUNTA del AMPA .</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se prepara una cita con el NUEVO Alcalde para hablar sobre la cuenta del cobro de los recibos de extraescolares. Está gestionada por el Ayuntamiento y pensamos que es mejor desvincularla, y ponerla en orden. <b> </b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Se pide <b>información y presupuesto</b> a la empresa SUARDE, para hacernos una idea y ver si nos interesaría que la gestión y la contratación de monitoras la hicieran ellos. Para nosotras, <b>ESTO ES LO MÁS DÍFICIL e INGRATO</b>.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>En la mayoría de colegios es una empresa quien lo gestiona, contratada por el AMPA. <b>Ni los Ayuntamientos ni los directores de los colegios se encargan de esto. NO es su responsabilidad. (FAPAR).</b></span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>El precio sale muy parecido, faltaría concretar JUNIO. <b>LAS MONITORAS SERÍAN</b> <b>LAS MISMAS</b> puesto que los niños están contentos con ellas.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>El beneficio económico que pudiera haber (Cuando hay más de 14 niños por monitora) sería para la empresa.</span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>LA NUEVA JUNTA TIENE QUE VALORAR DETENIDAMENTE QUÉ ES MÁS BENEFICIOSO PARA TODOS: PADRES, NIÑOS, COLEGIO, AMPA</b></span></div><div class="ListParagraph" style="font-family: Verdana,sans-serif; margin-left: 18pt; text-align: justify;"><br />
</div><div class="ListParagraph" style="font-family: Verdana,sans-serif; line-height: 115%; margin: 0cm 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;"><span style="font-size: x-small;">·<span style="font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Si se sigue haciendo como hasta ahora, hay que <b>concretar todo</b> con el Ayuntamiento y el Colegio. ya que no hay nada escrito ni visible con lo que poder orientarte, tanto en el tema de los despidos como la selección de personal (SE NECESITA UN CRITERIO PARA COGER O NO COGER A LAS MONITORAS Y SOBRE TODO TRANSPARENCIA). Lo ideal sería que en la reunión se fijaran unas <b><u>bases de funcionamiento</u></b><u> </u>de la ludoteca para no tener problemas futuros.</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"> Cuando entras nueva en la asociación y formas parte de la Junta es la primera decisión que debes tomar sin tener conocimiento de nada. No hay papeles en los que poder guiarte y por ello es:<b> IMPORTANTE crear un convenio Ayuntamiento, Colegio y AMPA para las extraescolares y dejar muy claras todas obligaciones, responsabilidades y derechos de ca</b><b>da parte.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>7 DE SEPTIEMBRE: ELECCIÓN DE LA NUEVA JUNTA DEL AMPA.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>La elección se realiza de la siguiente forma. Se elige un representante de cada clase del colegio, en aquellas en las que NO HAY PERSONAS VOLUNTARIAS, se procede al SORTEO. Unas niñas eligen de una bolsa unas papeletas con números. El número elegido se comprueba con la lista de niños de la clase correspondiente. </b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>LA NUEVA JUNTA ESTÁ FORMADA POR:</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>PRESIDENTA: Mª JOSÉ GARCÍA</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>VICEPRESIDENTA:</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>TESORERA: CRISTINA</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>SECRETARIA:</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: x-small;"><b>VOCALES:</b></span><br />
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<div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Como despedida queremos recalcar que hemos dedicado muchísimas horas de nuestro tiempo en <b>intentar hacerlo lo mejor posible</b>, buscando siempre el BENEFICIO de TODOS LOS NIÑOS que hay en el colegio. Cuantas más actividades puedan hacerse, cuanto mejor sean las instalaciones, los materiales, libros, ordenadores etc.,<span> </span>que puedan utilizar, mejor estarán nuestros hijos.</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">GRACIAS a TODOS por vuestro apoyo y comprensión y especialmente a la dirección del colegio, el Ayuntamiento y la Comarca por su colaboración.</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Y ÁNIMO a la Nueva Junta, seguro que lo hacéis muy bien y lográis un montón de cosas.</span></div></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-4769287781208388182011-09-20T12:33:00.001+02:002011-09-23T11:14:37.268+02:00MEMORIA APA 2009-10<div class="MsoNormal" style="text-align: left;"><b><span style="font-size: 16pt; line-height: 115%;"> <span style="font-family: Verdana,sans-serif;"> </span><span style="font-family: Verdana,sans-serif;"> <span style="font-size: x-small;"> </span></span><span style="font-family: Verdana,sans-serif; font-size: x-small;"><span style="background: none repeat scroll 0% 0% yellow;">MEMORIA 2009—2010</span></span></span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-</span><span style="line-height: 115%;">El día <b>24 de septiembre de 2009</b> se hace el cambio de la <b>nueva Junta del AMPA</b> que salió compuesta después de realizar el<b> sorteo</b> el día <b>21 de septiembre</b>. No hay voluntarias. Sale un niño por cada aula y así se forma la siguiente Junta:</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;"> <b>EDUCACIÓN INFANTIL</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">1º-A (3AÑOS) ALBA PEREZ SANCHO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">1º-B (3AÑOS) DAVID EMBID LABORDA</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">2º (4AÑOS) LORENA VILLARTE SANZ</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">3º-A (5AÑOS) CARLA PERALES JOVEN</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="line-height: 115%;"> EDUCACIÓN PRIMARIA</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">1ºA DARIANA ELENA MOCANASU</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">1ºB DAFNE EMBID MARCO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">2º MARIA ROYO LOPEZ</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">2ºB ALEJANDRO DEL RIO SANCHO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">3ºA STIVEN VIVENTE FLETES</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">3ºB COSMIN FLORIN VASAI</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">4ºA DANIEL PALOMINO MUÑOZ</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">4ºB ALONSO ANDRES PEREZ</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">5ºA MIGUEL GASPAR PIQUERO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">5ºB AITOR JIMENEZ MARCO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">6ºA MARIA SANCHO GOMEZ</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">6ºB MARIA URIUL ASENSIO</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="line-height: 115%;"> -Nombramiento de los cargos.</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">PRESIDENTA: Karina Laborda Aznar</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">VICEPRESIDENTA: Marta Sancho</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">TESORERA: Cinta Muñoz</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">SECRETARIA: Sonia Marco</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">VOCALES: Mª Jesús Sanz, Rosa Joven, Noelia Yus, Consuela Macanasu, Ana López, Albertina Sancho, Vica Vasai, Mari Pérez, Carmina Piquero, Sandra Marco, Mº Jesús Gómez, Lola Asensio y Betty Barcelona (en sustitución de madre de 3º A al no encontrarse en Illueca)</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- Hay que <b>organizar las actividades extraescolares en apenas una semana</b>. Cuando tenemos el número de niños interesados se realiza una reunión con el director y las monitoras. Tenemos la “<b>desagradable tarea” de elegir quién es la monitora</b> de la que hay que prescindir puesto que hay menos niños que el año anterior. Como <b>no tenemos</b> <b>tiempo para mirar y contrastar currículos</b> puesto que la actividad debe comenzar el siguiente día, <b>decidimos prescindir de la monitora que sólo llevaba unos meses</b> trabajando con los niños del colegio.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Al comienzo del curso nos encontramos con la <b>obra del edificio nuevo sin terminar</b>, se terminaron dichas obras y se tuvo que hacer una <b>limpieza extraordinaria del edificio</b> para poder trabajar en las aulas. Esta limpieza se encarga a LIMPIEZAS BLASCO, la factura asciende: <b>2.644´80 Euros</b>. Pascual decidió hacer frente a la factura entre colegio y AMPA, nosotras estimamos que no nos pertenecía pagar dicha factura y concertamos una reunión con Alcalde y Director del Colegio para tratar el problema.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Nos pusimos en contacto con el <b>Servicio Provincial</b> y nos dijeron que <b>todo el mantenimiento del Colegio le correspondía al Ayuntamiento </b>y que no podía eximirse de su responsabilidad. Por nuestra parte, en la reunión pactada con ambas partes, recordamos al Alcalde su obligación con el Colegio de hacer frente al pago del mantenimiento y dándole un plazo para que nos diera una respuesta, se le emplazó a una nueva reunión. </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Finalmente <b>el Ayuntamiento asumió su responsabilidad y se hizo cargo del pago de la factura.</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="line-height: 115%;">- </span></b><span style="line-height: 115%;">Se hace una<b> Rifa para el sorteo de Navidad. El premio es un ordenador. NO SE VENDEN TODOS LOS NÚMEROS, </b>hay gente reacia a las rifas<b>.</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="line-height: 115%;">- </span></b><span style="line-height: 115%;">El ordenador toca a uno de los números que no se venden. <b>Ofrecemos el ordenador</b> a Pascual <b>como donativo para el Colegio</b>, pero nos dice que no necesitan portátiles, con lo cuál decidimos ponerlo a la venta para <b>sacar más beneficio para la Asociación, se hace un bando desde el Ayuntamiento.</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-<b>Solicitamos a Hacienda el CIF</b> por no aparecer entre los papeles que nos entregaron.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Redactamos una <b>carta para pedir</b> caramelos, globos, otros obsequios y al igual que aporte económico, para entregarla a las entidades bancarias, Cluster…., con el motivo de las fiestas navideñas.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-<b>Adornamos el aula en la que los Reyes Magos entregan los caramelos</b> (que previamente preparamos entre las mamas del AMPA) y algunos <b>regalos</b> para las clases. </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Preparamos el <b>almuerzo </b>para la <b>fiesta de Navidad</b> que se celebra en el Pabellón.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;"> <b>SEGUNDO TRIMESTRE</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Concertamos una <b>charla gratuita con FAPAR</b>, dirigida a las mamas de los alumnos del Colegio con el tema “RIESGOS EN INTERNET”.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- CROSS ESCOLAR. Repartimos agua y un “huesito” a todos participantes. Se sortean diversos regalos.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-<b>Inauguración oficia</b>l del Colegio. Aprovechando que está </span><span style="line-height: 115%;">la <b>Consejera</b></span><b><span style="line-height: 115%;"> de Educación</span></b><span style="line-height: 115%;"> le planteamos que haga el <b>Colegio bilingüe</b>. Nos explica que depende de un convenio del Gobierno Central con el British Council y que actualmente no es posible que los profesores nativos se desplacen a los pueblos. <b>Le pedimos que NOS TENGA EN CUENTA</b> ante cualquier oportunidad de poder hacerlo. </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Se prepara la <b>merienda para el carnaval</b> (napolitana y agua) para entregarla a los niños en el Pabellón.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- Se realiza un <b>Taller de Canciones en Inglés</b> “SING WITH US” los viernes durante 2 meses. Se imparte por cinco estudiantes de Segundo de Bachillerato con título de </span><span style="line-height: 115%;">la Escuela Oficial</span><span style="line-height: 115%;"> de Idiomas. El coste total es de 4 Euros para los niños que ya van a otras actividades de extraescolares y 20 para el resto. <b>Se regalan unas carpetas</b> para que puedan guardar las letras de las canciones. Se apuntan unos 40 niños. Hay 2 grupos.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Concertamos de nuevo con FAPAR otra <b>charla</b> dirigida a los padres de los alumnos del colegio, esta vez con el tema a tratar “COMO EDUCAR A NUESTROS HIJOS SOBRE </span><span style="line-height: 115%;">LA SEXUALIDAD</span><span style="line-height: 115%;">”.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;"> <b>TERCER TRIMESTRE</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- Jornada Comarcal de “<b>Atletismo divertido</b>” en Brea. Como en un principio iba a realizarse en Illueca (pero el pabellón estaba ocupado por la feria), se nos invita a colaborar en Brea.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-En </span><span style="line-height: 115%;">la <b>Semana Cultural</b></span><b><span style="line-height: 115%;">,</span></b><span style="line-height: 115%;"> por motivos ajenos al AMPA, se decide con Pascual que no se harán actos programados para el Centro para que los alumnos no pierdan días lectivos .Solo se hace un “<b>cuentacuentos </b>“para los niños de INFANTIL, (se hace una petición a </span><span style="line-height: 115%;">la Comarca</span><span style="line-height: 115%;"> y el coste es asumido por ella).</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Se tiene que solicitar <b>al Registro de Asociaciones la copia de los estatus </b>de constitución del APA, (ya que estaban extraviados) .</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-De nuevo <b>solicitamos otra charla a FAPAR</b> dentro del plazo, y por último se nos designa la charla con el tema “EDUCAR EN VALORES Y RESOLUCIÓN DE CONFLICTOS”.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- Se colabora con la <b>REVISTA DEL COLEGIO</b>, creemos que es el MEJOR REGALO que podemos hacer. En la revista aparecen todas las actividades y proyectos que se han ido haciendo a lo largo del año, además de fotos de todos los cursos. <b>Es un regalo para los niños que todavía se valora más con el paso del tiempo.</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Se compran unas <b>mochilas para los alumnos de 6º,</b> (se encarga </span><span style="line-height: 115%;">la Dirección</span><span style="line-height: 115%;"> del Colegio, nosotras sólo las abonamos). </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Por <b><u>petición</u></b><u> de varias madres a través del buzón de sugerencias</u>, se hace una <b>encuesta </b>para saber el interés que hay en el <b>uniforme y chándal</b> para el Colegio. Hay muchos colegios públicos que ya lo han implantado, siendo VOLUNTARIO.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Hay una <b>gran afluencia</b>. El resultado de la encuesta es el siguiente:</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">SÓLO CHANDAL UNIFORME+CHANDAL NO ESTOY DE ACUERDO uniforme/chándal</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-INFANTIL: 15 INFANTIL: 26 INFANTIL: 20</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-PRIMARIA: 35 PRIMARIA: 44 PRIMARIA: 47</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">TOTAL: <b>50</b> TOTAL: <b>70 </b> TOTAL: <b>67</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Como el resultado de la votación <b>no es mayoría absoluta,</b> <b>el uniforme se desestima</b> para su implantación. Respecto al chándal se llega a un acuerdo de mirar modelos y precios puesto que la mayoría de madres parecen estar interesadas.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Igualmente por petición de algunas madres se ve que hay un <b>interés en el comedor</b> escolar. Para saber si es posible hacerlo, el primer paso que damos es hacer un <b>cómputo de las familias</b> que están<b> interesadas</b>. Se pide desde <b>Dirección del Colegio</b> las <b>normativas al Servicio Provincial</b> para el comedor y por ultimo concertamos una <b>cita con el Alcalde</b> para exponer el asunto del comedor. </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Fiesta de “<b>FIN DE CURSO</b> “, en la que nos implicamos este año en una <b>novedad</b> contratamos <b>3 hinchables</b> para incluirlos en el circuito de pruebas que todos años realizan en el Colegio, (una vez consultado con el Director y viendo que no hay inconveniente por parte del Colegio).</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">- Se hacen unas <b>Orlas</b> como despedida para los alumnos de 6º curso.Las realiza Pili Iriarte de forma gratuita, sólo hay que abonar los gastos de la imprenta.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Y por último la preparación de los <b>bocadillos y bebida</b> para dicha fiesta.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-A finales de Junio tenemos la <b>primera reunión con el Alcalde para tratar asunto del</b> <b>comedor escolar</b> puesto que hay el suficiente número de familias interesadas para iniciar los trámites. . Le explicamos el proyecto y vemos voluntad por parte de Fernando .Se compromete a hablar con Servicio Provincial para solicitar su ayuda e implicación.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-<b>Se solicita a Mº Jesús Asensio</b> para la fecha del 20/21 de diciembre un <b>cuentacuentos</b> para los niños de Infantil y se intenta que nos lo pueda hacer en </span><span style="line-height: 115%;">la Sala Dorada</span><span style="line-height: 115%;"> del Castillo <b>(se hace en esta fecha para que se incluya en el presupuesto del 2010).</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-A mediados de Julio volvemos a tener una cita con el Alcalde para saber qué ha decidido sobre el comedor. Nos dice que deberíamos esperar a Septiembre ya que le fue imposible hablar con Faci (del Servicio Provincial) y que están la mayoría de vacaciones, que intentara hablar con el Alcalde de Epila para que le informe de las gestiones que hizo para poner el comedor en su pueblo en un aula prefabricada , porque tampoco desestimamos esa opción momentáneamente .<b>NO SE CONCRETA NADA...</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Damos de baja un seguro a terceros que estaba obsoleto y anteriormente habíamos consultado con FAPAR y nos dijeron que no era necesario ya que al estar federados estamos incluidos dentro de su seguro.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Se <b>conciertan los libros con BOLIBLOC</b>, con las mismas condiciones que </span><span style="line-height: 115%;">la Junta</span><span style="line-height: 115%;"> Directiva</span><span style="line-height: 115%;"> del anterior AMPA había pactado (<b>un 10 % para los padres</b> y un 5% para AMPA , (se le pasa el <u>listado de los niños que están colaborando en </u></span><u><span style="line-height: 115%;">la Asociación</span></u><span style="line-height: 115%;"> para <u>que se les haga el descuento</u>).</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><span style="line-height: 115%;">-Después del verano volveremos a hablar con el Alcalde sobre el tema del comedor.<b> (ES IMPORTANTE BAJO NUESTRO CRITERIO).</b></span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="background: none repeat scroll 0% 0% yellow; line-height: 115%;">SERÍA IMPORTANTE TENER ESTE SERVICIO EN EL MUNICIPIO PARA AYUDAR CON ESO A </span></b><b><span style="background: none repeat scroll 0% 0% yellow; line-height: 115%;">LA CONCILIACION</span></b><b><span style="background: none repeat scroll 0% 0% yellow; line-height: 115%;"> DE</span></b><b><span style="background: none repeat scroll 0% 0% yellow; line-height: 115%;"> VIDA LABORAL Y FAMILIAR.</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><span style="font-size: x-small;"><b><span style="line-height: 115%;"> LOS PROFESORES COMEN EN </span></b><b><span style="line-height: 115%;">LA SALA</span></b><b><span style="line-height: 115%;"> DE</span></b><b><span style="line-height: 115%;"> PROFESORES con dos microondas para todos ellos. Es precario para un municipio como ILLUECA.</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; text-align: left;"><br />
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</div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.comtag:blogger.com,1999:blog-1860010197953472229.post-57230652579466571472011-03-25T16:00:00.002+01:002011-03-25T16:04:04.758+01:00¿Cómo actuar cuando tienen celos?<span style="font-weight: bold;">¿QUÉ SON LOS CELOS? </span><br /><br />Los celos son una emoción mixta que consiste principalmente en ansiedad, enfado, y normalmente algo de tristeza. La ansiedad aquí se entiende, como el sentimiento producido por el temor de que la persona amada prefiera a otra; frecuentemente, este sentimiento va acompañado de envidia – resentimiento hacia quien se percibe como rival. El enfado se dirige hacia una persona que crees que te ha dejado de lado y la tristeza se da cuando sientes que has perdido lo que creías que era tuyo.<br /><br />La persona que siente celos percibe la realidad algo distorsionada; considera que es menos querida que antes, su autoestima suele ser baja, vive con ansiedad, puede experimentar rechazo a aquello que le produce satisfacción, le cuesta centrarse en actividades que exigen concentración, o se aísla en su mundo.<br /><br />Puede dar lugar a manifestaciones orgánicas como: tensión muscular, dolor de estómago, cansancio, puede llegar a hacerse pis (enuresis diurna o nocturna)... regresando a estadios ya superados con anterioridad. Puede experimentar sentimiento de rechazo hacia el otro hermano, deseos de agredirle o, incluso, deseos de que desaparezca. Esto hace que se sientan culpables, lo que a veces incrementa su sufrimiento. Es como un círculo vicioso que eleva su ansiedad y le impide afrontar la vida con serenidad.<br /><br />Los celos empiezan a aparecer a la edad de dos años y medio. Después continúan hasta los 5 o 6 años, aunque en algunos casos perduran aún más tiempo.<br /><br />Los celos normales que sufren los niños en una familia reciben el nombre de “rivalidad de hermanos” y es esta rivalidad la causante de la mayoría de las discusiones y resentimientos entre ellos.<br /><br /><span style="font-weight: bold;">OFRECER MOMENTOS DE ALTA CALIDAD </span><br /> <br />Dedicar diez minutos al día de atenciones especiales a un niño es una de las cosas más terapéuticas y útiles que los padres pueden hacer.<br /><br /><ul><li>Es normalmente mucho más efectivo si es personalizado: dedicado únicamente al hijo.</li><li>Planear con cuidado un momento que se sepa que se tendrá libre.</li><li>Asegurarse de que no habrá molestias durante este momento.</li><li>Que el hijo sepa que éste es su momento especial.</li><li>Buscar algo que guste hacer a ambos y que requiera que esté cara a cara y que haya que hablar durante la mayor parte del tiempo (contar cosas, hacer caricias, cosquillas, hacer planes, jugar a “casitas”, “teatro”, “garajes”, etc.</li><li>Ocasionalmente puede servir de ayuda hacer algo especial juntos, (realmente especial) como ir a algún lugar interesante.</li><li>Normalmente de cinco a diez minutos es suficiente. No esperar a que el niño se canse.</li><li>Si no se pasa bien con él, lo más probable es que el niño tampoco lo esté pasando bien, de modo que no resultará. Inténtalo otra vez en otro momento.</li><li>Si otras personas de la familia se ponen celosas por no recibir las mismas atenciones, recuérdales que no lo necesitan tanto en ese momento, y si lo necesitan que ya les llegará su turno.</li></ul><br /><span style="font-weight: bold;">COMO RESUMEN, CUATRO REGLAS BÁSICAS</span><br /><br />1. Nunca comparar, ni con los hermanos ni con nadie<br /><br />2. Nunca igualar, ni al comprar, ni en la comida, ni en el trato, etc. Los hijos deben ser conscientes de que son diferentes y de que se les va a tratar de manera diferenciada (no es malo decírselo en diversas ocasiones para que lo sepan y lo tengan claro)<br /><br />3. Buscar momentos para que cada hijo “disfrute” de forma individualizada de la atención de uno de sus progenitores. Un ratito por las noches, ir de compras sólo/a con mamá o papá, o al cine, o a comer un bocadillo, etc<br /><br />4. El-la mayor debe obtener algunas ventajas por serlo. Ir más tarde a la cama, poder elegir su ropa, disponer de alguna pequeña cantidad de dinero para sus cosas, etc. Debe hacérsele consciente –diciéndoselo- de que esas ventajas las tiene por ser mayor. Y a los pequeños que cuando crezcan también las tendrán. De qué sirve ser mayor si sólo se tienen más obligaciones y responsabilidades y ninguna ventaja.<br /><br /><br /><span style="font-weight: bold;">Bibliografía recomendada:</span><br /><br />- Portarse bien. Soluciones prácticas para los problemas comunes de la infancia (2007). Stephen Garber. Ediciones Médici. Barcelona.<br />- Celos y rivalidad entre hermanos (2008). Colección Escuela de padres.Jesús García Jarque. Gesfomedia.<br /><br /><br /><span style="font-size:130%;"><span style="font-weight: bold;">Elaborado por el EOEP de La Almunia de Doña Godina</span></span>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-15077697896721685792011-03-07T12:22:00.001+01:002011-03-07T12:24:30.032+01:00Tertulia con el escritor Michel Suñen<span style="font-size:130%;"><span style="color: rgb(204, 0, 0);">Charla que te charla</span><br /><span style="color: rgb(204, 0, 0);">Publicado el 1 marzo, 2011 por MÍCHEL SUÑÉN, en el su blog:</span><br /><a style="color: rgb(204, 0, 0);" href="http://aaescritores.com/michelsunen/">http://aaescritores.com/michelsunen/</a></span><br /><br />Ayer estuve en Illueca, en la biblioteca Colorín Colorado del colegio público Benedicto XIII. Participé en un club de lectura sobre mi novela Diábolo, dentro de la actividad Leer juntos, que pretende fomentar la lectura compartida entre padres, profesores y alumnos.<br /><br />Tuve que refrescar mi memoria y volver a sumergirme en las intrigas y los personajes de este libro, al que las tramas más recientes habían comenzado a arrinconar en mi cabeza. Es curioso cómo se comporta nuestra memoria, que conscientemente nos hace ignorar referencias y matices pero jamás olvida, pues el recuerdo se activa con el mínimo contacto. Me bastó una rápida lectura en diagonal para recuperar la primitiva sencillez del policía Ferrán, el desmedido satanismo de Buj, las profundas zozobras interiores de Camino y las diabólicas conspiraciones que, en la novela, amenazan Zaragoza.<br /><br />Fue nada más sentarme en la sala con esas diez personas únicas —que habían buceado en el mismo imaginario literario— cuando empecé a sentir una energía comunicativa y un entusiasmo relacional maravillosos. Hablamos sobre lo humano y lo divino, sobre el proceso creativo, las fuentes de inspiración y la definición de personajes. También hablamos de Satán, del Opus Dei, de los políticos, de escritos y escritores, de literatura negra… Me encanta escuchar y hablar con mis lectores.<br /><br />Ojalá ellos también sientan lo mismo.CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-90684265494984098142011-02-26T10:44:00.002+01:002011-02-26T10:48:40.797+01:00MAQUILLAJE PARA LOS PAYASOS<div><embed src="http://widget-7a.slide.com/widgets/slideticker.swf" type="application/x-shockwave-flash" quality="high" scale="noscale" salign="l" wmode="transparent" flashvars="cy=bb&il=1&channel=1873497445013440378&site=widget-7a.slide.com" style="width:400px;height:320px" name="flashticker" align="middle"></embed><div style="width:400px;text-align:left;"><a href="http://www.slide.com/pivot?cy=bb&at=un&id=1873497445013440378&map=1" target="_blank"><img src="http://widget-7a.slide.com/p1/1873497445013440378/bb_t046_v000_s0un_f00/images/xslide1.gif" border="0" ismap="ismap" /></a> <a href="http://www.slide.com/pivot?cy=bb&at=un&id=1873497445013440378&map=2" target="_blank"><img src="http://widget-7a.slide.com/p2/1873497445013440378/bb_t046_v000_s0un_f00/images/xslide2.gif" border="0" ismap="ismap" /></a> <a href="http://www.slide.com/pivot?cy=bb&at=un&id=1873497445013440378&map=F" target="_blank"><img src="http://widget-7a.slide.com/p4/1873497445013440378/bb_t046_v000_s0un_f00/images/xslide42.gif" border="0" ismap="ismap" /></a></div></div><br /><br /><br />DESDE EL CICLO DE INFANTIL PUBLICAMOS UNA ENTRADA PARA APORTAR IDEAS A LOS PAPÁS Y MAMÁS DE LOS NIÑOS DE 3, 4 Y 5 AÑOS SOBRE EL MAQUILLAJE QUE PUEDEN REALIZAR EL DÍA DE CARNAVAL.<br /><br />UN SALUDO.CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-19164494626480843542011-02-15T12:03:00.001+01:002011-02-15T12:03:38.148+01:00PERDON MAMA<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/SxUUXFE9cEU" frameborder="0" allowfullscreen></iframe>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-6889068963015372762011-02-11T11:26:00.000+01:002011-02-11T11:27:50.217+01:00Reunión informativa carnavalEstimadas familias: con motivo del carnaval vamos a celebrar una reunión informativa sobre los disfraces de vuestros hijos/as. Se realizará el próximo jueves 17 a las 13:00h en 1ºB.<br /> Un saludo, las tutoras de 1º.CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-73663070059704766182011-02-08T14:01:00.001+01:002011-02-08T14:02:57.123+01:00Un día como hoy en un aula de 25 alumnos-as de 3 años.<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><br /><div> <div> <div><b><b><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 13.5pt; font-family: Garamond;">Entran en "semi fila" porque se despistan, se sueltan, algunos se vuelven hacia la puerta porque no quieren entrar, ..., les acaricias, intentas calmar y tiras de ellos hasta el aula.</span></span></b></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />"Que monos, que majetes que son, pequeñas personitas aprendiendo a descubrir el mundo".</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />Quito la mayoría de los chaquetones porque ellos solos no son capaces, para sus papás, que solo tienen uno en casa, es más rápido quitárselo que enseñarle a que lo haga solo, y encima del chaquetón llevan envuelta una gran bufanda, gorro y guantes que hay que guardar en los bolsillos de cada uno con cuidado no vaya a ser que se pierdan y la madre te lo recrimine durante toda la semana. Porque aunque en la reunión de principio de curso se dice <u>bien claro </u>que todas las prendas de vestir deben ir con nombre... ¿pa qué?, ya se encargará la profe de recordar de qué niño es cada cosa, total..., solo son 25 niños x 2 guantes + 25 bufandas + 25 bolsitas del almuerzo + 25 gorros..., cuando empiezas a asociar "los de piolín son los de Marta", "Hello Kity de María"...., llega el cambio de tiempo y..., vuelta a empezar.</span></span></b><br /></div> <div><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Bolsitas con el desayuno por el suelo, unos sentados en su sitio, otros corriendo por el aula. Se pone orden levantando la voz y dando palmadas. Las 9.20, por fin se han sentado todos, momento de calma, hacemos asamblea, repito más de 20 veces que para hablar hay que levantar la mano, hay que respetar el turno, unos escuchan, otros están en su mundo y otros, después del gran tazón de cereales de desayuno que les han puesto en casa sienten la llamada de la selva.</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />En mitad de la asamblea 4 niños se levantan porque quieren hacer "caca ". Según van acabando hay que ayudarles a limpiar el culito, porque no saben (otra cosa que sería muchísimo más fácil de aprender en casa pero...... sus atareadísimos papás no han tenido tiempo) y se llenan ropa, manos, baño y a otro compañero si se acerca demasiado.</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />Por fin has conseguido que escuchen "que monos", como van aprendiendo,..., cantamos canciones, cuentan sus aventuras, vemos un libro sorprendente que ha traído Pablo de casa con imágenes preciosas del tema que estamos trabajando...<br /><br />Empezamos el trabajo por rincones, se vive un momento de calma, juegan, experimentan, aprenden, comparten,..., les miras y piensas... "están felices, pa comérselos"... y al momento "¡te arrepientes de no haberte comido a alguno!", se levantan, le quitan el material a otro compañero, grito, agresión, llanto,... niño a la silla de pensar. Así 3 uno detrás de otro, llanto, ... limpio mocos, limpio mocos. </span></span></b><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Para recoger el material yo pido, yo vuelvo a pedir, yo toco el silbato, yo toco el tambor y doy palmadas y termino GRITANDO: "A RECOGER, A ORDENAR CADA COSA EN SU LUGAR", a la vez que voy cogiendo cosas del suelo y unos pocos me imitan mientras otros miran extrañados, que deben pensar... "¿recoger?, si eso en casa siempre lo hacen mis papás, ¿por qué lo voy a hacer en el cole?"</span></span></b><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Hora del aseo, por grupos se lavan las manos y van al baño. Reparto jabón, reparto servilletas, reparto papel higiénico, algunos son super autónomos, se nota que lo hacen a menudo, otros..... uno empuja porque iba el primero, uno mete el dedito en el grifo, agua por todas partes, pis fuera,...</span></span></b><br /></div> <div><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><u>Almuerzos</u>: ábreme el zumo, se me ha derramado el zumo, un yogur abierto en el suelo, galletas oreo pisoteadas, yo no quiero pan, a mi ésto no me gusta, en casa nunca lo como, mamá ha dicho que a ver si en el cole aprendo a comerlo, pero a mi no me gusta, llanto: me quiero ir con mi mamá, seño: pélame la pera que a mi mamá no le ha dado tiempo ("total, ya lo hará la profe que solo tiene 24 niños más en el aula") y limpio mocos.<br /><br />Anda, fulanito ha vomitado....</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">¿qué hago?, dejo solos a los 24 niños mientras voy a por serrín y a cambiar la ropa y llamar a los papás del que está enfermo... ¡¡socorro!!</span></span></b><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Recogemos y 15 minutos para volver a poner los chaquetones. Patio y madres y abuelos en la muralla vigilando que a sus hijos no les pase nada, porque los maestros ¿para qué estamos? </span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />Mocos, pipi, fulanito me ha pegado, menganito no te subas en el árbol, periquito no muerdas, las piedras no se chupan, la arena no se come, limpio mocos, limpio mocos, limpio mocos ...</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><br />El pequeño Luis se acerca y te dice "Seño ¿te puedo decir una cosa?, Estás muy guapa" "¡Pa comérselo!"</span></span></b><br /></div> <div><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Vuelta a clase, colgamos chaquetones en las perchas, limpio caras con toallitas, manos con agua y jabón, y vuelta a la tarea: no se pinta en la hoja del compañero, los papeles a la papelera, limpio mocos, limpio mocos, limpio mocos...</span></span></b><br /></div> <div><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;"><u>Hora de la salida</u>: la familia agolpada en la puerta para que su hijo-a salga el primero, me piden explicaciones de por qué un niño se ha arrancado la postillita de la frente, otro dice que se ha raspado el dedo con el suelo, otro que no se ha tomado el zumo, otra madre preocupada porque el niño ha bebido poca agua, y otra porque su niño ha salido de clase con mocos, una bufanda que no aparece, un guante perdido desde la semana pasada, una botella de agua que no es suya, ... ¿y el nombre?, ¿tenía puesto el nombre?...</span></span></b><br /></div> <div><span style="font-family:Garamond;font-size:130%;"><span style="font-size: 14pt; font-family: Garamond;"><br /></span></span><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Llego a casa , la boca seca porque no me acordé o mejor dicho no tuve tiempo de beber agua, y una vecina cotilla, que me dice, "andaaa ehhh ya hasta mañana..., que poco trabajáis los maestros..."</span></span></b><br /></div> <div><b><span style="font-family:Garamond;font-size:130%;"><span style="font-weight: bold; font-size: 13.5pt; font-family: Garamond;">Claro, porque la preparación de la clase y el material del día siguiente me lo ha buscado y elaborado ella o su marido.<br /><br />Y cuando siempre oyes lo mismo en relación a nuestro trabajo, de lo bien que se vive, de las vacaciones, de la suerte que tenemos de poder estar criando a sus hijos cuando ellos andan despreocupados de sus retoños, piensas: "Y siendo que las universidades aceptan matrículas de nuevos alumnos ¿Tan tontita es la gente para no estudiar y tratar de conseguir ese trabajo de sus sueños, donde sin hacer nada te pagan y siempre se está de vacaciones?"<br /><br /> Así con 67 no, con 80 podríamos jubilarnos y tan frescos. <br /><br />Menos mal que siempre hay un "pequeño Luis" que parece que adivina el momento en el que necesitas escuchar unas palabras de ánimo.<br />QUE GUAPA ESTÁS HOY PROFE, TE QUIERO MUCHO!!!</span></span></b></div></div></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-26222206743989364852010-12-17T10:47:00.002+01:002010-12-17T10:59:30.561+01:00ADIVINANZAS NAVIDEÑAS<span style="font-size:130%;"><strong>Estimadas familias os animamos a que <span class="blsp-spelling-corrected" id="SPELLING_ERROR_0">participéis</span>, junto con vuestros hijos, a realizar estas adivinanzas,durante las navidades, esperamos que os gusten.</strong></span><br /><span style="font-size:130%;"><strong></strong></span><br /><span style="font-size:130%;">- Es chiquito y redondo y no tiene fondo.</span><br /><span style="font-size:130%;">- Adivina quien soy, cuanto mas lavo, mas sucia voy.</span><br /><span style="font-size:130%;">- Todo el mundo lo lleva, todo el mundo lo tiene, porque a todos le dan uno, cuando al mundo viene.</span><br /><span style="font-size:130%;">- Qué será, que es, mientras mas grande menos se ve.</span><br /><span style="font-size:130%;">- Todos me pisan a mi, pero yo no piso a nadie, todos preguntan por mí, yo no pregunto a nadie.</span><br /><span style="font-size:130%;">-No hace falta sacar pasaje, me mojan la espalda y me voy de viaje.</span><br /><span style="font-size:130%;">- Se hizo para comer y no se come. </span><br /><span style="font-size:130%;">-Te la digo y te la digo, vuelvo a repetir, te la repito mil veces y no me la sabes decir.</span><br /><span style="font-size:130%;">- Chiquito chiquito como un ratón y cuida la casa como un león.</span><br /><span style="font-size:130%;">- Vestidos de negro venían dos caballeros y uno al otro le decía !yo primero, yo primero!.</span><br /><span style="font-size:130%;">- ¿ Cuál es la flor mas sonora?</span><br /><span style="font-size:130%;">- ¿ Cuál es el animal que tiene silla y no se puede sentar?</span><br /><span style="font-size:130%;">- Empieza con uno y sigue con dos, el fin de la cuenta lo conoce Dios. </span><br /><span style="font-size:130%;"></span><br /><span style="font-size:130%;"><strong>UN SALUDO DE LAS TUTORAS Y FELICES FIESTAS</strong></span><br /><span style="font-size:130%;"></span><br /><span style="font-size:130%;"></span>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-43068894478470688032010-12-12T12:50:00.004+01:002010-12-12T12:59:31.552+01:00<strong><span style="color:#ff0000;">NOTA INFORMATIVA:<br /></span></strong><br /><div><div><div><div><div><div>Se comunica a los padres de los alumnos de 4 años que el día 22 de diciembre, se celebrará el Festival de Navidad y para la representación de nuestro villancico “Navidad rock” los niños deberán ir vestidos de la siguiente manera:<br /><br />· NIÑAS: Camisa blanca y falda preferiblemente roja (si no se tiene, de otro color)</div><br /><div><br />· NIÑOS: Pantalones vaqueros y camisa negra con camiseta blanca debajo. En el pelo algo de gomina para que el flequillo quede a modo de tupe.<br /><br />Todos los niños/as deberán llevar una <strong>pequeña guitarra</strong> (<strong>con cuerda para podérsela colgar</strong>), que deberá estar hecha con <strong>cartón</strong>, no conviene que ninguno la traiga comprada. Os dejamos una serie de modelos en el blog por si queréis copiar alguna idea; es conveniente que las traigáis todas el día <strong>21 de diciembre por la mañana</strong> para ensayar.<br /><br />Un saludo y, como siempre, gracias por vuestra colaboración.<br /></div><div> </div><div> Las tutoras de 4 años.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWe1-qhoVB-9jMaykOJIPQTCyTwv6HwMdrQr1Kp9lpF9UBLFEuGs_jfL-eU04qTUDoyBN26-VJo7AlX8p3LrZ4Kggc_fIauqykr2ePt4AX35TnEDAfJuNLumS4W0JYFIGtTBlU_hLGrMP/s1600/GUITARRA%252BCART%2525C3%252593N%252BPINTADA.jpg"><img id="BLOGGER_PHOTO_ID_5549763238879756050" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 142px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWe1-qhoVB-9jMaykOJIPQTCyTwv6HwMdrQr1Kp9lpF9UBLFEuGs_jfL-eU04qTUDoyBN26-VJo7AlX8p3LrZ4Kggc_fIauqykr2ePt4AX35TnEDAfJuNLumS4W0JYFIGtTBlU_hLGrMP/s320/GUITARRA%252BCART%2525C3%252593N%252BPINTADA.jpg" border="0" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMYy_JpV5s7iF2bobbAWZXFmhPTxS4KB4Bo05wvOlY2vrjYEfS5DWeC762hU2hfyriRLl9DOc6SEj55Edkm0NMgH3C0OOwRmuidGA9HEWJp9H0FfTBOoMGoZCsaxu6xqCC95vOfO1RHqNH/s1600/guitarra%252Bde%252Bcart%2525C3%2525B3n.jpg"><img id="BLOGGER_PHOTO_ID_5549763248800978258" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 198px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMYy_JpV5s7iF2bobbAWZXFmhPTxS4KB4Bo05wvOlY2vrjYEfS5DWeC762hU2hfyriRLl9DOc6SEj55Edkm0NMgH3C0OOwRmuidGA9HEWJp9H0FfTBOoMGoZCsaxu6xqCC95vOfO1RHqNH/s320/guitarra%252Bde%252Bcart%2525C3%2525B3n.jpg" border="0" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4vikPDNbFIXmfS2J9LExfiwCknK7iThN-smaQhGTZjpNUj2IcbluStgZdE0M2CzvYiI2FeAGn-B1XslU4dXRIPkiJblIO1y_kMXY6CCKlvH1o1jx5-cwfZ3az63VR1Uo39rLwWe0hl5Mb/s1600/guitarras_peluche_guitar_softies.jpg"><img id="BLOGGER_PHOTO_ID_5549763252515942914" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 219px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4vikPDNbFIXmfS2J9LExfiwCknK7iThN-smaQhGTZjpNUj2IcbluStgZdE0M2CzvYiI2FeAGn-B1XslU4dXRIPkiJblIO1y_kMXY6CCKlvH1o1jx5-cwfZ3az63VR1Uo39rLwWe0hl5Mb/s320/guitarras_peluche_guitar_softies.jpg" border="0" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3jgQRhIjJ4UZtxMc8Cx9ukOi22aLQhcJjoaEkFUI7d7Pku_z90rwURJpgZHbOWqEf7ZGyosttgcVpjMfdX88SnttEOW7atUmRRSHY4W47yLhUGgJ2dfGJRTGiu1FRRzFrWQMf8JAAWxar/s1600/GUITARRAS+DE+CART%25C3%2593N.jpg"><img id="BLOGGER_PHOTO_ID_5549763254822238066" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 299px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3jgQRhIjJ4UZtxMc8Cx9ukOi22aLQhcJjoaEkFUI7d7Pku_z90rwURJpgZHbOWqEf7ZGyosttgcVpjMfdX88SnttEOW7atUmRRSHY4W47yLhUGgJ2dfGJRTGiu1FRRzFrWQMf8JAAWxar/s320/GUITARRAS+DE+CART%25C3%2593N.jpg" border="0" /></a></div><div> </div><div> </div><div> </div></div></div></div></div></div><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNeSd6G1GGwO7K2qyW0p_bf8rsI7vflDMTsgMR17LR1TUDOtytAntKZxvb40UNIbYU1C3uQmyPbANyKaR92eD97DPYZuS39tgbJlDiH43G-tjmTlhzbDJD42eka9KDkJPmUTguM_XdVsa-/s1600/MOLDES.gif"><img id="BLOGGER_PHOTO_ID_5549763910451573266" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 216px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNeSd6G1GGwO7K2qyW0p_bf8rsI7vflDMTsgMR17LR1TUDOtytAntKZxvb40UNIbYU1C3uQmyPbANyKaR92eD97DPYZuS39tgbJlDiH43G-tjmTlhzbDJD42eka9KDkJPmUTguM_XdVsa-/s320/MOLDES.gif" border="0" /></a>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-1613598851884387682010-12-10T13:10:00.001+01:002010-12-10T13:12:55.435+01:00Festival de Navidad.<span style="font-size:130%;">Se convoca a las madres de 2º curso el próximo lunes 13 de diciembre a las 15:00 horas para hacer los trajes del festival de Navidad. (No hay que traer nada, se les proporcionará el material).</span><br /><br /> Un saludo<br /><br /> Las tutorasCEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-67195817598321129072010-11-30T16:27:00.002+01:002010-11-30T16:29:50.392+01:00ABIERTO POR VACACIONES DE NAVIDAD<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if !mso]><object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"></object> <style> st1\:*{behavior:url(#ieooui) } </style> <![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal" style="text-align: center;" align="center"><b style=""><u><span style="font-size: 16pt;">PROGRAMA ABIERTO POR VACACIONES:</span></u></b></p> <p class="MsoNormal" style="text-align: center;" align="center"><b style=""><u><span style="font-size: 16pt;">PERIODO DE NAVIDAD</span></u></b></p> <p class="MsoNormal" style="text-indent: 35.45pt;"><span style="font-size: 13pt;">Estimados padres y madres:</span></p> <p class="MsoNormal"><span style="font-size: 13pt;"><span style=""> </span>En relación al programa de <b style=""><i style="">Apertura de Centros en Vacaciones</i></b>, para el periodo de Navidad os informamos:</span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">El proyecto se denomina “Estos juguetes están vivos”, y será gestionado por la Asociación Cultural SUARDE. </span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">El precio total real es de 61,60 pero está subvencionado por la DGA al 40% que supone 24,6 € de subvención por alumno, y subvencionado por el Ayuntamiento de Illueca al 25% que supone 15,4 €,por lo que el precio real a pagra por cada alumno será de <b style=""><u>21,60€</u></b></span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">Precio a pagar por cada alumno será de 21,60 € que se entregarán con la solicitud de participación en el programa. </span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">El programa se desarrollará durante los días 23, 24, 27, 28, 29, 30 y 31 de diciembre de 2010, y 3, 4, 5 y 7 de enero de 2011.</span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">Horario básico: de 9 a 13 horas. (pudiendo entrar hasta las 10 flexiblemente)</span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">Los interesados pasar por Secretaría del centro para recoger el formulario de Inscripción. Posteriormente también se entregará en Secretaría.</span></p> <p class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-size: 13pt; font-family: Symbol;"><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 13pt;">Fecha límite para entregar documentación: jueves 9 de diciembre, recomendable el viernes 3 de diciembre.<br /></span></p>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-71621683105751442402010-11-23T11:14:00.003+01:002010-11-23T11:19:18.298+01:00Festival de navidad de 1º.<div align="justify"><span style="font-family:lucida grande;font-size:130%;">Estimadas familias para el festival del navidad que se celebrará en el colegio, se precisa vuestra colaboración. Los niños tendrán que traer una pandereta el jueves 25 de noviembre, y preparar para el día de la actuación un traje de pastor/a.</span></div><div align="justify"><span style="font-family:lucida grande;font-size:130%;">Un saludo: las tutoras de 1º.</span></div>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-7287654753124671862010-11-22T17:21:00.000+01:002010-11-22T17:22:09.338+01:00CHARLA-COLOQUI PARA FAMILIAS<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal"><b style=""><span style="font-size: 14pt;">Mañana <u>martes día 23 de noviembre</u> a las 3 de la tarde, en el aula de 5ºB, (edificio nuevo planta de arriba) tendremos una charla para los madres y padres interesados con el siguiente tema:<br /> <strong> "HIPERACTIVIDAD Y DEFICIT DE ATENCIÓN EN NIÑOS Y NIÑAS"</strong></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> </span></strong><b style=""><span style="font-size: 14pt;"><br /><br /> </span></b><strong><span style="font-size: 14pt; font-weight: normal;">1. </span></strong><b style=""><span style="font-size: 14pt;">Definición del problema.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 2. </span></strong><b style=""><span style="font-size: 14pt;">Sus causas.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 3. </span></strong><b style=""><span style="font-size: 14pt;">Los síntomas principales.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 4. </span></strong><b style=""><span style="font-size: 14pt;">Diagnostico ¿Como se sabe si un niño tiene TDAH?.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 5. </span></strong><b style=""><span style="font-size: 14pt;">Otras cosas que se le parecen pero no lo son. Diagnostico diferencial.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 6. </span></strong><b style=""><span style="font-size: 14pt;">Otros trastornos a los que puede asociarse.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 7. </span></strong><b style=""><span style="font-size: 14pt;">Tratamiento farmacológico.<br /></span></b><strong><span style="font-size: 14pt; font-weight: normal;"> 8. </span></strong><b style=""><span style="font-size: 14pt;">Tratamiento Psicológico (manejo conductual).</span></b></p> <p class="MsoNormal"><b style=""><span style="font-size: 14pt;"> </span></b></p> <p class="MsoNormal"><b style=""><span style="font-size: 14pt;"><span style=""> </span>ORGANIZA: AMPA DEL COLEGIO</span></b></p>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-87881497773479319832010-11-10T12:27:00.003+01:002010-11-10T12:32:46.751+01:00INFORMACIONES DEL AMPA SOBRE EL CHANDAL Y LAS CAMISETAS.<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if !mso]><object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"></object> <style> st1\:*{behavior:url(#ieooui) } </style> <![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} table.MsoTableGrid {mso-style-name:"Tabla con cuadrícula"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; border:solid windowtext 1.0pt; mso-border-alt:solid windowtext .5pt; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-border-insideh:.5pt solid windowtext; mso-border-insidev:.5pt solid windowtext; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal"><span style="line-height: 115%;font-size:13pt;" >SOBRE LOS CHANDALS.</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >El precio del chándal original baja 3 euros, ya que el proveedor nos dio un precio orientativo, (por no tener el precio exacto del cliché y el bordado). Como el precio definitivo será <b style="">27 EUROS</b> hemos tomado la decisión de devolver a cada madre la diferencia que se pago, <b style="">(3 euros).</b> </span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >Cada delegada del AMPA se hará cargo de devolver el dinero a las madres del curso que representa.</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >Si hay más interesados en comprar el chandal ponerse en contacto con el APA o encargar la talla en Secretaría previo pago por adelantado de 27 euros.</span></p> <p class="MsoNormal"><span style="line-height: 115%;font-size:13pt;" >SOBRE LAS CAMISETAS MANGA CORTA Y MANGA LARGA:</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >Debido a la demanda de las camisetas de deporte de manga corta, igual a la que se hizo en la olimpiada del curso pasado, se podrán encargar las camisetas por talla y color a precio de 4 euros.</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >Desde el centro se nos ha informado de la conveniencia de llevar la camiseta del colegio en las excursiones para localizar mejor a los niños.</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >Muchas madres nos solicitaron camisetas de manga larga para poner debajo de la de manga corta, pero no hay iguales por lo que hemos pedido una blanca básica que estará también serigrafiada en azul marino El precio es de 4,50 euros. </span></p> <p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style="line-height: 115%;font-family:Symbol;font-size:13pt;" ><span style="">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="line-height: 115%;font-size:13pt;" >El miércoles 10 y el jueves 11 de noviembre, de 4,30 a 5,30 de la tarde, se recogerán los pedidos. Rellenar esta hoja de solicitud y entregar a personas del AMPA que estarán en secretaria del<span style=""> </span>Colegio .</span><span style=";font-family:Arial;font-size:14pt;" ><br /></span></p><p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style=";font-family:Arial;font-size:14pt;" >Chandal completo 27 euros</span></p><p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style=";font-family:Arial;font-size:14pt;" >Camiseta manga corta 4 euros</span></p><p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span style=";font-family:Arial;font-size:14pt;" >Camiseta manga larga 4,50 euros<br /></span></p><table class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 1px; height: 64px;" border="1" cellpadding="0" cellspacing="0"><tbody><tr style=""><span><br /></span><td style="border-width: 1pt 1pt 1pt medium; border-style: solid solid solid none;" valign="top"><br /></td> <td style="border-width: 1pt 1pt 1pt medium; border-style: solid solid solid none;" valign="top"><br /></td><td style="border-width: 1pt 1pt 1pt medium; border-style: solid solid solid none;" valign="top"><br /></td> <td style="border-width: 1pt 1pt 1pt medium; border-style: solid solid solid none;" valign="top"><br /></td><td style="vertical-align: top;"><br /></td> </tr> <tr style=""> <td style="border-width: medium 1pt 1pt; border-style: none solid solid;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td><td style="vertical-align: top;"><br /></td> </tr> <tr style=""> <td style="border-width: medium 1pt 1pt; border-style: none solid solid;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td><td style="vertical-align: top;"><br /></td> </tr> <tr style=""> <td style="border-width: medium 1pt 1pt; border-style: none solid solid;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td> <td style="border-width: medium 1pt 1pt medium; border-style: none solid solid none;" valign="top"><br /></td><td style="vertical-align: top;"><br /></td> </tr> </tbody></table>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com1tag:blogger.com,1999:blog-1860010197953472229.post-26280488392221702142010-11-03T10:53:00.002+01:002010-11-03T10:56:19.109+01:00ELECCIÓNES AL CONSEJO ESCOLAR. CURSO 2010/2011.1º COMUNICADO DE LA JUNTA ELECTORAL.<br /> <br />Estimadas familias:<br />Por la presente se comunica que se ha iniciado el proceso electoral para elegir los nuevos miembros del Consejo Escolar, y los suplentes a posibles bajas en el sector padres. <br /><br />Cada dos años hay una renovación parcial como marca la legislación vigente. En este caso, la elección será para TRES personas, dos al terminar su elección por cuatro años en las elecciones de 2006, y una plaza vacante dejada por una madre cuyos hijos ya no están en el centro.<br />Sería recomendable que se presentaran MAS DE CINCO PERSONAS para quedar en la suplencia al menos dos personas para cubrir las posibles salidas de padres o madres del Consejo Escolar por diferentes motivos y que el Consejo Escolar siempre tuviera los 4 representantes de las familias.<br />Os animamos a presentar vuestras candidaturas a este órgano de participación en el centro Escolar. Para ello hay que presentarse como candidato en la secretaría del centro en las fechas marcadas.<br /><br /><br />El calendario electoral fijado es el siguiente:<br /><span style="font-weight: bold;">Censo electoral. </span><br />• Desde el día 3 hasta el día 10 de noviembre de 2010, se publica el censo de padres y madres.<br />• La corrección de posibles errores se solicitará a la Junta Electoral mediante comunicación del error en la Secretaría del centro.<br />• El día 12 se publicará el censo electoral definitivo.<br /><span style="font-weight: bold;">Presentación de candidaturas: </span><br />• Desde el día 5 al 18 de noviembre de 2010 estará abierto el plazo de presentación de candidaturas. Los interesados pasar por la secretaría del centro par rellenar la documentación a presentar.<br />• El día 19 de noviembre se publicará en los tablones de anuncios del colegio la lista provisional de candidatos. Contra la lista provisional de candidatos se podrá reclamar el hasta el día 22 de noviembre.<br />• El día 24 de noviembre se publicará la lista definitiva de candidatos.<br /><span style="font-weight: bold;">Mesas electorales. </span><br />El día 19 de noviembre de 2010, a las 13:15 se realizará el sorteo entre los padres y madres del censo para formar la mesa electoral. El resultado del mismo se hará público en el tablón de anuncios y se comunicará personalmente a los elegidos.<br /><span style="font-weight: bold;">Votaciones: </span><br />La votación se llevará a cabo el día 29 de noviembre de 2010, de 3 a 6,30 de la tarde, en las instalaciones del edificio nuevo del colegio.<br />Voto por correo. Los padres y madres de los alumnos podrán emitir su voto por correo. El voto deberá ser enviado a la mesa electoral del centro antes de la realización del escrutinio, mediante una carta que deberá contener el voto emitido y una fotocopia del D.N.I.<br />Proclamación de candidatos electos y suplentes: día 30 de noviembre en el tablón de anuncios.<br /><span style="font-weight: bold;">Constitución del nuevo Consejo Escolar. </span><br />El día 9 de diciembre de 2010 se constituirá el nuevo Consejo Escolar.<br />El Presidente de la Junta Electoral.<br /><br />Fdo.: Pascual Asensio Sánchez.CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-61259702185572787992010-10-20T17:30:00.001+02:002010-10-20T17:30:17.352+02:00CHANDAL DEL COLEGIO: NUEVOS ENCARGOS<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal" style="text-align: center;" align="center"><span class="tectexto1"><b style=""><u><span style="font-size: 18pt; color: rgb(51, 51, 51);">CHANDAL DEL COLEGIO: NUEVOS ENCARGOS</span></u></b></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">Debido a la demanda de chandals del colegio el APA va a realizar un nuevo pedido a finales de octubre. </span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">Las familias interesadas rellenar el papel de pedido en la secretaría del centro con el pago adelantado de 30€.</span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">Plazo hasta el 27 de octubre.</span></span></p>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0tag:blogger.com,1999:blog-1860010197953472229.post-312011084653605672010-10-20T17:29:00.001+02:002010-10-20T17:29:51.325+02:00NUEVO HORARIO DE BIBLIOTECA<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if !mso]><object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"></object> <style> st1\:*{behavior:url(#ieooui) } </style> <![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; 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:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><div style="text-align: center;"><span class="tectexto1"><b style=""><u><span style="font-size: 18pt; color: rgb(51, 51, 51);">NUEVO HORARIO DE BIBLIOTECA</span></u></b></span></div><p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">Debido a que el centro ya no tiene personal administrativo que pueda abrir la biblioteca de 13h a 13,30h ahora será atendida por los profesores y madres voluntarias con el siguiente horario: </span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> </span></span></p> <p class="MsoNormal"><span class="tectexto1"><b style=""><span style="font-size: 14pt; color: rgb(51, 51, 51);">- LUNES Y MARTES: a mediodía de 13h a 13,30h</span></b></span></p> <p class="MsoNormal"><span class="tectexto1"><b style=""><span style="font-size: 14pt; color: rgb(51, 51, 51);">- MIERCOLES, JUEVES Y VIERNES: por la tarde de 16,30h a 17.00h</span></b></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> </span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">La duración de los préstamos de libros, CD’s, o DVD’s, será de dos semanas.</span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> </span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);">Durante este curso tendremos también <b style=""><u>colecciones de libros <span style=""> </span></u></b>de diferentes temáticas<b style=""><u> de la Fundación Sánchez Ruperez </u></b>prestadas durante un tiempo. Atención a la fecha de devolución de estos libros pues después se tienen que ir a otro colegio.</span></span></p> <p class="MsoNormal"><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> </span></span></p> <p class="MsoNormal"><span class="tectexto1"><b style=""><u><span style="font-size: 14pt; color: rgb(51, 51, 51);">Animamos</span></u></b></span><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> a todas las familias a visitar la biblioteca con vuestros hijos.</span></span></p> <p class="MsoNormal"><span class="tectexto1"><b style=""><u><span style="font-size: 14pt; color: rgb(51, 51, 51);">Recordar</span></u></b></span><span class="tectexto1"><span style="font-size: 14pt; color: rgb(51, 51, 51);"> que los adultos también pueden sacar libros con el carnet de sus hijos. Tenemos muchos libros de escuela de padres, de literatura, de Aragón. Es muy bueno para vuestros hijos ser un ejemplo de lectura.</span></span></p>CEIP BENEDICTO XIIIhttp://www.blogger.com/profile/17675804365527492378noreply@blogger.com0