tag:blogger.com,1999:blog-54521484492756765302024-02-21T04:37:34.971+01:00IES La Granja. MatemáticasDepartamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.comBlogger72125tag:blogger.com,1999:blog-5452148449275676530.post-31671031472849871572021-03-09T12:45:00.005+01:002021-03-09T12:58:19.917+01:00XXXVI Olimpiada Matemática Thales (online)<p class="MsoNormal" style="text-align: justify;"><o:p></o:p></p><p><span style="font-family: arial; font-size: large;"><span style="background: white; line-height: 115%; text-align: justify;">La Sociedad Andaluza de Educación Matemática "THALES" convoca
la OLIMPIADA MATEMÁTICA para los escolares de 2º E.S.O. de Andalucía con el
propósito fundamental de proporcionar al alumnado una manera grata de hacer
matemáticas. Este año realizamos la 36ª edición, de la que adjuntamos las
bases. </span><span style="text-align: justify;">La Olimpiada consta de dos fases online: una
Provincial y otra Regional</span><span style="text-align: justify;">. Además, los seleccionados en ésta representarán
a Andalucía en la Olimpiada Nacional, que se celebrará a finales del mes de
junio de 2021.</span> </span></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjycWUTBTIG1vxGJllUl123BwAnS5PFCmpK5Vqjue3o8H6HugTKp-AM00A0S4xq_U7qwSpvEmh1BlMFUgzKzxvy0DkXSqpIV0AuUqHbY8c7PMRFbbPLwQDhAMYhLJ9HTd9TdGnA0HMfQsw/s425/cartel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="425" data-original-width="300" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjycWUTBTIG1vxGJllUl123BwAnS5PFCmpK5Vqjue3o8H6HugTKp-AM00A0S4xq_U7qwSpvEmh1BlMFUgzKzxvy0DkXSqpIV0AuUqHbY8c7PMRFbbPLwQDhAMYhLJ9HTd9TdGnA0HMfQsw/s320/cartel.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;"><span style="font-family: arial;"><a href="https://thales.cica.es/olimpiada2/?q=node/1668">Para saber más...</a></span></div><br /><span style="font-family: arial;"><br /></span><p></p>Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-46525526133938436282020-02-14T11:30:00.001+01:002020-02-15T21:46:42.370+01:00I Torneo de Ajedrez Intercentros. IES Lola Flores 2020<div class="separator" style="clear: both; text-align: center;">
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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-14792854182810302592019-03-14T09:38:00.002+01:002019-03-14T09:43:54.947+01:00III Gymkhana Matemática<div class="mce-body " itemprop="articleBody" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 14px; margin: 0px; padding: 0px; zoom: 1;">
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En el Diario de Jerez del pasado día 12 de Marzo se publicó una noticia relacionada con nuestro Centro, pues es uno de los que participa en la III Gymkhana Matemática. Aquí os dejamos el artículo de prensa: </div>
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Cuestión de números</h1>
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<span style="background-color: white; color: #666666; font-family: "roboto slab" , serif; font-size: 12px; text-transform: uppercase;">MIGUEL ÁNGEL CASTILLO</span><br />
<span style="background-color: white; color: #999999; font-family: "roboto" , "arial"; font-size: 11px;">Jerez, 12 Marzo, 2019 - 05:00h</span><br />
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“Y ahora, a esperar que llegue mayo...”. Sí, a esperar a mayo. No para “las motos” ni para la feria. Hay que esperar a mayo para vivir (y nunca mejor dicho) la <span class="mce" style="font-weight: 700; line-height: 28px;">Gymkhana Matemática</span>. Por tercer año consecutivo celebramos en Jerez este acontecimiento que va cogiendo cada vez más fuerza y a este paso llegará a ser el evento educativo-divulgativo de mayor repercusión en la provincia. Ya se ha fallado el concurso de carteles y sólo queda la prueba en sí. El plazo de inscripción se inicia el día<span class="mce" style="font-weight: 700; line-height: 28px;"> 15 de marzo</span> y finalizará el 7 de abril. Para consultar bases y cualquier información hay que dirigirse a la web <a class="mce" href="http://gymkhanamatematicajerez.blogspot.com/" style="color: #345f6f; font-weight: 700 !important; line-height: 28px; outline: 0px; text-decoration-color: rgb(158, 180, 187) !important;">gymkhanamatematicajerez. blogspot.com.</a></div>
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De la misma forma que el año pasado se dieron cita alrededor de 350 alumnos de los distintos centros educativos de J<span class="mce" style="font-weight: 700; line-height: 28px;">erez, Guadalcacín y Sanlúcar</span> en una competición en la que se unió la Matemática (que hay mucha en nuestra ciudad) junto con la arquitectura, el arte y miles de objetos de lo más cotidiano. En todos ellos se trabajó a fondo en la competición, siempre coordinados por los profesores de Matemáticas que diseñan las pruebas, vigilan los recorridos,.... Prácticamente toda una mañana haciendo matemáticas por las plazas del centro de Jerez, desde el <span class="mce" style="font-weight: 700; line-height: 28px;">IES ‘P.L. Coloma’</span>, desde donde se inició la prueba, hasta la plaza del Banco, donde finalizó y se hizo la entrega de premios. En definitiva, fue la fiesta de la Matemática.</div>
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Este año nuestro objetivo es el mismo: acercar la Matemática a todos, porque en todo está la Matemática. ¿Todos pueden participar en la Gymkhana? Casi. Está dirigida a estudiantes que cursen 4º de ESO y 1º de Bachillerato. Se inscribirán por grupos de 4 participantes, pudiendo cada centro presentar 6 equipos como máximo, pudiéndose proponer alumnos colaboradores. Este año abrimos la competición también a los centros de Jerez y localidades cercanas, con lo que esperamos llegar a unos <span class="mce" style="font-weight: 700; line-height: 28px;">500 alumnos</span>.</div>
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Claro está que la prueba sin los concursantes y el equipo de profesores no es posible, pero sin la colaboración de los medios de comunicación, instituciones y de las empresas que nos patrocinan la prueba, sería imposible que ésta viese la luz. Ciertamente con estos apoyos conseguiremos que Jerez sea un referente en este tipo de eventos que refleja el buen hacer de los docentes de esta materia.</div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-60990475232479952352019-02-11T11:07:00.000+01:002019-02-11T23:47:53.607+01:00Sin π no soy nada<br />
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<h3 class="x-text-type h3" data-x-element="text_type" data-x-params="{"strings":["\u00bfQu\u00e9 tiene de especial el d\u00eda 14 de marzo? "],"type_speed":50,"start_delay":0,"back_speed":50,"back_delay":3000,"loop":false,"show_cursor":true,"cursor":"|"}" style="color: red; text-align: center;">
<span style="font-size: large;"><span class="text">¿Qué tiene de especial el día 14 de marzo? </span></span></h3>
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Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: large; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Posiblemente
muchas cosas, entre otras razones porque todo los días del año son especiales.
Sí, porque si existiesen días no especiales del año, el primero de ellos, por
ejemplo, sería el primer día no especial del año y eso lo haría especial, ¿no
crees?</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: large; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Pero de
entre todos los días especiales del año, para los que nos gustan las
matemáticas el 14 de marzo es el más especial de todos porque es el día
internacional de π. La idea original, por lo que sabemos, fue de Larry Shaw, un
físico estadounidense (a los físicos les encantan las matemáticas) al que en
1988 se le ocurrió celebrar el día del número π el 14 de marzo, ya sabes que
los americanos escriben 14 de marzo así 3/14, que son las primeras 3 cifras de
este maravilloso número. El congreso de EEUU en 2009 declaró oficialmente que
este día, el 14 de marzo, sería el Día Internacional de π. Desde entonces, cada
año más y más gente se une a celebrar este día para, con π como anfitrión,
preparar y disfrutar de las matemáticas.</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: large; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><b>Por tercer año consecutivo...</b></span><br />
<span style="font-size: large;"><b><span style="color: red;">Si eres estudiante</span></b> de primaria, secundaria, bachillerato o ciclos te animamos a participar en nuestro certamen con un relato, un vídeo o un cómic. Solo o con compañeros. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b><span style="color: red;">Si eres docente</span></b> de primaria,
secundaria o bachillerato te animamos a participar en nuestro certamen con
materiales o recursos didácticos. Solo o con compañeros. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b><span style="color: red;">Si eres artista</span></b>, de la edad
que sea, puedes participar en el concurso de carteles.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Los ganadores de los distintos concursos recibirán su premio en la gran
fiesta de π que, este año, se celebrará en la Universidad de Granada el
14 de marzo de 2019, durante la celebración de un evento especial.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Pero como queremos que sea un día muy especial, además de dicho evento
tendremos un montón de actividades y propuestas. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;">¿Te animas? Estamos seguros de que sí, de que no podrás resistir la
tentación de celebrar esta fiesta con nosotros, de forma irracional y
trascendente, como π.</span><br />
<br />
<span style="font-size: large;">Más información en <a href="http://www.piday.es/">http://www.piday.es/</a> </span></div>
Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-39026982124698854552019-02-05T20:21:00.000+01:002019-02-05T20:25:46.969+01:00III Gymkhana Matemática<span style="font-size: large;">Se ha convocado un concurso para seleccionar el que será el cartel de la III Gymkhana Matemática, Ciudad de Jerez.</span><br />
<br />
<span style="font-size: large;">Las bases del concurso y toda la información sobre la gymkhana las podéis encontrar en <a href="http://gymkhanamatematicajerez.blogspot.com/" target="_blank">gymkhanamatematicajerez.blogspot.com</a>.</span><br />
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<span style="font-size: large;">Esperamos que os animéis a participar. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY0qSfu3BuMtQSPO7vXHs-utiWte4giNGwbDzAp6Yeg7dpvMVF2nCFGOm5LDL85axhm6br6Y5lt3XJ4JVXfAYOy4xaCoxv8ZPwMg2ngGOQQ19ceTqjKAu0attQOQ58ga93XgilJmnGWLQ/s1600/foto+cartel.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY0qSfu3BuMtQSPO7vXHs-utiWte4giNGwbDzAp6Yeg7dpvMVF2nCFGOm5LDL85axhm6br6Y5lt3XJ4JVXfAYOy4xaCoxv8ZPwMg2ngGOQQ19ceTqjKAu0attQOQ58ga93XgilJmnGWLQ/s640/foto+cartel.JPG" width="480" /></a></div>
<div style="text-align: center;">
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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-57815040678283936352018-12-11T13:09:00.001+01:002018-12-11T13:13:52.100+01:00Consejos matemáticos para una Navidad más sabrosa, barata y plena<div style="text-align: justify;">
<span style="font-size: large;">Recomendamos este <a href="https://elpais.com/elpais/2018/12/07/album/1544180511_372706.html#foto_gal_1" target="_blank">artículo del diario "El País"</a> en el que algunos matemáticos dan consejos para decorar de manera más rápida el árbol, pagar menos en las comidas con amigos y familiares, cortar el roscón y no perder demasiado tiempo en las colas del supermercado, entre otras recomendaciones interesantes. Esperamos que os guste.</span></div>
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<a href="https://elpais.com/elpais/2018/12/07/album/1544180511_372706.html#foto_gal_1" target="_blank"><img alt="https://elpais.com/elpais/2018/12/07/album/1544180511_372706.html#foto_gal_1" border="0" data-original-height="496" data-original-width="1308" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgorV8617O_jMMcgkom1vdZXYRREnGMBDHY1sYHER74VyP6WHb35Iro9bDStp2IWzHPvr1LOpVWi0u2_iP4UcTt-V_ZLr6Z9Z0wMW4TECFlVey-X3qiCuruZHWMABzS6NU6CSeWMzUgpUQ/s640/Sin+t%25C3%25ADtulo.jpg" width="640" /></a></div>
<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-55214113423317688412018-06-20T08:55:00.001+02:002018-06-20T08:56:37.781+02:00¿Para qué sirven las matemáticas?<span style="font-size: large;">Aquí os dejamos este vídeo tan interesante del profesor y divulgador Eduardo Sáenz de Cabezón. </span><br />
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<a href="https://aprendemosjuntos.elpais.com/especial/para-que-sirven-las-matematicas-eduardo-saenz-de-cabezon/" target="_blank"><img alt="https://aprendemosjuntos.elpais.com/especial/para-que-sirven-las-matematicas-eduardo-saenz-de-cabezon/" border="0" data-original-height="482" data-original-width="882" height="347" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilmfntgWbu5N63h5Qcn-SyyHJEZyBBm6F1dUndqqrJHK2byBwnmzdE4sI5r63RVxUMQwgQ8tX3U1DGr0RqS7b_fgClWgeCq-Y9SHPCoD52epKu9YU3GStr0jcG0XC-DFI0EVueuFkAYN8/s640/Sin+t%25C3%25ADtulo.png" width="640" /></a></div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-65449766429201631892018-04-10T11:41:00.003+02:002018-04-26T17:23:17.249+02:00Banco del TiempoEl grupo de 4º ESO B, ha llevado a cabo en la asignatura de Economía, una actividad consistente en experimentar cómo funciona un BANCO DEL TIEMPO o "CADENA DE FAVORES".<br />
<br />
Este banco NO FUNCIONA CON DINERO. La moneda de cambio es el TIEMPO, en nuestro caso, una hora de clase, que emplearon en facilitar a nuestros profesores colaboradores, de Matemáticas, de Música y Jardinería, el desempeño de sus clases.<br />
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La idea gustó mucho a mis compañeros, que, desde el principio me demostraron su entusiasmo por querer participar en esta actividad.<br />
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Los alumnos y alumnas de 4º han ayudado a otros alumnos de los cursos de 1º y 2º de ESO a facilitar y reforzar las explicaciones de los profesores. A cambio, los alumnos de 4º han obtenido un cheque del Banco del Tiempo, donde estos profesores colaboradores han evaluado lo bien que han realizado su cometido. Estos cheques reflejan el pago, en horas, por los servicios prestados, que podrán canjearse por favores de otros alumnos, cuando aquéllos los necesiten.<br />
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Así, como veis en la foto, Alberto ha prestado sus servicios en 2º A, ayudando a Francisco Márquez, profesor de Matemáticas:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie45a9fJQUzzR5UZ2B6m7EnIMhu9Mtjy7uvvOE_z71rls0cOuv143mOQJHDuAlEiMx04JKmnFfQrGLzcaXUY9Eem0x9diFGMjCZK1xrKY4r710iBvMt4EHQsWCfLtjR7mNRahk1S5prl0/s1600/2018-02-19-PHOTO-00001041.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie45a9fJQUzzR5UZ2B6m7EnIMhu9Mtjy7uvvOE_z71rls0cOuv143mOQJHDuAlEiMx04JKmnFfQrGLzcaXUY9Eem0x9diFGMjCZK1xrKY4r710iBvMt4EHQsWCfLtjR7mNRahk1S5prl0/s640/2018-02-19-PHOTO-00001041.jpg" width="480" /></a></div>
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Lucía, a Salud Fernández, profesora de Matemáticas de 1º B. En la foto muestra el cheque obtenido, por el valor de 1 hora prestada, que podrá utilizar para pagar a otra persona que le preste un favor a ella.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNkFUGoFcUchgCr3Yxl4OW-q-x7D9LeaA-5ojHagskKPTIupYWyp9OUaGAYas_RGsINl2IXVmTe73oChXfPao7bWeVjgj9AFPA8-f1HkNTRV5uwgeJjiM_C0RXaMCItFXrD3u7nxDK8g/s1600/2018-02-21-PHOTO-00001060.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="898" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNkFUGoFcUchgCr3Yxl4OW-q-x7D9LeaA-5ojHagskKPTIupYWyp9OUaGAYas_RGsINl2IXVmTe73oChXfPao7bWeVjgj9AFPA8-f1HkNTRV5uwgeJjiM_C0RXaMCItFXrD3u7nxDK8g/s640/2018-02-21-PHOTO-00001060.jpg" width="358" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZJFCqUlvlWWYtCLDWBWl-yIwqV-oEfBrHlN89twZaGdOxYNUv2qSZ7GZWEIxs1PJnDoj2lxf85NMAJcTqY52v7WMewbCiTCHhGO7xmcNo_jhnOmQIOtPKBCGPrulhLXvY3JbPoZ-el2g/s1600/2018-02-21-PHOTO-00001061.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="898" data-original-width="1600" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZJFCqUlvlWWYtCLDWBWl-yIwqV-oEfBrHlN89twZaGdOxYNUv2qSZ7GZWEIxs1PJnDoj2lxf85NMAJcTqY52v7WMewbCiTCHhGO7xmcNo_jhnOmQIOtPKBCGPrulhLXvY3JbPoZ-el2g/s640/2018-02-21-PHOTO-00001061.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7engSXZEcuvq_W_4miANF3EWONqHMu6t9Yh2nFcoJMQYR5uJYCpHEO2nOqTVamwgSurt8v2hqk_wxKV9pCxDVvU0UD0AGTNYFrxOo6dmF4cG9KNEU0i8aJURC2vHyPBGuDhBImp8fmDE/s1600/2018-02-21-PHOTO-00001062.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="898" data-original-width="1600" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7engSXZEcuvq_W_4miANF3EWONqHMu6t9Yh2nFcoJMQYR5uJYCpHEO2nOqTVamwgSurt8v2hqk_wxKV9pCxDVvU0UD0AGTNYFrxOo6dmF4cG9KNEU0i8aJURC2vHyPBGuDhBImp8fmDE/s640/2018-02-21-PHOTO-00001062.jpg" width="640" /></a></div>
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Este alumno, de la clase de Salud (1º B), se entusiasmó tanto con el proyecto, que quiso devolver el favor, ayudando a Isi, profesora de Matemáticas de 1º C. ¡Gracias Ibrahim por entender el sentido del Banco del Tiempo!:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCjjyaIqLHEijZzq5ihpwPXKCjcUsAxYL7ueSup0m98QctlK5cu_5kiOQMan6Uv0_dNi1TB4o74ygZBatPgfqusfvG852g6aQ2rmoGTQSsd2_Ff_G3J0OHcPiyyx7Rr8LlcUw-5903A2E/s1600/2018-02-21-PHOTO-00001066.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCjjyaIqLHEijZzq5ihpwPXKCjcUsAxYL7ueSup0m98QctlK5cu_5kiOQMan6Uv0_dNi1TB4o74ygZBatPgfqusfvG852g6aQ2rmoGTQSsd2_Ff_G3J0OHcPiyyx7Rr8LlcUw-5903A2E/s640/2018-02-21-PHOTO-00001066.jpg" width="640" /></a></div>
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Ana ayudó a una alumna de 2ºA, clase de Francisco Márquez:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvrn___OBW3Eq0LMoyJyka3lOWx0M38aiRcecHcL-_xqcrtw6ZagoaLSFlHsgQhKW6aK3ROFMAPHBGAe7YkPthNzrD6glOmMkzEGKVqkpYtLOCiR-IqpeCe9divSsf1OennlWOqZDfNN4/s1600/2018-03-05-PHOTO-00000002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvrn___OBW3Eq0LMoyJyka3lOWx0M38aiRcecHcL-_xqcrtw6ZagoaLSFlHsgQhKW6aK3ROFMAPHBGAe7YkPthNzrD6glOmMkzEGKVqkpYtLOCiR-IqpeCe9divSsf1OennlWOqZDfNN4/s640/2018-03-05-PHOTO-00000002.jpg" width="480" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-f3caYjqNA1pTXUCC1HJeeorGF1U4ocn_IjPPKMNDlEBAj1hXjZnw9K_JNYljuyOhECYU2PAJCcZESN5K1ME9A-XGF2ZbkX2yUoAhXNlz-wqrxNBkEHCVzBHJaL9FIXY0sIJJVNmR28E/s1600/2018-03-05-PHOTO-00000003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-f3caYjqNA1pTXUCC1HJeeorGF1U4ocn_IjPPKMNDlEBAj1hXjZnw9K_JNYljuyOhECYU2PAJCcZESN5K1ME9A-XGF2ZbkX2yUoAhXNlz-wqrxNBkEHCVzBHJaL9FIXY0sIJJVNmR28E/s640/2018-03-05-PHOTO-00000003.jpg" width="480" /></a></div>
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Pablo, mostró sus habilidades musicales en la clase de Marta:</div>
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Y, finalmente, Roberto y Alba, ayudaron a América, profesora del ciclo de Jardinería al mantenimiento de los jardines del instituto y la limpieza de la floristería.</div>
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Tras realizar esta actividad, todos han sentido la agradable sensación y la oportunidad de dar y compartir.</div>
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Para todos ellos, alumnos y profesores, el agradecimiento del grupo de 4º B y de su profesora de Economía, Cecilia Benítez.</div>
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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-81973433239964030802018-03-11T12:55:00.001+01:002018-03-11T12:59:26.277+01:00¡Alumnos olímpicos!<div style="text-align: justify;">
<span style="font-size: large;">El pasado sábado día 10 de marzo se celebró en Benalup - Casas Viejas la fase provincial de la XXXIV Olimpiada Matemática Thales dirigida al alumnado de 2º ESO.</span></div>
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<span style="font-size: large;">Acudieron al evento más de 350 participantes y como representantes del IES La Granja fueron Eloy Martos Cobos de 2ºB y Adrián Vergara Parra de 2ºA, a los que podéis ver en la foto con sus diplomas. Tuvieron que enfrentarse a unas pruebas de ingenio matemático y construyeron junto con el resto de participantes un fractal llamado esponja de Menger. ¡Enhorabuena!</span></div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-24766383596180344562018-03-09T08:58:00.003+01:002018-03-09T08:59:14.601+01:00Música de la trigonometría<div style="text-align: justify;">
<span style="font-size: large;">Con esta canción podremos recordar fácilmente las razones trigonométricas de 30º, 45º y 60º. Espero que os guste. Gracias a Víctor y Wesley por esta aportación. Está en portugués, pero se entiende perfectamente.</span></div>
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<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/N6bO_bUgCV4" width="560"></iframe></div>
<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-51692379304862584682018-02-21T12:12:00.001+01:002018-02-21T12:13:13.200+01:0075º Aniversario de la muerte de David Hilbert<div style="text-align: justify;">
<span style="font-size: large;">Como ayer informaba el diario El País, el 14 de febrero de 1943 fallecía en Gotinga (Alemania) David Hilbert,
a los 81 años de edad. Al funeral del que fuera uno de los más
importantes matemáticos de la primera mitad del siglo XX apenas
asistieron una docena de amigos. En su lápida se grabó una de sus frases
favoritas: Wir Müssen wissen. Wir werden wissen (Debemos saber. ¡Sabremos!).
Esta cita refleja la visión que tenía Hilbert de su disciplina:
confiaba en que todo problema matemático admitía una respuesta, bien
mediante una prueba rigurosa de su solución o bien con la demostración
de la imposibilidad de la misma. <a href="https://elpais.com/elpais/2018/02/19/ciencia/1519033592_636265.html">Leer más.</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg83rDww01VHBrhoZvzm5-MHsVgYO3dHeTWvWc8ut0qMZ1aAD-Wogt2Su7U9G3v35QzeCxetVyJs42MHQJl09rOIJuV_3Vwt-02q4YYCaiq5NQekWDd4F1eNRapIpaQNyKth-Q3ZLKbWE0/s1600/Sin+t%25C3%25ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="264" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg83rDww01VHBrhoZvzm5-MHsVgYO3dHeTWvWc8ut0qMZ1aAD-Wogt2Su7U9G3v35QzeCxetVyJs42MHQJl09rOIJuV_3Vwt-02q4YYCaiq5NQekWDd4F1eNRapIpaQNyKth-Q3ZLKbWE0/s640/Sin+t%25C3%25ADtulo.png" width="524" /></a></div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-42567975709031840682017-12-20T19:18:00.000+01:002017-12-20T22:33:56.958+01:00La probabilidad de que toque "El Gordo": como encontrar un grano de arrozLa probabilidad de que toque el premio "Gordo" de la lotería de Navidad es la misma que la de sacar un grano de arroz entre 100.000, aunque todos los granos tienen las mismas opciones. José Luis, un profesor de matemáticas, lo explica así, como un juego con 2,7 kg de arroz.<br />
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<a href="http://www.rtve.es/alacarta/videos/telediario/probabilidad-toque-gordo-como-encontrar-grano-arroz/4379259/"><img alt="http://www.rtve.es/alacarta/videos/telediario/probabilidad-toque-gordo-como-encontrar-grano-arroz/4379259/" border="0" data-original-height="768" data-original-width="1366" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_K-16S0UlJvwRqKfr17-x5aRwPHn4z8t4GrH4EIOqt05kyjRcCChMWOppXwYMBB0Gp9iI18-iuzLRiWD5Kj1ns3JP0u3V5bxGqDtpqyPsj8YyBYLfhX7rpDCCoCz2486cJW762OB50jE/s640/Sin+t%25C3%25ADtulo.jpg" width="640" /></a></div>
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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-26330039547937847062017-09-13T10:21:00.002+02:002017-09-13T10:32:49.797+02:00¡Bienvenidos al nuevo curso escolar 2017/18!<div style="text-align: justify;">
<span style="font-size: large;">Los miembros del Departamento de Matemáticas queremos daros la bienvenida al nuevo curso que comienza 2017/18. Os recibimos con renovadas expectativas y con deseos de compartir este prometedor curso escolar con vosotros.</span><br />
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<span style="font-size: large;"><img alt="Resultado de imagen de feliz curso escolar" class="irc_mi" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2ljBA59fL4JaRCbmEJuDPlW29kxEqCuXZKy6wYDGxLMkEKMDNpCpP9qex_6qBhzoXWQDLeMeJzylre21CR2xP0zTJAZmOXQqq3hnOeVaYXzDD2lPOOILJMMoMKkNLnVQhWDQuJGhR0mjy/s1600/inicio-clases.jpg" style="margin-top: 46px;" width="640" /> </span></div>
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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-36629069701140099732017-06-22T17:15:00.002+02:002017-09-13T10:23:02.858+02:00Aarón Ponce. 1º ESO D. Cubo de Rubik 2x2<div style="text-align: justify;">
<span style="font-size: large;">En este vídeo podemos ver cómo nuestro alumno Aarón Ponce Ortiz (1º ESO
D) resuelve este cubo de Rubik 2x2 en un tiempo récord. ¡Enhorabuena!</span></div>
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/UVFv7mhpT-4" width="560"></iframe></div>
Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-30916813868947734172017-05-15T14:57:00.002+02:002017-09-13T10:23:24.432+02:00Aarón Ponce 1º ESO D. Cubo Mirror Dorado<div style="text-align: center;">
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<span style="font-size: large;">En este vídeo podemos ver cómo nuestro alumno Aarón Ponce Ortiz (1º ESO D) resuelve este cubo de Rubik Mirror dorado. Tardó tan sólo 5 minutos. ¡Enhorabuena!</span></div>
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/d016ggDrzps" width="560"></iframe></div>
Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-79321598408834962402017-05-06T13:43:00.005+02:002017-05-06T13:43:45.810+02:00Cuaderno de Orientación 2017/18<div style="text-align: justify;">
<span style="font-size: large;">En este enlace podéis descargar la versión pdf del <a href="https://orientagades.files.wordpress.com/2017/04/cuaderno_1718.pdf">Cuaderno de Orientación</a> elaborado por los grupos de trabajo de los/as Orientadores/as de la provincia de Cádiz para el curso 2017/18.</span></div>
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<a href="https://orientagades.files.wordpress.com/2017/04/cuaderno_1718.pdf"><img alt="https://orientagades.files.wordpress.com/2017/04/cuaderno_1718.pdf" border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiujFfbe_X3gYCA1GgpgDv4CFGBC70R7X_0e1pAGpvbZl6vxlY4ZkY_KTdzs2W8VMr5VDThyp2vDIEFpZXTQKepsX4utCmZHEC3CQ3EXyKdEkSdTs3ZzVXxK9Kx3Emvs3juwnG69eGlVJs/s400/cuad.png" width="283" /></a></div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-90642494403614954322017-04-07T11:39:00.001+02:002017-04-07T11:42:08.539+02:00Método para resolver el cubo de RubikOs dejo aquí los enlaces:.<br />
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<a href="https://www.youtube.com/watch?v=aCGuokhXwec" target="_blank">Parte 1.</a><br />
<a href="https://www.youtube.com/watch?annotation_id=annotation_512294&feature=iv&src_vid=aCGuokhXwec&v=m1V2QuvqeLA" target="_blank">Parte 2.</a><br />
<a href="https://www.youtube.com/watch?v=TYzGrP_U2hM" target="_blank">Parte 3.</a><br />
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¡Que tengáis una feliz Semana Santa!Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-68394222329856587602017-03-24T10:49:00.000+01:002017-03-24T11:06:50.135+01:00Vídeos explicativos "Unicoos"<div class="mce-body " itemprop="articleBody" style="text-align: justify;">
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Hemos añadido los <a href="https://www.youtube.com/user/davidcpv/playlists?shelf_id=2&view=50&sort=dd">vídeos de Unicoos</a> a los enlaces de interés de nuestro blog. Ubicados en Youtube, ayudarán a resolver dudas de matemáticas de ESO y Bachillerato. </div>
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Su fundador, David Calle, de 44 años, ha sido finalista del Global Teacher Prize 2017, que se creó hace tres años para
rendir homenaje a un profesor excepcional que haya realizado una
contribución significativa a la profesión y destacar la labor que
realizan millones de profesores en todo el mundo. Tiene 44 años y es ingeniero de profesión. Fundó su propia academia y, hace seis años, preocupado por no poder atender a sus alumnos
fuera de las aulas y consciente de que muchas familias no podían
permitirse un profesor particular, trasladó la academia a internet. </div>
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La mayoría de los alumnos de Unicoos, tanto en la web
como en Youtube, son nativos digitales, "aunque también hay muchos que
no lo son, un 20 por ciento tienen más de 25 ó 30 años; son gente que se
está preparando para el acceso a la universidad, están empezando a
estudiar y necesitan refrescar un montón de conocimientos", explica.</div>
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A su juicio, "los <i>millennials</i> sobre todo
aportan que están acostumbradísimos a todo lo que tiene que ver con las
redes sociales porque es su entorno vital, para ellos Youtube es el
sitio donde pasan su tiempo libre" ya que "en lugar de ver la televisión
están viendo vídeos continuamente", de forma que "su espacio es Youtube
y las redes sociales, y somos nosotros, los que educamos, los que
tenemos que intentar acercarnos a donde están ellos". </div>
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A día de hoy, el canal cuenta con 700 vídeos de
matemáticas, física, química y tecnología; acumula más de 100 millones
de visitas y suma más de 700.000 suscriptores. En septiembre de 2015,
Unicoos fue elegido por Google como el canal con mayor impacto social de
España.
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" 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" 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Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-31494955122108758642017-02-25T19:05:00.003+01:002017-02-26T14:13:34.982+01:00XXXIII Olimpiada Matemática<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJ8seYsQrHTBXwIZgvskBLau3ljPqZ2Td4yeNJfuvWuUMAyW6UnVIfYwraplQyzh8LUAG_jHSp9tM7tVGX0nSxfpJLE3Lo6liu4mqq_iXsslejrljgHNXg3ndMD02sosgL7ej9SGq4aE/s1600/CARTEL+33+OLIMPIADAS+MATEMATICAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJ8seYsQrHTBXwIZgvskBLau3ljPqZ2Td4yeNJfuvWuUMAyW6UnVIfYwraplQyzh8LUAG_jHSp9tM7tVGX0nSxfpJLE3Lo6liu4mqq_iXsslejrljgHNXg3ndMD02sosgL7ej9SGq4aE/s640/CARTEL+33+OLIMPIADAS+MATEMATICAS.jpg" width="425" /></a></div>
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La fase provincial de la 33ª edición de la Olimpiada Matemática Thales se celebrará el día 18 de marzo de 2017. El periodo de inscripción será del 13 de febrero hasta las 16:00 del 14 de marzo, a través de la web: <a href="http://thales.cica.es/olimpiada2">http://thales.cica.es/olimpiada2</a></div>
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Está dirigida al alumnado de los centros educativos de Andalucía que cursen 2º de E.S.O. Los/as cinco clasificados de cada provincia participarán en la fase regional que tendrá lugar en Jaén del 17 al 20 de mayo, de donde saldrán los/as seis representantes andaluces en la fase nacional, que este año se celebra del 22 al 25 de junio de 2017.</div>
<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-81731431854717925352016-08-06T12:05:00.001+02:002017-02-25T18:21:22.510+01:00Dos niños españoles campeones del mundo de Cálculo con Ábaco<br />
Para <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/">seguir leyendo</a>.<br />
<div style="left: -99999px; position: absolute;">
los dos menores se han
hecho con el título de Grand Champion en la ciudad de Yogyakarta,
ubicada en la isla de Java, Indonesia. Águila Hernández es alumno del
colegio Ramiro Izquierdo de Castellón mientras que Mira Escrig estudia
en el colegio CEIP Santa Águeda de Benicasim.<br />
<br />
Ver más en: <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263">http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263</a></div>
<div style="left: -99999px; position: absolute;">
Miguel del Águila
Hernández y Óscar Mira Escrig, dos niños españoles de diez años se han
proclamado campeones del mundo en la máxima categoría del Campeonato
Mundial Aloha de Cálculo con Ábaco celebrado en Indonesia la semana
pasada, según informa la organización del evento.
Así, los dos menores se han hecho con el título de Grand Champion en la
ciudad de Yogyakarta, ubicada en la isla de Java, Indonesia. Águila
Hernández es alumno del colegio Ramiro Izquierdo de Castellón mientras
que Mira Escrig estudia en el colegio CEIP Santa Águeda de Benicasim.<br />
<br />
Ver más en: <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263">http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263</a></div>
<div style="left: -99999px; position: absolute;">
Miguel del Águila
Hernández y Óscar Mira Escrig, dos niños españoles de diez años se han
proclamado campeones del mundo en la máxima categoría del Campeonato
Mundial Aloha de Cálculo con Ábaco celebrado en Indonesia la semana
pasada, según informa la organización del evento.
Así, los dos menores se han hecho con el título de Grand Champion en la
ciudad de Yogyakarta, ubicada en la isla de Java, Indonesia. Águila
Hernández es alumno del colegio Ramiro Izquierdo de Castellón mientras
que Mira Escrig estudia en el colegio CEIP Santa Águeda de Benicasim.<br />
<br />
Ver más en: <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263">http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263</a></div>
<div style="left: -99999px; position: absolute;">
Miguel del Águila
Hernández y Óscar Mira Escrig, dos niños españoles de diez años se han
proclamado campeones del mundo en la máxima categoría del Campeonato
Mundial Aloha de Cálculo con Ábaco celebrado en Indonesia la semana
pasada, según informa la organización del evento.<br />
<br />
Ver más en: <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263">http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263</a></div>
<div style="left: -99999px; position: absolute;">
Miguel del Águila
Hernández y Óscar Mira Escrig, dos niños españoles de diez años se han
proclamado campeones del mundo en la máxima categoría del Campeonato
Mundial Aloha de Cálculo con Ábaco celebrado en Indonesia la semana
pasada, según informa la organización del evento.<br />
<br />
Ver más en: <a href="http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263">http://www.20minutos.es/noticia/2811778/0/dos-ninos-espanoles-diez-anos-proclaman-campeones-mundo-calculo-abaco-indonesia/#xtor=AD-15&xts=467263</a></div>
Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-56274506671380726272016-06-25T20:02:00.000+02:002016-06-25T20:02:51.850+02:00Gana al piedra, papel, tijera con estos trucos
Si pensaste que vencer era sólo cuestión de suerte, estás equivocado, ya que la ciencia ha desvelado las jugadas más repetidas.<br />
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<a href="http://www.diariosur.es/sociedad/201606/22/juegate-todo-piedra-papel-20160622201314.html">http://www.diariosur.es/sociedad/201606/22/juegate-todo-piedra-papel-20160622201314.html</a></h2>
Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-36144572177607731892016-03-31T09:18:00.001+02:002016-03-31T09:18:09.669+02:00¡Alumna olímpica!El pasado sábado día 12 de marzo se celebró en Ubrique la fase provincial de la XXXII Olimpiada Matemática Thales dirigida al alumnado de 2º ESO.<br />
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De los más de 300 participantes, una fue Marina Sánchez García, de 2ºC, a la que podéis ver en la foto con su diploma. Tuvo que enfrentarse a unas pruebas de ingenio matemático, distintas a las que habitualmente se le presentan en clase. ¡Enhorabuena!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN04bL9TcGQ-FqTUKgPMLNu1OfPIMlAeTJ2JeBVGarUNI40bjWycfgwoXdM_mVVRtf29PnG8WzzqT74Ww-Ha8SapEXLvHBGeBJLHLPNQMN4tkq521r8ek_cBATYsA5m3Gv8wPqvLLYvqc/s1600/Foto_olimpiada_Marina.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN04bL9TcGQ-FqTUKgPMLNu1OfPIMlAeTJ2JeBVGarUNI40bjWycfgwoXdM_mVVRtf29PnG8WzzqT74Ww-Ha8SapEXLvHBGeBJLHLPNQMN4tkq521r8ek_cBATYsA5m3Gv8wPqvLLYvqc/s320/Foto_olimpiada_Marina.jpg" width="192" /></a></div>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-32753373517186854482016-02-24T10:38:00.003+01:002016-02-24T10:38:56.563+01:00Matemáticas del ¿Quién es quién?<br />Os dejo el enlace a la <a href="http://verne.elpais.com/verne/2016/02/16/articulo/1455637202_333125.html">noticia de El País</a>.Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-181023991771621252015-09-14T12:05:00.004+02:002015-09-14T12:06:32.303+02:00Bienvenidos al nuevo Curso Escolar 2015-16El Departamento de Matemáticas os desea un buen inicio de curso. A lo largo de la mañana de hoy se publicarán las listas de clase y a partir de mañana 15 de septiembre nos vemos en las aulas.Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0tag:blogger.com,1999:blog-5452148449275676530.post-56940155131772945312015-04-21T20:23:00.001+02:002016-04-15T10:04:01.584+02:00Ganadora del concurso de fotografía matemática 2014-15Nuestra más sincera enhorabuena a la autora de la foto ganadora:<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk4ZwKnMzJHxsmMahQVyVqhUgt9nOpppqBU1UndeUZOXgs2rKPIZ1NSi_Amkv1ZIq4NJywZ81lSCtNOXO8ZCGvOf7gEw-vilhT8Kz1uTsFd9EaEov9oAuuT_4TaBJEO45rWJ6Igmn1VVg/s1600/leticia+ram%C3%ADrez+1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk4ZwKnMzJHxsmMahQVyVqhUgt9nOpppqBU1UndeUZOXgs2rKPIZ1NSi_Amkv1ZIq4NJywZ81lSCtNOXO8ZCGvOf7gEw-vilhT8Kz1uTsFd9EaEov9oAuuT_4TaBJEO45rWJ6Igmn1VVg/s1600/leticia+ram%C3%ADrez+1.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Foto ganadora. Leticia Ramírez 3ºESO C</td></tr>
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El jurado ha decidido también dar dos menciones de honor:<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wb-fJsY52aBEL6lkFMNzrHPP0wh5PN-PGMTMYHLblOe9OkYASftZOKSDCbeUXH7s0JAmReMgblFIhdywyvXZxtrPx2-Hlj4UiNL_SH04oy_IAWHt1Kp0mIwQksUGLTc48oDTWjjWiEM/s1600/paula+v%C3%A1zquez2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wb-fJsY52aBEL6lkFMNzrHPP0wh5PN-PGMTMYHLblOe9OkYASftZOKSDCbeUXH7s0JAmReMgblFIhdywyvXZxtrPx2-Hlj4UiNL_SH04oy_IAWHt1Kp0mIwQksUGLTc48oDTWjjWiEM/s1600/paula+v%C3%A1zquez2.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1ª Mención de honor. Paula Villarreal. 2º ESO A</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvUIHihSu8sPDZtI-QnYX2SFodX-PZLKfd1q22XkqZf9ZP1J4-zyvZrJg1OyzA3wfMjBe-2bcsvFUG-7xv9ZH7ulftkcy0Te0abotkUiv6L6GsnvnaQk0Q00ggCL4C5SY-MhpJ94N4_gQ/s1600/Leticia+ram%C3%ADrez+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvUIHihSu8sPDZtI-QnYX2SFodX-PZLKfd1q22XkqZf9ZP1J4-zyvZrJg1OyzA3wfMjBe-2bcsvFUG-7xv9ZH7ulftkcy0Te0abotkUiv6L6GsnvnaQk0Q00ggCL4C5SY-MhpJ94N4_gQ/s1600/Leticia+ram%C3%ADrez+2.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2ª Mención de honor. Leticia Ramírez. 3º ESO C</td></tr>
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<br />Departamento de Matemáticashttp://www.blogger.com/profile/12423049185842592239noreply@blogger.com0