tag:blogger.com,1999:blog-61423566143773812872024-02-19T05:08:44.352+01:00HistoriaEste blog es una bitácora para la clase de Ciencias Sociales de 4ºESO.
TIENE UNA FINALIDAD EXCLUSIVAMENTE EDUCATIVA, EN NINGÚN CASO ÁNIMO DE LUCRO. Si algún contenido entra en conflicto con derechos de autor, será retirado si así lo solicitan.
"Dime y lo olvido, enséñame y lo recuerdo, involúcrame y lo aprendo" (Benjamin Franklin)Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.comBlogger216125tag:blogger.com,1999:blog-6142356614377381287.post-49626893343266285782020-06-21T13:30:00.000+02:002020-06-21T13:30:01.881+02:00Cuaderno Historia de verano<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on">Aquí tenéis el cuaderno de trabajo para preparar el examen de septiembre... Recuerda que es una parte importante de la calificación.... También debes entregar, si no lo has hecho o la evaluación es negativa, el Taller de arte: siglos XIX y XX. Cualquier duda... estamos en contacto... ¡Ánimo y planificate...! no lo dejes todo para el final...<br />
Recuerda que debes entregarlo el día del examen.</div><iframe allowfullscreen="" frameborder="0" height="550" msallowfullscreen="" src="https://app.box.com/embed/s/hx3n7ta98bpu6so8ndeciwqs2uilrfag" webkitallowfullscreen="" width="800"></iframe></div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-65061444562986692172020-03-30T12:58:00.001+02:002020-03-30T12:58:27.044+02:00Tarea del 30 de marzo al 3 de abril<div dir="ltr" style="text-align: left;" trbidi="on">
Aquí tienes parte de la tarea de esta semana... el documento está en Classroom... si tienes problemas de acceso mándame un correo... Mucha fuerza y responsabilidad para estos días...<br />
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" 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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-83941723589921575762020-03-22T18:00:00.000+01:002020-03-23T11:55:55.020+01:00La Guerra Civil (1936-1939) <div dir="ltr" style="text-align: left;" trbidi="on">
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Mira el siguiente documental...que trata sobre la Guerra civil española... el consejo es que lo veas varias veces... </div>
1.- La sublevación militar y la internacionalización del conflicto. (00:00 - 13:17)<br />
2.- Etapas y desarrollo de la guerra (13:17 - 17:27)<br />
3.- La evolución política de las dos zonas. (17:27 - 21:54)<br />
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Actividades:<br />
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<ol style="text-align: left;">
<li>Explica en qué consiste la sublevación militar que se produce en 1936.</li>
<li>¿Cómo reacciona el Gobierno?</li>
<li>¿Qué dirigentes miliares se sublevan? ¿Le sucede algo a alguno? ¿El qué? </li>
<li>¿Qué son las milicias populares?</li>
<li> ¿Qué posición toma la Iglesia? ¿Cómo se justifica?</li>
<li> ¿Qué era "el paseo"? ¿Qué bando lo practicó? Justifica tu respuesta.</li>
<li>Explica como se internacionalizó el conflicto (quién apoyó a cada bando y como lo hizo</li>
<li>¿Cuándo finaliza la guerra civil? ¿Qué te ha llamado la atención algo de lo que dice el parte oficial? Razona tu respuesta.</li>
<li>Explica las fases de la Guerra civil.</li>
<li>¿Como evolucionaron políticamente las dos zonas? ¿Qué personajes destacaron?</li>
</ol>
Debes realizar estas actividades en el cuaderno de clase o en folios para entregar a la vuelta a clase. Mucha fuerza para trabajar estos días.<br />
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" 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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-73046726528215363212020-03-18T15:30:00.000+01:002020-03-17T20:30:51.520+01:00La Segunda República (1931-1936/39) <div dir="ltr" style="text-align: left;" trbidi="on">
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1.- El sistema de partidos y la Constitución de 1931. (00:00 - 06:34)<br />
2.- Las reformas del bienio republicano-socialista. (06:34 - 12:49)<br />
3.- El bienio de centro-derecha. (12:49 - 19:56)<br />
4.- Las elecciones de 1936 y el triunfo del Frente Popular. (19:56 - 25:08)<br />
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Aunque la primera parte del vídeo ya la ha trabajado... es importante para repasarla... A partir del Bienio de centro-derecha (12:49) debes responder en el cuaderno a las siguientes actividades:<br />
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<ol style="text-align: left;">
<li>¿Que novedad presenta el bienio de centro-derecha? ¿Te parece importante ese logro? ¿Por qué?</li>
<li>¿Quien vence en las elecciones de 1933?</li>
<li>¿Qué problema existe en 1933? ¿Qué consecuencias tiene?</li>
<li>¿Qué partido surge en 1933? ¿Quién lo fundó? ¿Existen partidos parecidos en Europa? ¿Dónde destacaron?</li>
<li>Explica en qué consistió la Revolución de Asturias (causas, desarrollo y consecuencias).</li>
<li>¿Qué consecuencias tuvo la insurrección en Cataluña?</li>
<li>¿Que era el Frente Popular?</li>
<li>¿Cuál fue el resultado de las elecciones de 1936?</li>
<li>¿Quién estaba al frente del nuevo gobierno? ¿Qué medidas tomó?</li>
<li>¿Cómo era la situación en la primavera de 1936? Descríbela.</li>
</ol>
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-55933353731746531732020-03-17T09:15:00.000+01:002020-03-17T09:15:15.776+01:00Segunda República en España: Bienio conservador y Frente Popular<div dir="ltr" style="text-align: left;" trbidi="on"><br />
</div></div><span style="font-size: large;"><b>El Bienio Conservador y el Frente Popular (1931-1933)</b></span><br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/86ntrtHHB1w" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-73830252756805226792020-03-16T11:49:00.000+01:002020-03-16T13:07:56.868+01:00La Segunda República en España: Bienio reformista<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="white-space: pre-wrap;">Extraídos de la serie documental "Memorias de España"</span></div>
<span style="font-size: large;"><b>El Bienio Reformista (1931-1933)</b></span><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/dZgCqf9_bbg" width="560"></iframe><br />
<br />
Actividades<br />
<ol style="text-align: left;">
<li>¿Cómo y en qué condiciones llega la Segunda República a España?</li>
<li>Explica las reformas que se dieron por Azaña durante la Segunda República.</li>
<li>De estas reformas, ¿cuál te parece más importante? Justifica tu respuesta</li>
<li>¿A qué problemas se tuvo enfrentar? ¿En qué consistió?</li>
<li>¿Qué elecciones se celebraron? ¿Cuál fue el resultado?</li>
<li>Explica las principales características de la Constitución de 1931.</li>
<li>¿Quién fue el primer presidente del República? ¿Y del Gobierno?</li>
<li>¿Quiénes se opusieron más radicalmente?</li>
<li>Explica el primer golpe militar contra la República (en qué consistió y qué consecuencias tuvo).</li>
<li>Explica los sucesos de Casas Viejas y las consecuencias que tuvo.</li>
</ol>
Debes realizar estas actividades en el cuaderno de clase o en folios para entregar a la vuelta a clase. Mucha fuerza para trabajar estos días.<br />
<br /></div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-67703923635964772712020-03-16T11:31:00.001+01:002020-03-16T11:31:10.860+01:00La II República: el bienio reformista<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on"><span style="white-space: pre-wrap;">Extraídos de la serie documental "Memorias de España"</span></div><span style="font-size: large;"><b>El Bienio Reformista (1931-1933)</b></span><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/dZgCqf9_bbg" width="560"></iframe><br />
</div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-87378889736581403692020-02-13T20:00:00.000+01:002020-02-13T20:00:03.355+01:00Nazismo alemán<div dir="ltr" style="text-align: left;" trbidi="on">En primer lugar <b>los orígenes del Nazismo</b></div><iframe width="560" height="315" src="https://www.youtube.com/embed/vyOX9p5i1rs" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe><br />
<b>El gobierno de Hitler</b><br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/SgVJ9rNE4ak" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-31049943446259547872020-02-13T08:00:00.000+01:002020-02-13T09:21:28.657+01:00Fascismo italiano<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
Estos dos vídeos te van a ayudar a entender mejor por un lado <b>la llegada de Mussolini al poder </b></div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/58tC23t_X5A" width="560"></iframe><br />
<br />
Y el <b>gobierno fascista de Mussolini</b><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Fs8y96nfEdA" width="560"></iframe></div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-54500857943822968492020-01-16T17:46:00.003+01:002020-01-16T17:46:59.395+01:00Primera Guerra Mundial: síntesis<div dir="ltr" style="text-align: left;" trbidi="on">La Primera Guerra Mundial, también conocida como Gran Guerra, fue una confrontación bélica, ocurrida principalmente en Europa, que empezó el 28 de julio de 1914 y finalizó el 11 de noviembre de 1918, cuando Alemania aceptó las condiciones del armisticio. <br />
</div><iframe width="560" height="315" src="https://www.youtube.com/embed/3XtXgH4YSrU" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-27727499538441343902020-01-15T16:00:00.000+01:002020-01-14T16:53:34.870+01:00Tarea competencial: “Cartas desde el frente de batalla”.<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
</div>
<div style="text-align: justify;">
En la Revista de Historia digital, Clío, en el número 40, 2014, tenemos un artículo muy interesante del profesor de Secundaria, Felipe Pizarro Alcalde, sobre la vida de los soldados durante la Gran Guerra (1914-1918).</div>
<div style="text-align: justify;">
El título del artículo “Empatía en clase de Historia: los alumnos serán soldados de la Primera Guerra Mundial (Empathy in History Class: the students will be soldiers in the World War I”, nos da la clave de la tarea competencial que podemos abordar en nuestra clase de Historia.</div>
<div style="text-align: justify;">
Nos ofrece una metodología de trabajo adaptada, sobre todo, al alumnado de 4º de la ESO y unos recursos didácticos muy ricos, sobre todo textos históricos, para que los alumnos /as puedan ponerse en el lugar de un soldado de la Gran Guerra y sean capaces de documentarse convenientemente y escribir una carta a un familiar contándole la situación que está viviéndose en las trincheras de los principales campos de batalla europeos.</div>
<div style="text-align: justify;">
Animamos al profesorado de CCSS a abordar esta tarea competencial donde se trabajan, entre otras, las Competencias Social y Ciudadana (empatía histórica), Lingüística (expresión escrita); Competencia en el Tratamiento de la Información y C. Digital (documentación, selección y resumen de textos, búsqueda en internet, etc.); etc.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Dejamos, a continuación, el enlace de la magnífica propuesta de trabajo del profesor Felipe Pizarro Alcalde.</div>
<br />
<div style="text-align: center;">
<a href="http://clio.rediris.es/n40/articulos/alumnos_soldados.html" target="_blank">http://clio.rediris.es/n40/articulos/alumnos_soldados.html</a></div>
<br />
<br />
<div style="text-align: justify;">
Resumen: Como nos dice el autor de la propuesta didáctica sobre la Gran Guerra, el trabajo consiste en “ponerse en la piel” de un soldado de la Primera Guerra Mundial y escribir un carta relatando lo que está viviendo. Los alumnos deben haber adquirido previamente unos conocimientos básicos y haber leído diarios, cartas y fragmentos de novelas contemporáneas. F. Pizarro Alcalde.</div>
<div style="text-align: left;">
<br /></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; position: relative; top: 0.5pt;">1. <u><span style="letter-spacing: -0.05pt;">DAT</span><span style="letter-spacing: 0.05pt;">O</span>S<span style="letter-spacing: -0.15pt;"> </span><span style="letter-spacing: 0.1pt;">P</span><span style="letter-spacing: -0.05pt;">ER</span>SON<span style="letter-spacing: -0.05pt;">ALE</span>S</u></span></b><span style="font-family: "comic sans ms";"></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">1.1.<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.05pt;">N</span><span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">m</span>bre<span style="letter-spacing: 1.35pt;"> </span>y<span style="letter-spacing: 1.45pt;"> </span>a<span style="letter-spacing: -0.15pt;">p</span>e<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">li</span>d<span style="letter-spacing: -0.15pt;">o</span>s<span style="letter-spacing: 1.35pt;"> </span>del<span style="letter-spacing: 1.35pt;"> </span>so<span style="letter-spacing: 0.05pt;">l</span>dado</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.2pt;">I</span>n<span style="letter-spacing: -0.1pt;">v</span>en<span style="letter-spacing: 0.05pt;">t</span>ado<span style="letter-spacing: 1.45pt;"> </span>o<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: -0.1pt;">r</span>ea<span style="letter-spacing: 0.05pt;">l</span>,<span style="letter-spacing: 1.3pt;"> </span>p<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span>o<span style="letter-spacing: 1.3pt;"> </span>adec<span style="letter-spacing: -0.1pt;">u</span>ado<span style="letter-spacing: 1.35pt;"> </span>a<span style="letter-spacing: 1.35pt;"> </span>su<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">na</span>c<span style="letter-spacing: 0.05pt;">i</span>on<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>dad.<span style="letter-spacing: 1.35pt;"> </span>Las a<span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.2pt;">m</span>nas<span style="letter-spacing: 0.05pt;"> </span>de<span style="letter-spacing: -0.1pt;">b</span>e<span style="letter-spacing: 0.05pt;">r</span>án<span style="letter-spacing: -0.1pt;"> </span>ado<span style="letter-spacing: -0.1pt;">p</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>no masculino, <span style="letter-spacing: -0.1pt;">y</span>a que<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.05pt;">l</span>as<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>u<span style="letter-spacing: 0.05pt;">j</span>e<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">e</span>s no<span style="letter-spacing: -0.1pt;"> e</span><span style="letter-spacing: 0.05pt;">r</span>an <span style="letter-spacing: -0.05pt;">r</span>e<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.05pt;">t</span>adas<span style="letter-spacing: -0.1pt;"> </span>pa<span style="letter-spacing: -0.05pt;">r</span>a <span style="letter-spacing: -0.05pt;">l</span>uch<span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>n p<span style="letter-spacing: 0.05pt;">ri</span><span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.05pt;">í</span>nea.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">1.2.<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>a<span style="letter-spacing: 0.6pt;"> </span>nac<span style="letter-spacing: 0.05pt;">i</span>on<span style="letter-spacing: -0.15pt;">a</span><span style="letter-spacing: 0.05pt;">lid</span>ad<span style="letter-spacing: 0.6pt;"> </span>y<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: -0.05pt;">l</span>a<span style="letter-spacing: 0.6pt;"> </span>a<span style="letter-spacing: 0.05pt;">li</span>an<span style="letter-spacing: -0.05pt;">z</span>a</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: -0.05pt;">A</span>unque<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: -0.1pt;">y</span>a<span style="letter-spacing: 0.6pt;"> </span>ha<span style="letter-spacing: 0.6pt;"> </span>de<span style="letter-spacing: -0.1pt;">b</span><span style="letter-spacing: 0.05pt;">i</span>do<span style="letter-spacing: 0.6pt;"> </span>que<span style="letter-spacing: -0.1pt;">d</span>ar<span style="letter-spacing: 0.65pt;"> </span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.05pt;">r</span>o<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>l<span style="letter-spacing: 0.65pt;"> </span>a<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.5pt;"> </span>apa<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">t</span>ado,<span style="letter-spacing: 0.6pt;"> </span>de<span style="letter-spacing: -0.1pt;">b</span>e <span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: -0.05pt;">f</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">j</span>a<span style="letter-spacing: -0.05pt;">r</span>se<span style="letter-spacing: 0.05pt;"> </span>a<span style="letter-spacing: -0.1pt;"> </span>qué<span style="letter-spacing: 0.05pt;"> </span><b>p<span style="letter-spacing: -0.15pt;">a</span><span style="letter-spacing: 0.05pt;">í</span>s<span style="letter-spacing: 0.05pt;"> </span></b>y<span style="letter-spacing: -0.1pt;"> </span>a q<span style="letter-spacing: -0.1pt;">u</span>é<span style="letter-spacing: 0.05pt;"> </span><b>a<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>an<span style="letter-spacing: -0.1pt;">z</span>a </b>pe<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: -0.1pt;">n</span>ece<span style="letter-spacing: -0.1pt;"> </span>el<span style="letter-spacing: -0.05pt;"> </span>co<span style="letter-spacing: -0.05pt;">m</span>ba<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; position: relative; top: 0.5pt;">2. <u><span style="letter-spacing: -0.05pt;">C</span><span style="letter-spacing: 0.05pt;">O</span><span style="letter-spacing: -0.05pt;">N</span><span style="letter-spacing: 0.05pt;">O</span><span style="letter-spacing: -0.05pt;">C</span><span style="letter-spacing: -0.1pt;">I</span>M<span style="letter-spacing: 0.05pt;">I</span><span style="letter-spacing: -0.05pt;">ENT</span>O<span style="letter-spacing: -0.05pt;"> H</span><span style="letter-spacing: -0.1pt;">I</span>S<span style="letter-spacing: -0.05pt;">T</span><span style="letter-spacing: 0.05pt;">Ó</span><span style="letter-spacing: -0.05pt;">R</span>ICO</u></span></b><span style="font-family: "comic sans ms";"></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">2.1.<span style="letter-spacing: 0.95pt;"> </span><span style="letter-spacing: -0.05pt;">E</span>l<span style="letter-spacing: 0.75pt;"> </span><span style="letter-spacing: 0.05pt;">f</span>ren<span style="letter-spacing: -0.1pt;">t</span>e:<span style="letter-spacing: 0.9pt;"> </span>oc<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>de<span style="letter-spacing: -0.15pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>al<span style="letter-spacing: 0.75pt;"> </span>u<span style="letter-spacing: 0.95pt;"> </span>or<span style="letter-spacing: -0.05pt;">i</span>en<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span>.<span style="letter-spacing: 0.85pt;"> </span><span style="letter-spacing: 0.05pt;">B</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">ll</span>a.<span style="letter-spacing: 0.85pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>ugar<span style="letter-spacing: 0.85pt;"> </span>y<span style="letter-spacing: 0.85pt;"> </span><span style="letter-spacing: 0.05pt;">f</span>ech<span style="letter-spacing: 0.25pt;">a</span>.<span style="letter-spacing: 0.85pt;"> </span></span></b><span style="font-family: "comic sans ms";">El<span style="letter-spacing: 0.85pt;"> </span>s<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">l</span>da<span style="letter-spacing: -0.1pt;">d</span>o<span style="letter-spacing: 0.95pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span>be<span style="letter-spacing: 0.85pt;"> </span>e<span style="letter-spacing: 0.05pt;">st</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.85pt;"> </span>en<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>no<span style="letter-spacing: 0.95pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>e <span style="letter-spacing: 0.05pt;">l</span>os<span style="letter-spacing: 0.05pt;"> fr</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.15pt;"> </span>y <span style="letter-spacing: 0.05pt;">l</span>uch<span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.15pt;"> </span>en<span style="letter-spacing: 0.05pt;"> </span>una<span style="letter-spacing: 0.05pt;"> </span>ba<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.05pt;">l</span>a.<span style="letter-spacing: 0.15pt;"> </span>Se<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">p</span>ued<span style="letter-spacing: -0.1pt;">e</span>n<span style="letter-spacing: 0.15pt;"> </span>u<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">z</span>ar<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>as<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>ás<span style="letter-spacing: 0.15pt;"> </span>con<span style="letter-spacing: -0.1pt;">o</span>c<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">d</span>as<span style="letter-spacing: 0.5pt;"> </span><span style="letter-spacing: -0.2pt;">-</span>M<span style="letter-spacing: 0.05pt;">ar</span>ne<span style="letter-spacing: 0.05pt;"> (</span>p<span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: 0.05pt;">)</span>, <span style="letter-spacing: 0.1pt;">T</span><span style="letter-spacing: -0.1pt;">a</span>nnen<span style="letter-spacing: -0.1pt;">b</span>e<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">g</span>, <span style="letter-spacing: 0.05pt;">V</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span>dún,<span style="letter-spacing: 1.55pt;"> </span>So<span style="letter-spacing: -0.1pt;">m</span><span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 1.6pt;"> </span>o<span style="letter-spacing: 1.55pt;"> </span>M<span style="letter-spacing: 0.05pt;">ar</span>ne<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: 0.05pt;">(</span>s<span style="letter-spacing: 0.05pt;">e</span><span style="letter-spacing: -0.1pt;">g</span>und<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.2pt;">)</span>-<span style="letter-spacing: 1.35pt;"> </span>o<span style="letter-spacing: 1.55pt;"> </span><span style="letter-spacing: 0.05pt;">i</span>n<span style="letter-spacing: -0.1pt;">v</span>e<span style="letter-spacing: 0.05pt;">sti</span><span style="letter-spacing: -0.1pt;">g</span>ar<span style="letter-spacing: 1.6pt;"> </span>sob<span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: 1.6pt;"> </span>o<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span>s<span style="letter-spacing: 1.6pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>enos<span style="letter-spacing: 1.6pt;"> </span>conoc<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">d</span>a<span style="letter-spacing: -0.1pt;">s</span>.<span style="letter-spacing: 1.55pt;"> </span>La<span style="letter-spacing: 1.55pt;"> </span><span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">i</span>s<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">v</span>a<span style="letter-spacing: 1.6pt;"> </span>debe<span style="letter-spacing: 1.6pt;"> </span><span style="letter-spacing: 0.05pt;">ll</span>e<span style="letter-spacing: -0.1pt;">va</span>r <span style="letter-spacing: 0.05pt;">i</span>nd<span style="letter-spacing: -0.05pt;">i</span>cado en el<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>a<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">g</span>en<span style="letter-spacing: 0.15pt;"> </span>de<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: -0.1pt;">e</span>cho<span style="letter-spacing: 0.15pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>a pa<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>e de a<span style="letter-spacing: 0.25pt;">r</span><span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span>ba el<span style="letter-spacing: 0.05pt;"> l</span>u<span style="letter-spacing: -0.1pt;">g</span>a<span style="letter-spacing: 0.05pt;">r</span>,<span style="letter-spacing: 0.1pt;"> </span>no<span style="letter-spacing: -0.2pt;">m</span>b<span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">l</span>a<span style="letter-spacing: 0.15pt;"> </span>b<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.05pt;">l</span>a<span style="letter-spacing: 0.15pt;"> </span>y <span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">f</span>echa <span style="letter-spacing: 0.05pt;">(</span><span style="letter-spacing: -0.1pt;">d</span><span style="letter-spacing: 0.05pt;">í</span>a,<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>es<span style="letter-spacing: 0.15pt;"> </span>y año<span style="letter-spacing: 0.05pt;">)</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">2.2.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>a<span style="letter-spacing: 0.15pt;"> </span>v<span style="letter-spacing: 0.05pt;">i</span>da<span style="letter-spacing: 0.15pt;"> </span>en<span style="letter-spacing: 0.05pt;"> l</span>as<span style="letter-spacing: 0.05pt;"> t</span><span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span>nc<span style="letter-spacing: -0.15pt;">h</span>er<span style="letter-spacing: 0.1pt;">a</span><span style="letter-spacing: 0.05pt;">s</span></span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 0.15pt;"> </span>En <span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">c</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>a<span style="letter-spacing: 0.2pt;"> </span>se<span style="letter-spacing: 0.1pt;"> </span>debe<span style="letter-spacing: 0.05pt;"> </span>a<span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.1pt;">d</span><span style="letter-spacing: 0.05pt;">i</span>r<span style="letter-spacing: 0.2pt;"> </span>a<span style="letter-spacing: 0.05pt;"> l</span>as<span style="letter-spacing: 0.1pt;"> </span>con<span style="letter-spacing: -0.1pt;">d</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>on<span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">fr</span>a<span style="letter-spacing: -0.1pt;">h</span>u<span style="letter-spacing: -0.2pt;">m</span>anas<span style="letter-spacing: 0.2pt;"> </span>que sopo<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span>on <span style="letter-spacing: 0.05pt;">l</span>os<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>o<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">d</span>ado<span style="letter-spacing: -0.1pt;">s</span>:<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>a<span style="letter-spacing: 0.05pt;">l</span>a a<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.2pt;">m</span>en<span style="letter-spacing: 0.05pt;">t</span>ac<span style="letter-spacing: -0.05pt;">i</span>ón,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">f</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">í</span>o,<span style="letter-spacing: 0.1pt;"> </span>hu<span style="letter-spacing: -0.2pt;">m</span>edad,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">b</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">r</span>o,<span style="letter-spacing: 0.1pt;"> </span>s<span style="letter-spacing: -0.1pt;">u</span>c<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">e</span>dad, en<span style="letter-spacing: -0.05pt;">f</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.2pt;">m</span>edade<span style="letter-spacing: 0.05pt;">s</span>,<span style="letter-spacing: 0.1pt;"> </span>c<span style="letter-spacing: -0.1pt;">o</span>n<span style="letter-spacing: -0.1pt;">v</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: 0.25pt;">v</span>enc<span style="letter-spacing: 0.05pt;">i</span>a con <span style="letter-spacing: -0.05pt;">r</span>a<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>s y<span style="letter-spacing: -0.1pt;"> </span>p<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">j</span>os, <span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">t</span>c.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">2.3.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>as<span style="letter-spacing: 0.15pt;"> </span>n<span style="letter-spacing: -0.05pt;">u</span>evas<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">m</span>as.<span style="letter-spacing: 0.25pt;"> </span></span></b><span style="font-family: "comic sans ms"; letter-spacing: -0.15pt;">S</span><span style="font-family: "comic sans ms";">e<span style="letter-spacing: 0.15pt;"> </span>deben<span style="letter-spacing: 0.15pt;"> </span>c<span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">g</span>unas<span style="letter-spacing: 0.15pt;"> </span>de<span style="letter-spacing: 0.05pt;"> l</span><span style="letter-spacing: -0.1pt;">a</span>s<span style="letter-spacing: 0.15pt;"> </span>nue<span style="letter-spacing: -0.1pt;">v</span>as<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.2pt;">m</span>as<span style="letter-spacing: 0.15pt;"> </span>e<span style="letter-spacing: -0.15pt;">m</span>p<span style="letter-spacing: 0.05pt;">l</span>eada<span style="letter-spacing: 0.05pt;">s</span>, co<span style="letter-spacing: -0.15pt;">m</span>o<span style="letter-spacing: 0.15pt;"> a</span><span style="letter-spacing: -0.1pt;">v</span><span style="letter-spacing: 0.05pt;">i</span>one<span style="letter-spacing: 0.05pt;">s</span>, ca<span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">r</span>os<span style="letter-spacing: 0.1pt;"> </span>de<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">c</span>o<span style="letter-spacing: -0.2pt;">m</span>ba<span style="letter-spacing: 0.05pt;">t</span>e,<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: -0.15pt;">m</span>e<span style="letter-spacing: 0.05pt;">tr</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">ll</span><span style="letter-spacing: -0.1pt;">a</span>do<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span>s,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">r</span>ana<span style="letter-spacing: -0.1pt;">d</span>a<span style="letter-spacing: 0.05pt;">s</span>,<span style="letter-spacing: 0.1pt;"> </span>ob<span style="letter-spacing: -0.1pt;">u</span>s<span style="letter-spacing: 0.05pt;">e</span>s, <span style="letter-spacing: -0.1pt;">g</span>as<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">y</span>,<span style="letter-spacing: 0.2pt;"> </span>por<span style="letter-spacing: 0.1pt;"> </span>con<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">g</span>u<span style="letter-spacing: 0.05pt;">i</span>en<span style="letter-spacing: -0.05pt;">t</span>e, <span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.1pt;"> </span>u<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">z</span>ac<span style="letter-spacing: -0.05pt;">i</span>ón<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>á<span style="letter-spacing: 0.05pt;">s</span>ca<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span>s an<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">g</span>á<span style="letter-spacing: 0.05pt;">s</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";"> 2.4. <span style="letter-spacing: -0.05pt;">L</span>a cens<span style="letter-spacing: -0.15pt;">u</span>ra. </span></b><span style="font-family: "comic sans ms";">Se p<span style="letter-spacing: -0.1pt;">ue</span>de a<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">u</span>d<span style="letter-spacing: -0.05pt;">i</span>r a <span style="letter-spacing: 0.05pt;">l</span>a cen<span style="letter-spacing: -0.1pt;">s</span>u<span style="letter-spacing: 0.05pt;">r</span>a <span style="letter-spacing: -0.1pt;">po</span>r <span style="letter-spacing: 0.05pt;">l</span>a q<span style="letter-spacing: -0.1pt;">u</span>e pa<span style="letter-spacing: -0.1pt;">s</span>aba <span style="letter-spacing: 0.05pt;">l</span>a c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: -0.1pt;">s</span>ponden<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>a o <span style="letter-spacing: 0.05pt;">l</span>a pe<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">r</span>os<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">d</span>ad d<span style="letter-spacing: -0.1pt;">e</span>l<span style="letter-spacing: 0.05pt;"> </span>c<span style="letter-spacing: -0.1pt;">o</span>n<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">e</span>n<span style="letter-spacing: 0.05pt;">i</span>do<span style="letter-spacing: -0.25pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>a <span style="letter-spacing: -0.15pt;">m</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">v</span>a.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; position: relative; top: 0.5pt;">3. <u>S<span style="letter-spacing: -0.05pt;">ENT</span>I<span style="letter-spacing: 0.05pt;">M</span>IE<span style="letter-spacing: -0.05pt;">NT</span>O</u></span></b><span style="font-family: "comic sans ms";"></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">3.1.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">E</span>l<span style="letter-spacing: 0.2pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span>na<span style="letter-spacing: -0.1pt;">t</span>ar<span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.1pt;">o</span>.<span style="letter-spacing: 0.15pt;"> </span></span></b><span style="font-family: "comic sans ms";">El<span style="letter-spacing: 0.05pt;"> </span>a<span style="letter-spacing: -0.05pt;">l</span>u<span style="letter-spacing: -0.2pt;">m</span>no<span style="letter-spacing: 0.15pt;"> </span>debe<span style="letter-spacing: 0.15pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">j</span>ar<span style="letter-spacing: 0.1pt;"> </span>c<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span>o a<span style="letter-spacing: 0.05pt;"> </span>qu<span style="letter-spacing: 0.05pt;">i</span>én<span style="letter-spacing: 0.05pt;"> </span>e<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">i</span>be,<span style="letter-spacing: 0.15pt;"> </span>n<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.2pt;">m</span>a<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.2pt;">m</span>en<span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: 0.15pt;"> </span>un <span style="letter-spacing: 0.05pt;">f</span>a<span style="letter-spacing: -0.15pt;">m</span><span style="letter-spacing: 0.05pt;">il</span><span style="letter-spacing: -0.05pt;">i</span>ar <span style="letter-spacing: 0.05pt;">(</span><span style="letter-spacing: -0.2pt;">m</span>ad<span style="letter-spacing: 0.05pt;">r</span>e,<span style="letter-spacing: 0.1pt;"> </span>pad<span style="letter-spacing: -0.05pt;">r</span>e<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">-</span>o<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.15pt;">a</span><span style="letter-spacing: -0.2pt;">m</span>bo<span style="letter-spacing: 0.15pt;">s</span><span style="letter-spacing: -0.2pt;">-</span>,<span style="letter-spacing: 0.2pt;"> </span>he<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.2pt;">m</span>anas,<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">u</span><span style="letter-spacing: 0.15pt;">j</span>er<span style="letter-spacing: 0.15pt;"> </span>e<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">h</span><span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">j</span>os<span style="letter-spacing: 0.05pt;">)</span>, a<span style="letter-spacing: 0.1pt;"> </span>su<span style="letter-spacing: 0.15pt;"> </span>no<span style="letter-spacing: -0.1pt;">v</span><span style="letter-spacing: 0.05pt;">i</span>a<span style="letter-spacing: 0.1pt;"> </span>o<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: -0.15pt;">m</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">g</span>os.<span style="letter-spacing: 0.15pt;"> </span>La<span style="letter-spacing: 0.1pt;"> </span>ca<span style="letter-spacing: 0.05pt;">rt</span>a<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>ebe<span style="letter-spacing: 0.15pt;"> </span>s<span style="letter-spacing: -0.1pt;">e</span>r<span style="letter-spacing: 0.15pt;"> </span>c<span style="letter-spacing: -0.05pt;">r</span>e<span style="letter-spacing: 0.05pt;">í</span><span style="letter-spacing: -0.1pt;">b</span><span style="letter-spacing: 0.05pt;">l</span>e<span style="letter-spacing: 0.1pt;"> </span>y <span style="letter-spacing: 0.05pt;">l</span>os s<span style="letter-spacing: 0.05pt;">e</span>n<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">i</span>en<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">o</span>s de<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: -0.1pt;">z</span>a y<span style="letter-spacing: -0.1pt;"> </span>a<span style="letter-spacing: -0.05pt;">l</span>e<span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">rí</span>a d<span style="letter-spacing: -0.1pt;">e</span>ben <span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: -0.05pt;">t</span>ar<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">p</span><span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: -0.1pt;">s</span>en<span style="letter-spacing: -0.05pt;">t</span>e<span style="letter-spacing: 0.05pt;">s</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">3.2. <span style="letter-spacing: -0.05pt;">N</span>ueva c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">m</span>u<span style="letter-spacing: -0.05pt;">ni</span>ca<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">ó</span>n y <span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: 0.05pt;">s</span>p<span style="letter-spacing: -0.05pt;">u</span>e<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">t</span>a a <span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">t</span>r<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">/</span>s <span style="letter-spacing: 0.05pt;">mi</span><span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">i</span>v<span style="letter-spacing: 0.1pt;">a</span><span style="letter-spacing: 0.05pt;">s</span></span></b><span style="font-family: "comic sans ms";">. La c<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">t</span>a p<span style="letter-spacing: -0.1pt;">u</span>ede s<span style="letter-spacing: 0.05pt;">e</span>r una nue<span style="letter-spacing: -0.1pt;">v</span>a co<span style="letter-spacing: -0.15pt;">m</span>un<span style="letter-spacing: 0.05pt;">i</span>cac<span style="letter-spacing: -0.05pt;">i</span>ón o u<span style="letter-spacing: -0.1pt;">n</span>a <span style="letter-spacing: -0.05pt;">r</span>e<span style="letter-spacing: 0.05pt;">s</span>p<span style="letter-spacing: -0.1pt;">ue</span>s<span style="letter-spacing: 0.05pt;">t</span>a<span style="letter-spacing: -0.1pt;"> </span>a c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">rr</span><span style="letter-spacing: -0.1pt;">e</span>spon<span style="letter-spacing: -0.1pt;">d</span>en<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">a</span>n<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">i</span>o<span style="letter-spacing: 0.05pt;">r</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">3.3.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">E</span>s<span style="letter-spacing: -0.05pt;">t</span>ado<span style="letter-spacing: 0.1pt;"> </span>de án<span style="letter-spacing: -0.1pt;">i</span><span style="letter-spacing: 0.1pt;">m</span>o</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.15pt;">E</span>n<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">v</span><span style="letter-spacing: 0.05pt;">irt</span>ud de<span style="letter-spacing: 0.05pt;"> l</span>a<span style="letter-spacing: 0.05pt;"> f</span>ec<span style="letter-spacing: -0.1pt;">h</span>a<span style="letter-spacing: 0.15pt;"> </span>y ba<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">ll</span>a<span style="letter-spacing: 0.05pt;"> </span>e<span style="letter-spacing: -0.05pt;">l</span>e<span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">i</span>da,<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">j</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">rí</span>a<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: -0.05pt;">l</span>uc<span style="letter-spacing: 0.05pt;">i</span>r<span style="letter-spacing: 0.05pt;"> </span>el<span style="letter-spacing: 0.1pt;"> </span>e<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">t</span>ado<span style="letter-spacing: 0.05pt;"> </span>de án<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.2pt;">m</span>o<span style="letter-spacing: 0.1pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>a <span style="letter-spacing: 0.05pt;">tr</span>o<span style="letter-spacing: -0.1pt;">p</span>a:<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">i</span>ón, pa<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.05pt;">i</span>s<span style="letter-spacing: -0.15pt;">m</span>o,<span style="letter-spacing: 0.1pt;"> </span>od<span style="letter-spacing: 0.05pt;">i</span>o<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">a</span>l<span style="letter-spacing: 0.05pt;"> </span>ene<span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">i</span>go,<span style="letter-spacing: 0.1pt;"> </span>de<span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.05pt;">s</span>p<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span>c<span style="letter-spacing: 0.05pt;">i</span>ó<span style="letter-spacing: -0.1pt;">n</span>,<span style="letter-spacing: 0.1pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">ó</span>n,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>o<span style="letter-spacing: 0.05pt;">ti</span>ne<span style="letter-spacing: 0.05pt;">s</span>, de<span style="letter-spacing: -0.1pt;">s</span>eo<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">p</span>a<span style="letter-spacing: -0.1pt;">z</span>, e<span style="letter-spacing: 0.05pt;">t</span>c.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; position: relative; top: 0.5pt;">4. <u><span style="letter-spacing: 0.1pt;">P</span><span style="letter-spacing: -0.05pt;">RE</span>S<span style="letter-spacing: -0.05pt;">ENTAC</span>I<span style="letter-spacing: 0.05pt;">Ó</span>N<span style="letter-spacing: -0.2pt;"> </span>Y<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.15pt;">C</span><span style="letter-spacing: -0.05pt;">UE</span>S<span style="letter-spacing: -0.05pt;">T</span>I<span style="letter-spacing: 0.05pt;">O</span><span style="letter-spacing: -0.05pt;">NE</span>S <span style="letter-spacing: -0.05pt;">F</span><span style="letter-spacing: 0.05pt;">O</span><span style="letter-spacing: -0.05pt;">R</span><span style="letter-spacing: 0.15pt;">M</span><span style="letter-spacing: -0.05pt;">AL</span><span style="letter-spacing: -0.15pt;">E</span>S</u></span></b><span style="font-family: "comic sans ms";"></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">4.1.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.05pt;">C</span>ar<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.15pt;">u</span><span style="letter-spacing: 0.05pt;">li</span>na o<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: 0.15pt;">f</span><span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">li</span><span style="letter-spacing: -0.1pt;">o</span>,<span style="letter-spacing: 0.15pt;"> </span>so<span style="letter-spacing: -0.1pt;">b</span>re<span style="letter-spacing: 0.2pt;"> </span>y<span style="letter-spacing: 0.15pt;"> </span>pl<span style="letter-spacing: -0.1pt;">á</span>s<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: 0.15pt;">c</span>o</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.15pt;">L</span>a<span style="letter-spacing: 0.15pt;"> </span>p<span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: 0.05pt;">s</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>c<span style="letter-spacing: -0.05pt;">i</span>ón<span style="letter-spacing: 0.15pt;"> </span>del<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>ocu<span style="letter-spacing: -0.15pt;">m</span>en<span style="letter-spacing: 0.05pt;">t</span>o<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>pue<span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: 0.05pt;"> r</span>e<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">li</span><span style="letter-spacing: -0.1pt;">z</span>ar<span style="letter-spacing: 0.1pt;"> </span>en<span style="letter-spacing: 0.15pt;"> </span>una ca<span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>u<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>na<span style="letter-spacing: 0.05pt;"> </span>con<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>n<span style="letter-spacing: 0.15pt;"> </span>c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">l</span>or<span style="letter-spacing: 0.05pt;"> </span>ad<span style="letter-spacing: -0.1pt;">ec</span>uado<span style="letter-spacing: 0.15pt;"> </span>o en<span style="letter-spacing: 0.15pt;"> </span>un <span style="letter-spacing: 0.05pt;">f</span>o<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>o al<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">q</span>ue<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>do<span style="letter-spacing: -0.05pt;">t</span>a<span style="letter-spacing: 0.05pt;">r</span>á<span style="letter-spacing: 0.05pt;"> </span>de<span style="letter-spacing: 0.15pt;"> </span>un c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">l</span>or<span style="letter-spacing: 0.05pt;"> li</span><span style="letter-spacing: -0.1pt;">g</span>e<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: -0.2pt;">m</span>en<span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>a<span style="letter-spacing: 0.05pt;">rr</span>ón<span style="letter-spacing: 0.15pt;"> </span>o<span style="letter-spacing: 0.15pt;"> </span>s<span style="letter-spacing: -0.1pt;">e</span>p<span style="letter-spacing: 0.05pt;">i</span>a<span style="letter-spacing: 0.5pt;"> </span><span style="letter-spacing: -0.2pt;">-</span>no <span style="letter-spacing: 0.05pt;">t</span>an o<span style="letter-spacing: -0.1pt;">s</span>cu<span style="letter-spacing: 0.05pt;">r</span>o q<span style="letter-spacing: -0.1pt;">u</span>e no se p<span style="letter-spacing: -0.1pt;">u</span>e<span style="letter-spacing: -0.1pt;">d</span>a <span style="letter-spacing: -0.1pt;">v</span>er<span style="letter-spacing: 0.05pt;"> l</span>a <span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">tr</span><span style="letter-spacing: 0.2pt;">a</span><span style="letter-spacing: -0.2pt;">-</span>, no<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">al</span><span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 0.15pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e co<span style="letter-spacing: -0.1pt;">n</span>s<span style="letter-spacing: 0.05pt;">e</span><span style="letter-spacing: -0.1pt;">g</span>u<span style="letter-spacing: 0.05pt;">i</span>do con un <span style="letter-spacing: -0.1pt;">p</span>o<span style="letter-spacing: -0.1pt;">c</span>o de ca<span style="letter-spacing: -0.1pt;">f</span>é. Ta<span style="letter-spacing: -0.2pt;">m</span>b<span style="letter-spacing: 0.05pt;">i</span>én hay a<span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.2pt;">m</span>nos<span style="letter-spacing: 0.15pt;"> </span>que<span style="letter-spacing: 0.15pt;"> </span>o<span style="letter-spacing: -0.1pt;">p</span><span style="letter-spacing: 0.05pt;">t</span>an<span style="letter-spacing: 0.15pt;"> </span>p<span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.15pt;"> </span>qu<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: -0.2pt;">m</span>ar<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.15pt;"> </span>h<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.15pt;">j</span>a<span style="letter-spacing: 0.15pt;"> </span>p<span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">g</span>unas<span style="letter-spacing: 0.15pt;"> </span>p<span style="letter-spacing: -0.1pt;">ar</span><span style="letter-spacing: 0.05pt;">t</span>es<span style="letter-spacing: 0.15pt;"> </span>o <span style="letter-spacing: 0.05pt;">r</span>ec<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">t</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">l</span>a.<span style="letter-spacing: 0.15pt;"> </span>La<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">c</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>en<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: -0.1pt;">g</span>a<span style="letter-spacing: 0.05pt;">r</span>á<span style="letter-spacing: 0.15pt;"> </span>en<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>n<span style="letter-spacing: 0.1pt;"> </span>p<span style="letter-spacing: -0.05pt;">l</span>á<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">c</span>o o<span style="letter-spacing: 1.45pt;"> </span>en<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>n<span style="letter-spacing: 1.45pt;"> </span>s<span style="letter-spacing: -0.1pt;">o</span>b<span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: 1.35pt;"> </span>con<span style="letter-spacing: 1.35pt;"> </span>un<span style="letter-spacing: 1.3pt;"> </span>s<span style="letter-spacing: 0.05pt;">e</span><span style="letter-spacing: -0.05pt;">ll</span>o,<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">n</span>c<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">u</span>so<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">c</span>on<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">g</span>unas<span style="letter-spacing: 1.35pt;"> </span>cu<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span>da<span style="letter-spacing: 0.05pt;">s</span>,<span style="letter-spacing: 1.3pt;"> </span>don<span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 1.45pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.05pt;">c</span><span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">b</span><span style="letter-spacing: 0.05pt;">ir</span>á<span style="letter-spacing: 1.35pt;"> </span>el<span style="letter-spacing: 1.4pt;"> </span>no<span style="letter-spacing: -0.2pt;">m</span>b<span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: 1.45pt;"> </span>y<span style="letter-spacing: 1.3pt;"> </span>ape<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.05pt;">i</span>dos<span style="letter-spacing: 1.8pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span>l de<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span>n<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">ri</span>o y<span style="letter-spacing: -0.1pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span>l<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: -0.15pt;">m</span><span style="letter-spacing: 0.05pt;">it</span>en<span style="letter-spacing: -0.05pt;">t</span>e<span style="letter-spacing: -0.1pt;"> </span>por<span style="letter-spacing: 0.05pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span>á<span style="letter-spacing: 0.05pt;">s</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">4.2.<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>e<span style="letter-spacing: 0.05pt;">t</span>ra<span style="letter-spacing: 1.35pt;"> </span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">e</span>g<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.15pt;">b</span><span style="letter-spacing: 0.05pt;">l</span>e<span style="letter-spacing: 1.35pt;"> </span>y<span style="letter-spacing: 1.3pt;"> </span>ade<span style="letter-spacing: -0.1pt;">c</span>ua<span style="letter-spacing: -0.05pt;">d</span>a<span style="letter-spacing: 1.3pt;"> </span>para<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 1.3pt;"> </span>épo<span style="letter-spacing: 0.15pt;">c</span>a</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 1.3pt;"> </span>La<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: -0.05pt;">l</span>e<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span>a<span style="letter-spacing: 1.35pt;"> </span>debe<span style="letter-spacing: 1.35pt;"> </span>s<span style="letter-spacing: -0.1pt;">e</span>r<span style="letter-spacing: 1.35pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>e<span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">i</span>b<span style="letter-spacing: -0.05pt;">l</span>e,<span style="letter-spacing: 1.35pt;"> </span>con<span style="letter-spacing: 1.35pt;"> </span>d<span style="letter-spacing: 0.05pt;">if</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: -0.1pt;">n</span>c<span style="letter-spacing: -0.05pt;">i</span>ac<span style="letter-spacing: -0.05pt;">i</span>ón<span style="letter-spacing: 1.3pt;"> </span>de pá<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">r</span>a<span style="letter-spacing: 0.05pt;">f</span><span style="letter-spacing: -0.1pt;">o</span>s p<span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.05pt;"> t</span>e<span style="letter-spacing: -0.15pt;">m</span>as<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">y</span>, si<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: -0.1pt;"> </span>pos<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">b</span><span style="letter-spacing: 0.05pt;">l</span>e,<span style="letter-spacing: -0.1pt;"> </span>un po<span style="letter-spacing: -0.1pt;">c</span>o <span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">n</span>c<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>na<span style="letter-spacing: -0.1pt;">d</span>a<span style="letter-spacing: -0.1pt;"> </span>a <span style="letter-spacing: 0.05pt;">l</span>a <span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: -0.05pt;">r</span>echa.<span style="letter-spacing: -0.1pt;"> </span>Se d<span style="letter-spacing: -0.1pt;">e</span>ben e<span style="letter-spacing: -0.1pt;">v</span><span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.05pt;"> l</span><span style="letter-spacing: -0.1pt;">a</span>s <span style="letter-spacing: -0.05pt;">f</span>a<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">t</span>as<span style="letter-spacing: -0.1pt;"> </span>de <span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">rt</span>o<span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">f</span><span style="letter-spacing: -0.05pt;">í</span>a.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">4.3.<span style="letter-spacing: 1.35pt;"> </span><span style="letter-spacing: -0.05pt;">E</span>spac<span style="letter-spacing: 0.1pt;">i</span><span style="letter-spacing: -0.1pt;">o</span></span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 1.3pt;"> </span>El<span style="letter-spacing: 1.35pt;"> </span>e<span style="letter-spacing: 0.05pt;">s</span>p<span style="letter-spacing: -0.1pt;">a</span>c<span style="letter-spacing: 0.05pt;">i</span>o<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: -0.1pt;">r</span>eco<span style="letter-spacing: -0.2pt;">m</span>endado<span style="letter-spacing: 1.3pt;"> </span>es<span style="letter-spacing: 1.35pt;"> </span>el<span style="letter-spacing: 1.4pt;"> </span>de<span style="letter-spacing: 1.35pt;"> </span>u<span style="letter-spacing: -0.1pt;">n</span>a<span style="letter-spacing: 1.35pt;"> </span>ca<span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: 1.35pt;"> </span>de<span style="letter-spacing: 1.35pt;"> </span>u<span style="letter-spacing: -0.1pt;">n</span>a<span style="letter-spacing: 1.35pt;"> </span>h<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.15pt;">j</span>a<span style="letter-spacing: 1.35pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>e<span style="letter-spacing: 1.35pt;"> </span>un<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: 0.05pt;">f</span>o<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>o,<span style="letter-spacing: 1.3pt;"> </span>aunq<span style="letter-spacing: -0.1pt;">u</span>e<span style="letter-spacing: 1.35pt;"> </span>si<span style="letter-spacing: 1.4pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s nece<span style="letter-spacing: -0.1pt;">s</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">i</span>o en<span style="letter-spacing: -0.1pt;"> v</span><span style="letter-spacing: 0.05pt;">irt</span><span style="letter-spacing: -0.1pt;">u</span>d d<span style="letter-spacing: -0.1pt;">e</span>l<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.05pt;">t</span>a<span style="letter-spacing: -0.05pt;">m</span>año de<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">tr</span>a<span style="letter-spacing: -0.1pt;"> </span>o de<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>os<span style="letter-spacing: -0.1pt;"> </span>co<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">i</span>dos,<span style="letter-spacing: -0.1pt;"> </span>se<span style="letter-spacing: 0.05pt;"> </span>p<span style="letter-spacing: -0.1pt;">u</span>ede<span style="letter-spacing: -0.1pt;"> </span>a<span style="letter-spacing: -0.15pt;">m</span>p<span style="letter-spacing: 0.05pt;">li</span>ar<span style="letter-spacing: -0.05pt;"> </span>a d<span style="letter-spacing: -0.1pt;">o</span>s <span style="letter-spacing: 0.05pt;">c</span>a<span style="letter-spacing: -0.05pt;">r</span>a<span style="letter-spacing: 0.05pt;">s</span>.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">4.4.<span style="letter-spacing: 0.15pt;"> </span>I<span style="letter-spacing: -0.1pt;">d</span>en<span style="letter-spacing: -0.1pt;">t</span><span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">fi</span>ca<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>ón del<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.15pt;">u</span><span style="letter-spacing: 0.05pt;">m</span>no/a</span></b><span style="font-family: "comic sans ms";">.<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.15pt;">E</span>l<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.2pt;">m</span>no<span style="letter-spacing: 0.15pt;"> </span>e<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">i</span>b<span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">r</span>á<span style="letter-spacing: 0.05pt;"> </span>su<span style="letter-spacing: 0.05pt;"> </span>no<span style="letter-spacing: -0.2pt;">m</span>b<span style="letter-spacing: 0.05pt;">r</span>e,<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: -0.1pt;">p</span>e<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">li</span><span style="letter-spacing: -0.1pt;">d</span>os<span style="letter-spacing: 0.35pt;"> </span>y <span style="letter-spacing: -0.1pt;">g</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">u</span>po<span style="letter-spacing: 0.15pt;"> </span>p<span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.15pt;"> </span>d<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">r</span>ás<span style="letter-spacing: 0.05pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>a c<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span>a del<span style="letter-spacing: -0.05pt;"> </span><span style="letter-spacing: 0.05pt;">f</span>o<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span>o e<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">t</span>o, en<span style="letter-spacing: -0.1pt;"> </span>una esq<span style="letter-spacing: -0.1pt;">u</span><span style="letter-spacing: 0.05pt;">i</span>na. Al <span style="letter-spacing: -0.05pt;">l</span>ado de<span style="letter-spacing: 0.05pt;"> </span>e<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: -0.05pt;">t</span>os d<span style="letter-spacing: 0.05pt;">at</span><span style="letter-spacing: -0.1pt;">o</span>s, <span style="letter-spacing: 0.05pt;">e</span>l<span style="letter-spacing: 0.05pt;"> </span>p<span style="letter-spacing: -0.1pt;">r</span>o<span style="letter-spacing: 0.05pt;">f</span><span style="letter-spacing: -0.1pt;">e</span>sor<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">r</span>ea<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">za</span><span style="letter-spacing: 0.05pt;">r</span>á <span style="letter-spacing: 0.05pt;">l</span>os <span style="letter-spacing: 0.05pt;">c</span>o<span style="letter-spacing: -0.2pt;">m</span>en<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.05pt;">i</span>os, <span style="letter-spacing: -0.05pt;">t</span>an<span style="letter-spacing: 0.05pt;">t</span>o pos<span style="letter-spacing: -0.05pt;">i</span><span style="letter-spacing: 0.05pt;">ti</span><span style="letter-spacing: -0.1pt;">v</span>os <span style="letter-spacing: 0.05pt;">c</span>o<span style="letter-spacing: -0.2pt;">m</span>o ne<span style="letter-spacing: -0.1pt;">g</span>a<span style="letter-spacing: 0.05pt;">ti</span><span style="letter-spacing: -0.1pt;">v</span>os,<span style="letter-spacing: -0.1pt;"> </span>y<span style="letter-spacing: -0.1pt;"> </span>pond<span style="letter-spacing: 0.05pt;">r</span>á <span style="letter-spacing: -0.05pt;">l</span>a n<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">t</span>a c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: 0.05pt;">s</span>po<span style="letter-spacing: -0.1pt;">nd</span><span style="letter-spacing: 0.05pt;">i</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; position: relative; top: 0.5pt;">5. <u><span style="letter-spacing: -0.05pt;">LECTURA</span></u></span></b><span style="font-family: "comic sans ms";"></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms";">5.1.<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.05pt;">L</span>e<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">t</span>ura en<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">a</span>se<span style="letter-spacing: 0.15pt;"> </span>de <span style="letter-spacing: -0.15pt;">p</span><span style="letter-spacing: 0.05pt;">i</span>e<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: -0.15pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e sus<span style="letter-spacing: 0.05pt;"> </span>c<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">m</span>pa<span style="letter-spacing: -0.05pt;">ñ</span>er<span style="letter-spacing: -0.1pt;">o</span>s.<span style="letter-spacing: 0.4pt;"> </span></span></b><span style="font-family: "comic sans ms"; letter-spacing: -0.15pt;">L</span><span style="font-family: "comic sans ms";">a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">e</span>c<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">u</span><span style="letter-spacing: 0.05pt;">r</span>a en c<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">a</span>se<span style="letter-spacing: 0.05pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>as<span style="letter-spacing: 0.05pt;"> </span>c<span style="letter-spacing: -0.1pt;">ar</span><span style="letter-spacing: 0.05pt;">t</span>as<span style="letter-spacing: 0.05pt;"> r</span><span style="letter-spacing: -0.1pt;">e</span>su<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">t</span>a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.2pt;">m</span>uy <span style="letter-spacing: 0.05pt;">i</span>n<span style="letter-spacing: -0.05pt;">t</span>e<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.05pt;">a</span><span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: 0.15pt;"> </span>y a<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">g</span>o<span style="letter-spacing: 0.1pt;"> </span>nece<span style="letter-spacing: -0.1pt;">s</span>a<span style="letter-spacing: -0.05pt;">ri</span>o<span style="letter-spacing: 0.1pt;"> </span>pa<span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">c</span>o<span style="letter-spacing: -0.2pt;">m</span>p<span style="letter-spacing: 0.05pt;">l</span>e<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.15pt;"> </span>el<span style="letter-spacing: 0.05pt;"> t</span><span style="letter-spacing: -0.1pt;">r</span>ab<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">j</span><span style="letter-spacing: -0.1pt;">o</span>,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">i</span>nc<span style="letter-spacing: -0.05pt;">l</span>uso<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>han<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>ado<span style="letter-spacing: 0.15pt;"> </span>c<span style="letter-spacing: -0.1pt;">a</span>sos<span style="letter-spacing: 0.05pt;"> </span>de<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: 0.05pt;">l</span>u<span style="letter-spacing: -0.2pt;">m</span>nos<span style="letter-spacing: 0.15pt;"> </span>que<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 0.15pt;"> </span>han <span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 0.05pt;">ti</span>do<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.05pt;">t</span>an<span style="letter-spacing: 0.05pt;">t</span>o en el<span style="letter-spacing: 0.05pt;"> </span>pa<span style="letter-spacing: -0.1pt;">p</span>el<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">qu</span>e<span style="letter-spacing: 0.15pt;"> </span>han <span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">l</span>e<span style="letter-spacing: -0.1pt;">g</span>ado<span style="letter-spacing: 0.15pt;"> </span>a e<span style="letter-spacing: -0.15pt;">m</span>oc<span style="letter-spacing: 0.05pt;">i</span>on<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">s</span>e:<span style="letter-spacing: 0.2pt;"> </span><span style="letter-spacing: -0.1pt;">“</span>e<span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">t</span>o<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>en<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">r</span>se<span style="letter-spacing: 0.05pt;"> </span>co<span style="letter-spacing: -0.15pt;">m</span>o<span style="letter-spacing: 0.1pt;"> </span>un<span style="letter-spacing: 0.1pt;"> </span>so<span style="letter-spacing: -0.05pt;">l</span>dad<span style="letter-spacing: -0.1pt;">o</span>”. <span style="letter-spacing: 0.1pt;">T</span>a<span style="letter-spacing: -0.15pt;">m</span>b<span style="letter-spacing: 0.05pt;">i</span>én se puede<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">o</span>p<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>r<span style="letter-spacing: 0.05pt;"> </span>p<span style="letter-spacing: -0.1pt;">o</span>r<span style="letter-spacing: 0.05pt;"> </span>po<span style="letter-spacing: -0.1pt;">n</span>er<span style="letter-spacing: 0.05pt;"> </span>un<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">f</span><span style="letter-spacing: -0.1pt;">o</span>ndo <span style="letter-spacing: -0.2pt;">m</span>us<span style="letter-spacing: 0.05pt;">i</span>cal<span style="letter-spacing: -0.05pt;"> </span>ad<span style="letter-spacing: -0.1pt;">e</span>cuado <span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.05pt;">i</span>e<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">tr</span><span style="letter-spacing: -0.1pt;">a</span>s <span style="letter-spacing: 0.05pt;">s</span>e<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">e</span>a<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">z</span>an <span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">a</span>s <span style="letter-spacing: -0.05pt;">l</span>ec<span style="letter-spacing: -0.05pt;">t</span>u<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">a</span>s.</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "comic sans ms"; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms";">o<span style="letter-spacing: 0.05pt;">t</span>a:<span style="letter-spacing: 0.05pt;"> </span></span></b><span style="font-family: "comic sans ms"; letter-spacing: 0.05pt;">l</span><span style="font-family: "comic sans ms";">os pu<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>os su<span style="letter-spacing: -0.1pt;">g</span>e<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">i</span>d<span style="letter-spacing: -0.1pt;">o</span>s<span style="letter-spacing: 0.15pt;"> </span>en <span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">o</span>s<span style="letter-spacing: 0.15pt;"> </span>a<span style="letter-spacing: -0.1pt;">p</span>a<span style="letter-spacing: -0.05pt;">r</span><span style="letter-spacing: 0.05pt;">t</span>ad<span style="letter-spacing: -0.1pt;">o</span>s, sob<span style="letter-spacing: -0.05pt;">r</span>e <span style="letter-spacing: 0.05pt;">t</span>odo en <span style="letter-spacing: 0.05pt;">l</span>os p<span style="letter-spacing: -0.1pt;">r</span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.2pt;">m</span>e<span style="letter-spacing: 0.05pt;">r</span>os,<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">n</span>o <span style="letter-spacing: 0.05pt;">ti</span><span style="letter-spacing: -0.1pt;">e</span>nen por qué p<span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: -0.1pt;">s</span>en<span style="letter-spacing: -0.05pt;">t</span>a<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">s</span>e<span style="letter-spacing: 1.1pt;"> </span>en<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>l<span style="letter-spacing: 1.15pt;"> </span>o<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">d</span>en<span style="letter-spacing: 1.1pt;"> </span>e<span style="letter-spacing: -0.1pt;">x</span>pue<span style="letter-spacing: 0.05pt;">s</span><span style="letter-spacing: -0.05pt;">t</span>o<span style="letter-spacing: 1.1pt;"> </span>en<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s<span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.1pt;">a</span>s<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.1pt;">n</span>s<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">r</span>uc<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>o<span style="letter-spacing: -0.1pt;">n</span>e<span style="letter-spacing: 0.05pt;">s</span>,<span style="letter-spacing: 1.1pt;"> </span>p<span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">r</span>o<span style="letter-spacing: 1.1pt;"> </span>sí<span style="letter-spacing: 1.15pt;"> </span><span style="letter-spacing: -0.1pt;">d</span>eben<span style="letter-spacing: 0.95pt;"> </span>ap<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">r</span>e<span style="letter-spacing: -0.1pt;">c</span>er<span style="letter-spacing: 1pt;"> </span>en<span style="letter-spacing: 1.5pt;"> </span>el<span style="letter-spacing: 1pt;"> </span><span style="letter-spacing: 0.05pt;">tr</span><span style="letter-spacing: -0.1pt;">a</span>b<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">j</span>o.<span style="letter-spacing: 1.1pt;"> </span>Eso<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -0.1pt;">s</span><span style="letter-spacing: 0.05pt;">í</span>,<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>s <span style="letter-spacing: -0.2pt;">m</span><span style="letter-spacing: 0.1pt;">u</span>y <span style="letter-spacing: 0.15pt;">i</span><span style="letter-spacing: -0.2pt;">m</span>po<span style="letter-spacing: 0.05pt;">rt</span>a<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span>e<span style="letter-spacing: 0.1pt;"> </span>que<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">n</span>o<span style="letter-spacing: 0.1pt;"> </span>ha<span style="letter-spacing: -0.1pt;">y</span>a<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">i</span>nc<span style="letter-spacing: -0.1pt;">o</span>he<span style="letter-spacing: -0.05pt;">r</span>en<span style="letter-spacing: -0.1pt;">c</span><span style="letter-spacing: 0.05pt;">i</span>as en<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>a c<span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">rt</span>a, por<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">e</span><span style="letter-spacing: 0.05pt;">j</span>e<span style="letter-spacing: -0.15pt;">m</span>p<span style="letter-spacing: 0.05pt;">l</span>o<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">f</span>e<span style="letter-spacing: -0.1pt;">c</span>har<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">u</span>na<span style="letter-spacing: 0.1pt;"> </span>c<span style="letter-spacing: -0.1pt;">ar</span><span style="letter-spacing: 0.05pt;">t</span>a<span style="letter-spacing: 0.1pt;"> </span>con el<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">a</span>ño<span style="letter-spacing: 0.1pt;"> </span>que<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">n</span>o<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">s</span>e co<span style="letter-spacing: 0.05pt;">r</span><span style="letter-spacing: -0.1pt;">r</span>e<span style="letter-spacing: 0.05pt;">s</span>p<span style="letter-spacing: -0.1pt;">o</span>nde<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.05pt;">l</span>a<span style="letter-spacing: 0.1pt;"> </span>ba<span style="letter-spacing: -0.05pt;">t</span>a<span style="letter-spacing: -0.05pt;">l</span><span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: -0.05pt;">l</span>ud<span style="letter-spacing: 0.05pt;">i</span>da,<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">h</span>ab<span style="letter-spacing: -0.05pt;">l</span>ar<span style="letter-spacing: 0.15pt;"> </span>de<span style="letter-spacing: 0.1pt;"> </span>un<span style="letter-spacing: 0.1pt;"> </span>s<span style="letter-spacing: -0.1pt;">o</span><span style="letter-spacing: 0.05pt;">l</span>d<span style="letter-spacing: -0.1pt;">ad</span>o<span style="letter-spacing: 0.1pt;"> </span>que<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: 0.05pt;">l</span>uc<span style="letter-spacing: -0.1pt;">h</span>a<span style="letter-spacing: 0.1pt;"> </span>con<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">r</span>a<span style="letter-spacing: 0.1pt;"> </span><span style="letter-spacing: -0.1pt;">a</span><span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.1pt;">g</span>u<span style="letter-spacing: 0.05pt;">i</span>en de<span style="letter-spacing: 0.1pt;"> </span>su<span style="letter-spacing: 0.1pt;"> </span>a<span style="letter-spacing: 0.05pt;">l</span><span style="letter-spacing: -0.05pt;">i</span>an<span style="letter-spacing: -0.1pt;">z</span>a<span style="letter-spacing: 0.1pt;"> </span>o<span style="letter-spacing: 0.1pt;"> </span>c<span style="letter-spacing: 0.05pt;">i</span><span style="letter-spacing: -0.05pt;">t</span>ar<span style="letter-spacing: 0.15pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>l e<span style="letter-spacing: -0.15pt;">m</span>p<span style="letter-spacing: 0.05pt;">l</span>eo de<span style="letter-spacing: 0.05pt;"> </span>un<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">t</span>an<span style="letter-spacing: -0.1pt;">q</span>ue a<span style="letter-spacing: -0.1pt;">n</span><span style="letter-spacing: 0.05pt;">t</span><span style="letter-spacing: -0.05pt;">e</span>s<span style="letter-spacing: -0.1pt;"> </span>de <span style="letter-spacing: 0.05pt;">l</span>a<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">f</span><span style="letter-spacing: -0.1pt;">e</span>cha<span style="letter-spacing: 0.05pt;"> </span><span style="letter-spacing: -0.1pt;">e</span>n que<span style="letter-spacing: -0.1pt;"> </span>se<span style="letter-spacing: -0.1pt;"> </span><span style="letter-spacing: 0.05pt;">i</span>n<span style="letter-spacing: -0.05pt;">t</span><span style="letter-spacing: 0.05pt;">r</span>o<span style="letter-spacing: -0.1pt;">du</span><span style="letter-spacing: 0.15pt;">jo</span>.</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<i><b><span style="font-family: "comic sans ms"; font-size: x-small;">Fuentes: http://clio.rediris.es/n40/articulos/alumnos_soldados.html</span></b></i></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><i><b><span style="font-size: x-small;"> https://es.scribd.com/doc/252641625/Trabajamos-La-Empatia-Historica-1GM</span></b></i></span></span></div>
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</style> <![endif]--> </span></span><span style="color: blue;"><span style="font-size: small;"><span style="font-family: "comic sans ms";"></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">EVALUACIÓN</span></b></span></span><br />
<br />
<h3>
<span style="font-size: x-small;"><span style="font-family: "comic sans ms";"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="font-size: 10pt;">Plazo en entrega:</span><span style="color: red;"> 7 de febrero de 2020</span></span></b></span></span></h3>
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Para evaluar el trabajo se tendrá en cuenta la siguiente...</span></b></span></span><br />
<div style="text-align: center;">
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> </span></b></span></span><b style="line-height: 99%; text-align: center; text-indent: 35.4pt;"><span style="font-family: "dupree"; font-size: 18.0pt; font-variant: small-caps; line-height: 115%;">Rúbrica </span></b></div>
<b style="line-height: 99%; text-align: center; text-indent: 35.4pt;"><span style="font-family: "dupree"; font-size: 18.0pt; font-variant: small-caps; line-height: 115%;"><br />
</span></b> <br />
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<tr style="height: 20.95pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="2" style="background: yellow; border: inset #111111 1.0pt; height: 20.95pt; padding: 0cm 0cm 0cm 0cm; width: 27.18%;" width="27%"></td> <td style="background: yellow; border-left: none; border: inset #111111 1.0pt; height: 20.95pt; mso-border-left-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.35pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Excelente (4)</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: inset #111111 1.0pt; height: 20.95pt; mso-border-left-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.35pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Buena(3)</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: inset #111111 1.0pt; height: 20.95pt; mso-border-left-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.35pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Regular (2)</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: inset #111111 1.0pt; height: 20.95pt; mso-border-left-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.35pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Mala (1)</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: inset #111111 1.0pt; height: 20.95pt; mso-border-left-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.35pt; text-align: center;">
<b><span style="background: red; font-family: "comic sans ms"; font-size: 10.0pt;">Nota</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr style="height: 48.3pt; mso-yfti-irow: 1;"> <td colspan="2" style="background: aqua; border-top: none; border: inset #111111 1.0pt; height: 48.3pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 27.18%;" width="27%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Presentación</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 48.3pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div align="center" class="MsoNormal" style="line-height: 8.9pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">La c<span style="letter-spacing: -.05pt;">a</span>r<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">est</span>á <span style="letter-spacing: .05pt;">i</span>n<span style="letter-spacing: -.05pt;">t</span>rodu<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>da <span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">u</span>n <span style="letter-spacing: -.05pt;">s</span>obre<span style="letter-spacing: .15pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: -.05pt;">t</span>odo<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">est</span>á de<span style="letter-spacing: -.05pt;">c</span>or<span style="letter-spacing: -.05pt;">a</span>d<span style="letter-spacing: -.1pt;">o</span>:<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e<span style="letter-spacing: -.1pt;"> </span>han <span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: .05pt;">im</span><span style="letter-spacing: -.1pt;">u</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>do<span style="letter-spacing: -.15pt;"> </span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">a</span>nch<span style="letter-spacing: -.05pt;">a</span>s <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> l</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">(</span>ba<span style="letter-spacing: -.05pt;">r</span>ro, <span style="letter-spacing: -.05pt;">sa</span>ngre…<span style="letter-spacing: -.05pt;">)</span>,<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e<span style="letter-spacing: -.1pt;"> </span>ha us<span style="letter-spacing: -.05pt;">a</span>do<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">c</span>ue<span style="letter-spacing: -.15pt;">r</span>da p<span style="letter-spacing: -.05pt;">a</span>ra <span style="letter-spacing: -.05pt;">ata</span>r<span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>,<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.1pt;">p</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ást</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.1pt;"> </span>pa<span style="letter-spacing: -.05pt;">r</span>a <span style="letter-spacing: -.05pt;">c</span>ubr<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.15pt;">r</span><span style="letter-spacing: .05pt;">l</span>a…</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 48.3pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div align="center" class="MsoNormal" style="line-height: 8.9pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">A<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: .05pt;">l</span>e <span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>guna<span style="letter-spacing: -.1pt;"> </span>de e<span style="letter-spacing: -.05pt;">sta</span>s <span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.05pt;">as</span>:<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.05pt;">est</span>á <span style="letter-spacing: .05pt;">i</span>n<span style="letter-spacing: -.05pt;">t</span>rodu<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>da <span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">u</span>n <span style="letter-spacing: -.05pt;">s</span>obre,<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e<span style="letter-spacing: -.1pt;"> </span>han <span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: .05pt;">im</span><span style="letter-spacing: -.1pt;">u</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>do <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">a</span>nch<span style="letter-spacing: -.05pt;">as</span>, <span style="letter-spacing: -.05pt;">s</span>e ha us<span style="letter-spacing: -.05pt;">a</span>do<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">c</span>ue<span style="letter-spacing: -.15pt;">r</span>da, p<span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ást</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">c</span>os…</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 48.3pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div align="center" class="MsoNormal" style="line-height: 8.9pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">La c<span style="letter-spacing: -.05pt;">a</span>r<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ne<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.1pt;">g</span>una<span style="letter-spacing: -.1pt;"> </span>de <span style="letter-spacing: -.05pt;">esta</span>s <span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.05pt;">as</span>:<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.05pt;">est</span>á <span style="letter-spacing: .05pt;">i</span>n<span style="letter-spacing: -.05pt;">t</span>rodu<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>da <span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">u</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: -.1pt;">o</span>br<span style="letter-spacing: -.05pt;">e</span>, <span style="letter-spacing: -.05pt;">s</span>e han<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">s</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">m</span>u<span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: -.1pt;">d</span>o <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">a</span>nch<span style="letter-spacing: -.05pt;">as</span>, <span style="letter-spacing: -.05pt;">s</span>e ha<span style="letter-spacing: -.1pt;"> </span>us<span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: -.1pt;">d</span>o <span style="letter-spacing: -.05pt;">c</span>ue<span style="letter-spacing: -.05pt;">r</span>da,<span style="letter-spacing: -.05pt;"> </span>p<span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ást</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: -.1pt;">s</span>…</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 48.3pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div align="center" class="MsoNormal" style="line-height: 8.9pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Lo<span style="letter-spacing: .05pt;"> </span>pr<span style="letter-spacing: -.05pt;">ese</span>n<span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span>un <span style="letter-spacing: -.05pt;">f</span>o<span style="letter-spacing: .05pt;">li</span>o<span style="letter-spacing: -.05pt;"> s</span><span style="letter-spacing: .05pt;">i</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: -.1pt;">n</span><span style="letter-spacing: .05pt;">i</span>ng<span style="letter-spacing: -.1pt;">ú</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">t</span><span style="letter-spacing: .05pt;">i</span>po de d<span style="letter-spacing: -.05pt;">ec</span>or<span style="letter-spacing: -.05pt;">aci</span>ón.</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 48.3pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 63.2pt; mso-yfti-irow: 2;"> <td colspan="2" style="background: aqua; border-top: none; border: inset #111111 1.0pt; height: 63.2pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 27.18%;" width="27%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Redacción</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 63.2pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">E</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">st</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">á b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: .05pt;"> </span>r<span style="letter-spacing: -.05pt;">e</span>da<span style="letter-spacing: -.05pt;">cta</span>d<span style="letter-spacing: -.1pt;">o</span>, us<span style="letter-spacing: -.05pt;">a</span>ndo<span style="letter-spacing: -.05pt;"> </span>b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>s <span style="letter-spacing: -.05pt;">c</span>oncord<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: .15pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: .05pt;">l</span>a puntu<span style="letter-spacing: -.05pt;">ac</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">ón</span></span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">.</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 63.2pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.1pt;">T</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">i</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">ne a<span style="letter-spacing: .05pt;">l</span>g<span style="letter-spacing: -.1pt;">ú</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">fal</span><span style="letter-spacing: .05pt;">l</span>o de red<span style="letter-spacing: -.05pt;">acc</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">ó</span>n, b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.15pt;">e</span>n porque<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ne <span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>guna<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">t</span>a de <span style="letter-spacing: -.05pt;">c</span>oncord<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>a o b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">l</span>g<span style="letter-spacing: -.1pt;">u</span>na f<span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">t</span>a de pun<span style="letter-spacing: -.15pt;">t</span>ua<span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: .05pt;">i</span>ón</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 63.2pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.1pt;">T</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">i</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">ne<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">va</span>r<span style="letter-spacing: .05pt;">i</span>os f<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">ll</span>os<span style="letter-spacing: -.1pt;"> </span>de r<span style="letter-spacing: -.05pt;">e</span>da<span style="letter-spacing: -.05pt;">cc</span><span style="letter-spacing: .05pt;">i</span>ó<span style="letter-spacing: -.1pt;">n</span>,<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.1pt;">b</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">f</span><span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de <span style="letter-spacing: -.05pt;">c</span>oncord<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>a o<span style="letter-spacing: -.05pt;"> </span>b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.15pt;">e</span>n <span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de <span style="letter-spacing: -.1pt;">p</span>untu<span style="letter-spacing: -.05pt;">ac</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">ó</span>n.</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 63.2pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">E</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">st</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">á <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.15pt;">a</span>l<span style="letter-spacing: .1pt;"> </span>r<span style="letter-spacing: -.05pt;">e</span>da<span style="letter-spacing: -.05pt;">cta</span><span style="letter-spacing: -.1pt;">d</span>o, <span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>s <span style="letter-spacing: -.05pt;">f</span>r<span style="letter-spacing: -.05pt;">ase</span>s <span style="letter-spacing: -.05pt;">está</span>n de<span style="letter-spacing: -.05pt;">s</span>orden<span style="letter-spacing: -.05pt;">a</span>da<span style="letter-spacing: -.05pt;">s</span>, h<span style="letter-spacing: .1pt;">a</span>y <span style="letter-spacing: -.05pt;">e</span>rror<span style="letter-spacing: -.05pt;">e</span>s de <span style="letter-spacing: -.05pt;">c</span>oncord<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>a<span style="letter-spacing: .15pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: .05pt;">l</span>a puntu<span style="letter-spacing: -.05pt;">ac</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">ó</span>n<span style="letter-spacing: -.05pt;"> </span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">n</span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e u<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">l</span><span style="letter-spacing: .05pt;">iz</span>a<span style="letter-spacing: -.1pt;"> </span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e<span style="letter-spacing: -.1pt;"> </span>u<span style="letter-spacing: -.05pt;">ti</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">i</span><span style="letter-spacing: .05pt;">z</span>a <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">al</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 63.2pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 26.5pt; mso-yfti-irow: 3;"> <td colspan="2" style="background: aqua; border-top: none; border: inset #111111 1.0pt; height: 26.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 27.18%;" width="27%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Ortografía<o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ne f<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de or<span style="letter-spacing: -.05pt;">t</span>ogra<span style="letter-spacing: -.05pt;">f</span><span style="letter-spacing: .05pt;">í</span>a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.1pt;">T</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">i</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">ne<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>re 1<span style="letter-spacing: -.05pt;">-</span>5 <span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de or<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: -.1pt;">o</span>gr<span style="letter-spacing: -.05pt;">af</span><span style="letter-spacing: .05pt;">í</span>a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.1pt;">T</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">i</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">ne <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">á</span>s<span style="letter-spacing: -.1pt;"> </span>de c<span style="letter-spacing: -.1pt;">i</span>nco <span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de or<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: -.1pt;">o</span>gr<span style="letter-spacing: -.05pt;">af</span><span style="letter-spacing: .1pt;">í</span>a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div align="center" class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.1pt;">T</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">i</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">ne <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">á</span>s<span style="letter-spacing: -.1pt;"> </span>de 10 <span style="letter-spacing: -.05pt;">fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ta</span>s de or<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: -.1pt;">o</span>gr<span style="letter-spacing: -.05pt;">af</span><span style="letter-spacing: .05pt;">í</span>a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 87.5pt; mso-yfti-irow: 4;"> <td rowspan="6" style="background: aqua; border-top: none; border: inset #111111 1.0pt; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 11.12%;" width="11%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Contenido</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 0cm -1pt 0.0001pt 13.25pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps; letter-spacing: -0.15pt;">P</span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps; letter-spacing: 0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps; letter-spacing: -0.05pt;">r</span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">so<span style="letter-spacing: .05pt;">n</span>aje</span></b><span lang="EN-US" style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.3pt;">A</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.1pt;">p</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">r<span style="letter-spacing: -.05pt;">ec</span>e<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> l</span>a <span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>l no<span style="letter-spacing: -.05pt;">m</span>bre d<span style="letter-spacing: -.15pt;">e</span>l pe<span style="letter-spacing: -.05pt;">rs</span>ona<span style="letter-spacing: -.1pt;">j</span>e que <span style="letter-spacing: -.05pt;">esc</span>r<span style="letter-spacing: .05pt;">i</span>be<span style="letter-spacing: .15pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span>a qu<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e <span style="letter-spacing: .05pt;">di</span>r<span style="letter-spacing: -.1pt;">i</span>ge <span style="letter-spacing: .05pt;">l</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a. <span style="letter-spacing: .05pt;">S</span>us no<span style="letter-spacing: -.05pt;">m</span>bres<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">se c</span>orr<span style="letter-spacing: -.05pt;">es</span>ponden<span style="letter-spacing: -.05pt;"> c</span>on<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a na<span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: .05pt;">i</span>on<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">li</span>dad <span style="letter-spacing: -.05pt;">esc</span>og<span style="letter-spacing: .05pt;">i</span>da</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.3pt;">A</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.05pt;">l</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">gún<span style="letter-spacing: .1pt;"> </span>no<span style="letter-spacing: .05pt;">m</span>bre<span style="letter-spacing: -.1pt;"> </span>no</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0.05pt 10.55pt 0.0001pt 5.1pt;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">s</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>po<span style="letter-spacing: -.1pt;">n</span>den <span style="letter-spacing: -.05pt;">c</span>on<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">l</span>o na<span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: .05pt;">i</span>on<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">li</span>dad <span style="letter-spacing: -.05pt;">esc</span>og<span style="letter-spacing: .05pt;">i</span>da</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Los<span style="letter-spacing: .05pt;"> </span>n<span style="letter-spacing: -.1pt;">o</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.1pt;">b</span>r<span style="letter-spacing: -.05pt;">e</span>s no<span style="letter-spacing: -.05pt;"> s</span>e</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.1pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: 10.35pt; margin-top: .25pt; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">c</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">orr<span style="letter-spacing: -.05pt;">es</span>pond<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> c</span>on<span style="letter-spacing: -.05pt;"> l</span>o na<span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: .05pt;">i</span>on<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">li</span>dad<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">esc</span>o<span style="letter-spacing: -.1pt;">g</span><span style="letter-spacing: .05pt;">i</span>da</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">a</span>pa<span style="letter-spacing: -.05pt;">rece</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>os</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: 5.4pt; margin-top: .05pt;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;">no<span style="letter-spacing: -.05pt;">m</span>br<span style="letter-spacing: -.05pt;">e</span>s o<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>os no<span style="letter-spacing: -.05pt;">m</span>br<span style="letter-spacing: -.05pt;">e</span>s<span style="letter-spacing: .05pt;"> </span>que <span style="letter-spacing: -.05pt;">a</span>pa<span style="letter-spacing: -.05pt;">rece</span>n<span style="letter-spacing: .05pt;"> </span>no<span style="letter-spacing: -.05pt;"> s</span>e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>pond<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> c</span>on<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a na<span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: .05pt;">i</span>on<span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">li</span>dad <span style="letter-spacing: -.05pt;">esc</span>og<span style="letter-spacing: .05pt;">i</span>da</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 87.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 68.25pt; mso-yfti-irow: 5;"> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 0cm -1pt 0.0001pt 9.9pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">C<span style="letter-spacing: -.05pt;">r</span>o<span style="letter-spacing: .05pt;">n</span>olog<span style="letter-spacing: .05pt;">í</span>a</span></b><span lang="EN-US" style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Las <span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.05pt;">a</span>s <span style="letter-spacing: -.1pt;">q</span>ue se <span style="letter-spacing: -.05pt;">c</span>uen<span style="letter-spacing: -.05pt;">ta</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>ponden<span style="letter-spacing: -.05pt;"> c</span>on<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">fec</span>ha e<span style="letter-spacing: -.05pt;">sc</span>og<span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: -.15pt;">a</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">H</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.1pt;">a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">y<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>gún<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">fal</span><span style="letter-spacing: .05pt;">l</span>o <span style="letter-spacing: -.05pt;">c</span>on<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">al</span>gún <span style="letter-spacing: -.05pt;">ac</span>ont<span style="letter-spacing: -.05pt;">ec</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">m</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>o.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">H</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.1pt;">a</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">y<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: -.05pt;">va</span>r<span style="letter-spacing: .05pt;">i</span>os f<span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">ll</span>os<span style="letter-spacing: -.1pt;"> </span>de <span style="letter-spacing: -.05pt;">c</span>rono<span style="letter-spacing: -.05pt;">l</span>og<span style="letter-spacing: .05pt;">í</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>re<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span>s <span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">c</span>uen<span style="letter-spacing: -.05pt;">ta</span>n <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> l</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Las <span style="letter-spacing: -.05pt;">c</span>os<span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">q</span>ue<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">se</span></span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: 7.2pt; margin-top: .05pt;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt; line-height: 99%;">c</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;">uen<span style="letter-spacing: -.05pt;">ta</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a h<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">st</span>or<span style="letter-spacing: .05pt;">i</span>a<span style="letter-spacing: -.1pt;"> </span>no<span style="letter-spacing: -.05pt;"> s</span>e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>ponde<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">c</span>on<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">fec</span>ha e<span style="letter-spacing: -.05pt;">sc</span>og<span style="letter-spacing: .05pt;">i</span>da<span style="letter-spacing: -.1pt;"> </span>pa<span style="letter-spacing: -.05pt;">r</span>a <span style="letter-spacing: -.05pt;">esc</span>r<span style="letter-spacing: .05pt;">i</span>b<span style="letter-spacing: .05pt;">i</span>r<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 68.25pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 105.5pt; mso-yfti-irow: 6;"> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 0cm 11.95pt 0.0001pt 14.95pt; text-indent: 11.3pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Vi<span style="letter-spacing: .05pt;">d</span>a <span style="letter-spacing: -.05pt;">c</span>otidia<span style="letter-spacing: .05pt;">n</span>a</span></b><span lang="EN-US" style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Na</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">rra<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">as</span>pe<span style="letter-spacing: -.05pt;">ct</span>os<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">v</span><span style="letter-spacing: .05pt;">i</span>da co<span style="letter-spacing: -.15pt;">t</span><span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">a</span>na<span style="letter-spacing: -.1pt;"> </span>d<span style="letter-spacing: -.15pt;">e</span>l pe<span style="letter-spacing: -.05pt;">rs</span>ona<span style="letter-spacing: -.05pt;">j</span>e <span style="letter-spacing: -.05pt;">(a</span><span style="letter-spacing: .05pt;">lim</span><span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: -.05pt;">tac</span><span style="letter-spacing: .05pt;">i</span>ó<span style="letter-spacing: -.1pt;">n</span>,<span style="letter-spacing: .1pt;"> </span>o<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">o</span>, <span style="letter-spacing: -.05pt;">t</span>r<span style="letter-spacing: -.05pt;">a</span>ba<span style="letter-spacing: -.1pt;">j</span>o,<span style="letter-spacing: .15pt;"> </span><span style="letter-spacing: -.05pt;">t</span>r<span style="letter-spacing: -.05pt;">a</span>nspor<span style="letter-spacing: -.05pt;">tes</span>, <span style="letter-spacing: .05pt;">m</span>úsic<span style="letter-spacing: -.05pt;">a</span>)<span style="letter-spacing: -.1pt;"> </span>ba<span style="letter-spacing: -.05pt;">sa</span>dos<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">e</span>n <span style="letter-spacing: -.05pt;">ac</span>ont<span style="letter-spacing: -.05pt;">ec</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">m</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>os r<span style="letter-spacing: -.05pt;">ea</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">es</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Na</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">rra <span style="letter-spacing: -.05pt;">as</span>pe<span style="letter-spacing: -.05pt;">ct</span>os <span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: -.1pt;">n</span>os d<span style="letter-spacing: -.15pt;">e</span>l pe<span style="letter-spacing: -.05pt;">rs</span>ona<span style="letter-spacing: -.1pt;">j</span>e<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">a</span>un<span style="letter-spacing: -.1pt;">q</span>ue <span style="letter-spacing: -.05pt;">c</span>on<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">al</span>gún<span style="letter-spacing: -.05pt;"> fa</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">l</span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">a</span>l no<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">esta</span>r<span style="letter-spacing: .05pt;"> </span>ba<span style="letter-spacing: -.05pt;">sa</span><span style="letter-spacing: -.1pt;">d</span>o <span style="letter-spacing: -.05pt;">e</span>n <span style="letter-spacing: -.05pt;">ac</span>ont<span style="letter-spacing: -.05pt;">ec</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">m</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>os r<span style="letter-spacing: -.05pt;">ea</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">es</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">C</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">uen<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>g<span style="letter-spacing: -.1pt;">ú</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">as</span>pe<span style="letter-spacing: -.05pt;">ct</span>o de <span style="letter-spacing: .05pt;">l</span>a<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">v</span><span style="letter-spacing: .05pt;">i</span>da<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">d</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">a</span>na <span style="letter-spacing: -.05pt;">a</span>unque <span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: .05pt;"> </span>g<span style="letter-spacing: -.15pt;">e</span>ne<span style="letter-spacing: -.05pt;">ra</span>l <span style="letter-spacing: .05pt;">l</span>o ha<span style="letter-spacing: -.05pt;">c</span>e <span style="letter-spacing: -.05pt;">c</span>on<span style="letter-spacing: -.05pt;"> </span>gr<span style="letter-spacing: -.05pt;">ave</span>s <span style="letter-spacing: -.05pt;">e</span>rror<span style="letter-spacing: -.05pt;">e</span>s <span style="letter-spacing: -.05pt;">a</span>l<span style="letter-spacing: .1pt;"> </span>no<span style="letter-spacing: -.05pt;"> te</span>ner r<span style="letter-spacing: -.15pt;">e</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ac</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">ó</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: -.1pt;">o</span>n <span style="letter-spacing: .05pt;">l</span>os <span style="letter-spacing: -.1pt;">q</span>ue su<span style="letter-spacing: -.05pt;">ce</span><span style="letter-spacing: -.1pt;">d</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ron<span style="letter-spacing: -.05pt;"> e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a r<span style="letter-spacing: -.05pt;">ea</span><span style="letter-spacing: .05pt;">li</span>dad</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.3pt;">A</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: 0.1pt;">p</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">e</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">nas <span style="letter-spacing: -.05pt;">c</span>uen<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">as</span>pe<span style="letter-spacing: -.05pt;">ct</span>os de<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">vi</span>da <span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">a</span>na<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: .05pt;">l</span>os que <span style="letter-spacing: -.05pt;">c</span>u<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>a no<span style="letter-spacing: -.05pt;"> t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>nen r<span style="letter-spacing: -.05pt;">e</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">ac</span><span style="letter-spacing: .05pt;">i</span>ón<span style="letter-spacing: -.05pt;"> c</span>on<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>os<span style="letter-spacing: -.1pt;"> </span>que ocur<span style="letter-spacing: -.05pt;">r</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>r<span style="letter-spacing: -.1pt;">o</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a r<span style="letter-spacing: -.05pt;">ea</span><span style="letter-spacing: .05pt;">li</span>da<span style="letter-spacing: -.15pt;">d</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 105.5pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 83.75pt; mso-yfti-irow: 7;"> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 0cm -1pt 0.0001pt 7.65pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">A<span style="letter-spacing: .05pt;">r</span><span style="letter-spacing: -.15pt;">m</span><span style="letter-spacing: .1pt;">a</span><span style="letter-spacing: -.05pt;">me</span><span style="letter-spacing: .05pt;">n</span>to</span></b><span lang="EN-US" style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.95pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">C<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: .05pt;"> </span>d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">ve</span>r<span style="letter-spacing: -.05pt;">s</span>os<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.1pt;">p</span>os de ar<span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">a</span>s y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: -.05pt;">s</span>e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>pond<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> c</span>on <span style="letter-spacing: .05pt;">l</span>os u<span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: -.1pt;">a</span>dos<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">é</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">poca que<span style="letter-spacing: -.1pt;"> </span>ha <span style="letter-spacing: -.05pt;">esc</span>og<span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: -.1pt;">o</span>, <span style="letter-spacing: -.05pt;">ex</span><span style="letter-spacing: -.1pt;">p</span><span style="letter-spacing: .05pt;">li</span><span style="letter-spacing: -.05pt;">ca</span><span style="letter-spacing: -.1pt;">n</span>do d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">ve</span>r<span style="letter-spacing: -.05pt;">s</span>os a<span style="letter-spacing: -.05pt;">s</span>pe<span style="letter-spacing: -.05pt;">ct</span>os<span style="letter-spacing: -.1pt;"> </span>de <span style="letter-spacing: .05pt;">l</span>os<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">mi</span><span style="letter-spacing: -.15pt;">s</span><span style="letter-spacing: .05pt;">mo</span><span style="letter-spacing: -.15pt;">s</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div class="MsoNormal" style="line-height: 8.95pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Hac</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e r<span style="letter-spacing: -.05pt;">efe</span>r<span style="letter-spacing: -.05pt;">e</span>ncia<span style="letter-spacing: .05pt;"> </span>a <span style="letter-spacing: -.05pt;">va</span>r<span style="letter-spacing: .05pt;">i</span>os t<span style="letter-spacing: -.1pt;">i</span>pos<span style="letter-spacing: -.1pt;"> </span>de <span style="letter-spacing: -.05pt;">a</span>r<span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">as</span>,<span style="letter-spacing: .1pt;"> </span><span style="letter-spacing: -.15pt;">a</span>un<span style="letter-spacing: -.1pt;">q</span>ue s<span style="letter-spacing: -.1pt;">i</span>n <span style="letter-spacing: -.05pt;">ex</span>p<span style="letter-spacing: .05pt;">li</span><span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;"> </span>nada<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">á</span>s</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div class="MsoNormal" style="line-height: 8.95pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Hac</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e r<span style="letter-spacing: -.05pt;">efe</span>r<span style="letter-spacing: -.05pt;">e</span>ncia<span style="letter-spacing: .05pt;"> </span>a <span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">l</span>gún <span style="letter-spacing: -.05pt;">a</span>r<span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.15pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: -.1pt;">u</span>nque<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">s</span><span style="letter-spacing: .05pt;">i</span>n <span style="letter-spacing: -.05pt;">ex</span>p<span style="letter-spacing: .05pt;">li</span><span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;"> </span>nada<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">á</span>s</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.95pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">o<span style="letter-spacing: .05pt;"> </span>ha<span style="letter-spacing: -.05pt;">c</span>e r<span style="letter-spacing: -.05pt;">efe</span>r<span style="letter-spacing: -.05pt;">e</span>ncia</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 83.75pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 55.4pt; mso-yfti-irow: 8;"> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 2.05pt 3.75pt 0.0001pt 4.7pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">C<span style="letter-spacing: .1pt;">o</span><span style="letter-spacing: -.15pt;">m</span><span style="letter-spacing: -.05pt;">e</span><span style="letter-spacing: .05pt;">n</span>ta<span style="letter-spacing: -.1pt;">r</span>ios so<span style="letter-spacing: .05pt;">b</span><span style="letter-spacing: -.05pt;">r</span>e<span style="letter-spacing: -.05pt;"> </span>la g<span style="letter-spacing: .05pt;">u</span><span style="letter-spacing: -.05pt;">err</span>a<o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Hac</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e <span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">ta</span>r<span style="letter-spacing: -.1pt;">i</span>os</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: 9.45pt; margin-top: .05pt;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt; line-height: 99%;">s</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;">obre <span style="letter-spacing: .05pt;">l</span>a<span style="letter-spacing: -.1pt;"> </span>guer<span style="letter-spacing: -.05pt;">r</span>a <span style="letter-spacing: -.05pt;">a</span>de<span style="letter-spacing: -.05pt;">c</span>uados <span style="letter-spacing: -.15pt;">a</span>l <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.1pt;">o</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">esc</span><span style="letter-spacing: -.1pt;">o</span>g<span style="letter-spacing: -.05pt;">i</span>do.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 99%;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Hac</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e <span style="letter-spacing: -.05pt;">c</span>o<span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">ta</span>r<span style="letter-spacing: -.1pt;">i</span>os <span style="letter-spacing: -.05pt;">a</span>unque<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">t</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ne <span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>gún<span style="letter-spacing: -.05pt;"> f</span>a<span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">l</span>o<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: -.1pt;">o</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>l <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.1pt;">o</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>o <span style="letter-spacing: -.05pt;">esc</span>og<span style="letter-spacing: .05pt;">i</span>d<span style="letter-spacing: -.1pt;">o</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">Hac</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">e <span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: .05pt;">l</span>gún<span style="letter-spacing: -.05pt;"> c</span><span style="letter-spacing: -.1pt;">o</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">ta</span>r<span style="letter-spacing: .05pt;">i</span>o <span style="letter-spacing: -.05pt;">a</span>unque <span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: .05pt;">l</span><span style="letter-spacing: -.05pt;">a</span><span style="letter-spacing: -.1pt;">d</span>o<span style="letter-spacing: .15pt;"> </span>y<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: -.05pt;">s</span><span style="letter-spacing: .05pt;">i</span>n <span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: .1pt;">a</span><span style="letter-spacing: -.4pt;">y</span>or<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">ex</span>p<span style="letter-spacing: .05pt;">li</span><span style="letter-spacing: -.05pt;">cac</span><span style="letter-spacing: .05pt;">i</span>ón</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">o<span style="letter-spacing: .05pt;"> </span>ha<span style="letter-spacing: -.05pt;">c</span>e r<span style="letter-spacing: -.05pt;">efe</span>r<span style="letter-spacing: -.05pt;">e</span>ncia</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 55.4pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 89.65pt; mso-yfti-irow: 9;"> <td style="background: aqua; border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-left-alt: inset #111111 1.0pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.06%;" width="16%"><div class="MsoNormal" style="margin: 2.05pt 3.75pt 0.0001pt 4.7pt;">
<b><span lang="EN-US" style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Datos<o:p></o:p></span></b></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: 30.85pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Los<span style="letter-spacing: .05pt;"> </span>da<span style="letter-spacing: -.05pt;">t</span>os<span style="letter-spacing: -.05pt;"> </span>que <span style="letter-spacing: .05pt;">i</span>ncor<span style="letter-spacing: -.15pt;">p</span>ora <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a<span style="letter-spacing: -.05pt;"> ca</span>r<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">s</span>e <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>po<span style="letter-spacing: -.1pt;">n</span>den<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">c</span><span style="letter-spacing: -.1pt;">o</span>n <span style="letter-spacing: .05pt;">l</span>os <span style="letter-spacing: -.1pt;">q</span>ue o<span style="letter-spacing: -.15pt;">c</span>urr<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>r<span style="letter-spacing: -.1pt;">o</span>n<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.05pt;">e</span>n <span style="letter-spacing: .05pt;">l</span>a r<span style="letter-spacing: -.05pt;">eal</span><span style="letter-spacing: .05pt;">i</span>da<span style="letter-spacing: -.15pt;">d</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"></td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"></td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div class="MsoNormal" style="line-height: 8.85pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.1pt; margin-right: -1.0pt; margin-top: 0cm; mso-line-height-rule: exactly;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt; letter-spacing: -0.05pt;">N</span></b><b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">o<span style="letter-spacing: .05pt;"> </span>h<span style="letter-spacing: .1pt;">a</span>y <span style="letter-spacing: -.05pt;">c</span>orr<span style="letter-spacing: -.05pt;">es</span>pond<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.15pt;">c</span><span style="letter-spacing: .05pt;">i</span>a <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>re <span style="letter-spacing: .05pt;">l</span>os <span style="letter-spacing: -.05pt;">ac</span>ont<span style="letter-spacing: -.05pt;">ec</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">m</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>os<span style="letter-spacing: -.1pt;"> </span>que <span style="letter-spacing: -.05pt;">c</span>uen<span style="letter-spacing: -.05pt;">t</span>a <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .05pt;">l</span>a <span style="letter-spacing: -.05pt;">ca</span>r<span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: .15pt;"> </span>y <span style="letter-spacing: .05pt;">l</span>os <span style="letter-spacing: -.1pt;">q</span>ue su<span style="letter-spacing: -.05pt;">ce</span><span style="letter-spacing: -.1pt;">d</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ro<span style="letter-spacing: -.1pt;">n</span>, b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;"> </span>por<span style="letter-spacing: -.1pt;">q</span>ue cu<span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span>a he<span style="letter-spacing: -.05pt;">c</span>hos<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">q</span>ue<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.1pt;">n</span>o <span style="letter-spacing: -.05pt;">ex</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">st</span><span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>ron<span style="letter-spacing: -.05pt;"> </span>o<span style="letter-spacing: -.05pt;"> </span>b<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span>n porque<span style="letter-spacing: -.05pt;"> s</span>uc<span style="letter-spacing: -.05pt;">e</span>d<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.05pt;">e</span><span style="letter-spacing: -.15pt;">r</span>on <span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: .05pt;"> </span>o<span style="letter-spacing: -.05pt;">t</span>ra<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.1pt;">o</span><span style="letter-spacing: .05pt;">m</span><span style="letter-spacing: -.05pt;">e</span>n<span style="letter-spacing: -.05pt;">t</span><span style="letter-spacing: -.1pt;">o</span>.</span></b><span style="font-family: "comic sans ms"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 89.65pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
<tr style="height: 69.05pt; mso-yfti-irow: 10; mso-yfti-lastrow: yes;"> <td colspan="2" style="background: aqua; border-top: none; border: inset #111111 1.0pt; height: 69.05pt; mso-border-top-alt: inset #111111 1.0pt; padding: 0cm 0cm 0cm 0cm; width: 27.18%;" width="27%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">Plazo</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 69.05pt; padding: 0cm 0cm 0cm 0cm; width: 18.04%;" width="18%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro del plazo establecido.</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 69.05pt; padding: 0cm 0cm 0cm 0cm; width: 15.76%;" width="15%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro fuera del plazo establecido menos de tres días.</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 69.05pt; padding: 0cm 0cm 0cm 0cm; width: 13.82%;" width="13%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro fuera del plazo establecido entre cuatro y siete días.</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 69.05pt; padding: 0cm 0cm 0cm 0cm; width: 16.94%;" width="16%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro fuera del plazo establecido más de siete días.</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; height: 69.05pt; padding: 0cm 0cm 0cm 0cm; width: 8.24%;" width="8%"></td> </tr>
</tbody></table>
<span style="font-size: x-small;"><span style="font-family: "comic sans ms";"> <b style="line-height: 99%; text-align: center; text-indent: 35.4pt;"><span style="font-family: "dupree"; font-size: 18.0pt; font-variant: small-caps; line-height: 115%;"> </span></b> </span></span></div>
</div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-42268688129394130482019-12-03T21:11:00.001+01:002019-12-04T16:32:48.391+01:00¿Cómo se vivía cuando no existían máquinas?<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "verdana" , sans-serif;">... se trabajaba con herramientas manuales y, por tanto,
las únicas fuerzas eran las de origen humano, animal o del viento y las
corrientes de agua. </span>
<br />
<ul type="disc">
<li class="Estilo8">
<div class="Estilo6">
<span style="font-family: "verdana" , sans-serif;">Aunque
hoy día eso nos pueda parecer extraño no podemos olvidar que el tiempo
que llevamos utilizando máquinas en los talleres y fábricas es una
pequeña parte de la historia de la humanidad, (unos doscientos años) que
no es nada más que la décima parte de la historia desde el nacimiento
de Jesucristo, que a su vez qué son dos mil años de nada comparado con
el millón de años que los hombres llevamos vagando por el planeta. Esto
lo ha cambiado todo: nuestra forma de vida, nuestras casas, nuestros
trabajos, nuestros objetos cotidianos..., y nuestro planeta, que no
puede soportar este ritmo frenético, pero ese es otro tema. </span></div>
</li>
<li class="Estilo8">
<div class="Estilo6">
<span style="font-family: "verdana" , sans-serif;">Por
último, no olvidemos que estamos inmersos en un mundo donde los cambios
se producen a un ritmo vertiginoso que convierte en obsoletos los
inventos técnicos de apenas unos años.</span></div>
</li>
<li class="Estilo8">
<div class="Estilo6">
<span style="font-family: "verdana" , sans-serif;">Nos
subimos a la máquina del tiempo que es internet para aprender
investigando y, si es posible, diviertiéndonos o al menos no
aburriéndonos más de lo necesario. </span></div>
</li>
</ul>
<div align="center">
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-small;">¿Te atreves?, ¡vamos, no lo pienses más!. </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMy9NENJVgZ6wv2qkuWK9j2uQyufk4EFK-sDnc98WYjQfO2z6DcziDCZ3itTJx7hy_6QHLOnO10GPu5iCoDkabwUA8-lE-Magb1sZazNA-s4obY1LwZFU57XeVk3K-Al3HWcnt-vOXHXuV/s1600/todo-sobre-revolucion-industrial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1043" data-original-width="1541" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMy9NENJVgZ6wv2qkuWK9j2uQyufk4EFK-sDnc98WYjQfO2z6DcziDCZ3itTJx7hy_6QHLOnO10GPu5iCoDkabwUA8-lE-Magb1sZazNA-s4obY1LwZFU57XeVk3K-Al3HWcnt-vOXHXuV/s400/todo-sobre-revolucion-industrial.jpg" width="400" /></a></span></span></div>
</div>
<h1>
TAREA</h1>
<ul class="Estilo12" style="text-align: left;">
<li>
<div align="justify" class="textos">
<span class="Estilo6"><span style="font-family: "verdana" , sans-serif;">Consistirá en la <b>elaboración
de un documento con un discurso de
carácter social y reinvindicativo ante el parlamento inglés. También nos
pondremos en plan reporteros/as y elaboraremos dos noticias sobre el
tema asignado en un periódico de la época.</b></span></span></div>
</li>
<li>
<div align="justify" class="textos">
<span class="Estilo6"><span style="font-family: "verdana" , sans-serif;">Para
realizar la tarea descrita tendremos que visitar algunas páginas web
para recabar información y, posteriormente, analizar, comparar, resumir,
ordenar y sistematizar esos contenidos. <b>NO ES VÁLIDO COPIAR Y PEGAR</b>.</span></span></div>
</li>
<li>
<div align="justify" class="textos">
<span class="Estilo6"><span style="font-family: "verdana" , sans-serif;">El
trabajo se realizará individual o por parejas, de su trabajo y coordinación,
dependerá la calidad de la tarea final y, por supuesto, la profundidad y
amplitud del aprendizaje de los contenidos del tema.</span></span></div>
</li>
<li>
<div align="justify" class="textos">
<span class="Estilo6"><span style="font-family: "verdana" , sans-serif;">No
sólo aprenderemos contenidos de historia sobre la revolución
industrial, también aprenderemos a utilizar aplicaciones de tratamiento
de texto, además subiremos y colgaremos en internet unos artículos
periodísticos.</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhJ5LUK71KCDt9tf23WOJT9YJR2cVjy0LauIqHdujrvJ2tK7plAnbdHM7Oj_IDvsOXjgRFMyZ04EJYOPP_QG9aq2lVtzeOCHE3WiekFsy4ii3p8IFLFQGZ7O9fFO5PdnGMqBpQjt0A0QkZ/s1600/revolucao_industrial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1071" data-original-width="1600" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhJ5LUK71KCDt9tf23WOJT9YJR2cVjy0LauIqHdujrvJ2tK7plAnbdHM7Oj_IDvsOXjgRFMyZ04EJYOPP_QG9aq2lVtzeOCHE3WiekFsy4ii3p8IFLFQGZ7O9fFO5PdnGMqBpQjt0A0QkZ/s400/revolucao_industrial.jpg" width="400" /></a></div>
</div>
<div align="justify" class="textos">
</div>
<div id="content">
<h1>
PROCESO</h1>
El proceso de trabajo será el siguiente:<br />
1º Se escogerá el tema
sobre el que trabajar las noticias a elaborar, y un personaje (o grupo
social) que será el que lea el discurso ante el parlamento inglés.<br />
2º Pasos concretos que tendréis que dar:<br />
<ol style="list-style-type: lower-alpha;">
<li>Teméis que escribir<b> un discurso en el que se pongan en el lugar del personaje (o grupo social). </b></li>
<li>Se debe <b>redactar UNA noticias sobre el tema elegido</b>. Las noticias deben estar bien
elaboradas y documentadas. Se valorará la redacción, la originalidad y
el rigor histórico. Dichas noticas se podrán leer en clase. Al final de esta entrada tenéis unos consejos sobre cómo redactar las noticias.</li>
</ol>
<br />
<span style="font-size: small;"><b>TAREA 1: Revolución industrial y proceso de industrialización/ Saint-Simon </b></span><br />
<span style="font-size: 10pt;"><b>CONTENIDOS A DESARROLLAR </b></span><br />
<ul style="list-style-type: square;">
<li>Discurso de Saint-Simon en el parlamento inglés defendiendo su postura (tecnocracia). </li>
<li>Noticia relacionada con el tema. </li>
</ul>
<span style="font-size: 13.3333px;"><b>RECURSOS</b></span><br />
Una visión inicial sobre la revolución industrial la tenéis en cualquier enciclopedia, como Wikipedia:<br />
o <a href="http://es.wikipedia.org/wiki/Revoluci%C3%B3n_industrial">http://es.wikipedia.org/wiki/Revoluci%C3%B3n_industrial</a><br />
La “Introducción” de esta web permite hacernos una idea general del
proceso histórico que denominamos Revolución Industrial. Leed
detenidamente, consultando los enlaces de términos históricos:<br />
o <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_00.html</a><br />
Como introducción al concepto de Revolución Industrial y su cronología podéis ver el apartado 1 de esta página web:<br />
o <a href="http://www.monografias.com/trabajos12/revin/revin.shtml#rev">http://www.monografias.com/trabajos12/revin/revin.shtml#rev</a><br />
Visita el punto 4.4. (“Primeros países industrializados”) de esta web
para tener una visión general de la extensión geográfica y cronológica
de la industrialización:<br />
o <a href="http://www.claseshistoria.com/revolucionindustrial/extensionindustrializacion.htm">http://www.claseshistoria.com/revolucionindustrial/extensionindustrializacion.htm</a><br />
<br />
<br />
<span style="font-size: small;"><b>TAREA 2: Factores que posibilitaron el inicio de la revolución industrial / Owen </b></span><br />
<span style="font-size: 10pt;"><b>CONTENIDOS A DESARROLLAR </b></span><br />
<ul style="list-style-type: square;">
<li>Discurso de Owen defendiendo su postura en el parlamento inglés (creación de New Lanark).</li>
<li>Noticia relacionada con el tema. </li>
</ul>
<br />
<b><span style="font-size: 10pt;">RECURSOS</span></b><br />
<br />
Después de leer los apartados: "Leyes", "Población", "Agricultura" y
"Comercio" de esta página, realiza ya un esquema de cuáles fueron los
factores que permitieron que la R.I. se iniciase en Inglaterra:<br />
<ul style="list-style-type: disc;">
<li>LEYES: <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_02_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_02_00.html</a></li>
<li>POBLACIÓN: <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_03_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_03_00.html</a></li>
<li>AGRICULTURA: <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_04_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_04_00.html</a></li>
<li>COMERCIO: <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_07_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_07_00.html</a></li>
<li>ACUMULACIÓN DE CAPITAL: <a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_07_01.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_07_01.html</a></li>
</ul>
<br />
Para comprender las relaciones de causa-efecto y las diferencias
en la forma de producir antes y después de la R.I. es imprescindible que
visitéis esta web:<br />
<a href="http://www.fmmeducacion.com.ar/Historia/Paseo1/u12/unidad12a.htm">http://www.fmmeducacion.com.ar/Historia/Paseo1/u12/unidad12a.htm</a><br />
En esta página web puedes profundizar sobre las causas que propiciaron la Revolución Industrial:<br />
<a href="http://www.historiacultural.com/2010/07/causas-revolucion-industrial.html">http://www.historiacultural.com/2010/07/causas-revolucion-industrial.html</a><br />
En este enlace consulta el punto o apartado 3 sobre los factores de la Revolución Industrial:<br />
<a href="http://www.monografias.com/trabajos12/revin/revin.shtml#fac">http://www.monografias.com/trabajos12/revin/revin.shtml#fac</a><br />
<br />
<span style="font-size: small;"><b>TAREA 3: Sectores industriales impulsores de la revolución industrial/ Fourier</b></span><br />
<span style="font-size: 10pt;"><b>CONTENIDOS A DESARROLLAR </b></span><br />
<ul style="list-style-type: square;">
<li>Discurso de Fourier ante el parlamento inglés defendiendo su postura (creación de un falansterio).</li>
<li>Noticia relacionada con el tema.</li>
</ul>
<b><span style="font-size: 10pt;">RECURSOS</span></b><br />
<br />
Consulta el apartado 5 (“Maquinismo y desarrollo industrial”) para
tener una visión general y las relaciones causa-efecto en la aparición y
proceso de las innovaciones tecnológicas en la industria textil, los
transportes y la industria siderúrgica:<br />
<a href="http://www.monografias.com/trabajos12/revin/revin.shtml#maqui">http://www.monografias.com/trabajos12/revin/revin.shtml#maqui</a><br />
<br />
Tras leer el contenido de estos enlaces ya podéis iniciar la
confección de una ficha con las innovaciones tecnológicas que durante el
siglo XVIII se realizaron tanto en la industria textil como en la
siderúrgica:<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_00.html</a><br />
<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_01.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_01.html</a><br />
<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_02.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_05_02.html</a><br />
<br />
Para conseguir más información sobre inventos e inventores en la industria textil y siderúrgica consultad este enlace:<br />
<a href="https://line.do/es/inventos-e-inventores-la-revolucion-industrial/8qv/vertical">https://line.do/es/inventos-e-inventores-la-revolucion-industrial/8qv/vertical</a><br />
<br />
Ahora hay que plantearse la realización de un catálogo o álbum de
ilustraciones de los contenidos encontrados en las páginas anteriores.
Podéis usar el buscador de imágenes de Google, bajar las que elijáis y
ponedlas un pie de imagen que informe mínimamente sobre qué es,
importancia que tuvo, quién fue el inventor, fecha, etc. Para hacer el
catálogo podéis utilizar el procesador de texto de Drive y
posteriormente lo pasaréis a la página Wiki.<br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><b><span style="font-size: 10pt;">TAREA 4: Revolución de los transportes /Obrero marxista</span></b></span><br />
<b><span style="font-size: 10pt;">CONTENIDOS A DESARROLLAR </span></b><br />
<ul style="list-style-type: square;">
<li>Discurso de un obrero marxista defendiendo su postura ante el parlamento inglés (cómo llegar a una sociedad comunista...)</li>
<li>Dos noticias relacionadas con vuestro tema.</li>
</ul>
<span style="font-size: 10pt;"><b>RECURSOS </b></span><br />
La visita a este enlace os muestra información sobre la revolución de los transportes:<br />
<a href="http://www.historiauniversal.info/la-revolucion-de-los-transportes-inicios-del-ferrocarril-siglo-xix/">http://www.historiauniversal.info/la-revolucion-de-los-transportes-inicios-del-ferrocarril-siglo-xix/</a><br />
Tras leer el contenido de la web siguiente estaréis en condiciones en
realizar un informe ilustrado sobre la evolución de los transportes y
sobre el ferrocarril o la navegación a vapor durante siglo XIX:<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_06_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_06_00.html</a><br />
<br />
<span style="font-size: small;"><b>TAREA 5:Consecuencias de la revolución industrial /Obrero anarquista</b></span><br />
<span style="font-size: 10pt;"><b>CONTENIDOS A DESARROLLAR </b></span><br />
<ul style="list-style-type: square;">
<li>Discurso de un obrero anarquista ante el parlamento inglés defendiendo su postura (desaparición del Estado...)</li>
<li>Noticia relacionada con el tema. </li>
</ul>
<br />
<b><span style="font-size: 10pt;">RECURSOS</span></b><br />
<br />
En esta web encontratréis información para comprender las consecuencias de la Revolución Industrial:<br />
<a href="http://www.historiacultural.com/2010/07/consecuencias-revolucion-industrial.html">http://www.historiacultural.com/2010/07/consecuencias-revolucion-industrial.html</a><br />
Visita los apartados 6 (“Cambios sociales”) y 9 sobre las “consecuencias de la Revolución Industrial”:<br />
<a href="http://www.monografias.com/trabajos12/revin/revin2.shtml#so">http://www.monografias.com/trabajos12/revin/revin2.shtml#so</a><br />
<a href="http://www.monografias.com/trabajos12/revin/revin2.shtml#in">http://www.monografias.com/trabajos12/revin/revin2.shtml#in</a><br />
<br />
Este enlace os permitirá apreciar algunas de las consecuencias de la Revolución Industrial en la población:<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_08_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_08_00.html</a><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><b><span style="font-size: 10pt;">TAREA 6: La Segunda Revolución Industrial / Burgués</span></b></span><br />
<b><span style="font-size: 10pt;">CONTENIDOS A DESARROLLAR </span></b><br />
<ul style="list-style-type: square;">
<li>Discurso de un burgués ante el parlamento inglés defendiendo su
postura (no ceder a las reivindicaciones del movimiento obrero). </li>
<li>Noticia relacionada con el tema. </li>
</ul>
<span style="font-size: 10pt;"><b>RECURSOS</b></span><br />
Accede a estas páginas web para obtener más información sobre la Segunda Revolución Industrial:<br />
<a href="https://factoriahistorica.wordpress.com/2011/02/22/la-segunda-revolucion-industrial/">https://factoriahistorica.wordpress.com/2011/02/22/la-segunda-revolucion-industrial/</a><br />
<a href="http://apuntesdehistoriauniversal.blogspot.com.es/2013/12/la-segunda-revolucion-industrial-y-el.html">http://apuntesdehistoriauniversal.blogspot.com.es/2013/12/la-segunda-revolucion-industrial-y-el.html</a><br />
<a href="http://www.claseshistoria.com/revolucionindustrial/2revolucionindustrial.htm">http://www.claseshistoria.com/revolucionindustrial/2revolucionindustrial.htm</a><br />
Consulta también esta página del CNICE:<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_09_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_09_00.html</a><br />
<br />
<span style="font-size: 12pt;"><i><b>Consejos para redactar las noticias:</b></i></span><br />
<ul>
<li><b><span style="text-decoration: underline;">Lo primero y más importante</span></b> es que seleccionéis un suceso histórico sobre el que redactar las noticias. Os pongo un ejemplo de cada uno de los grupos: </li>
<ol>
<li>Entrevista a los impulsores de un falansterio en Zaragoza en 1841.</li>
<li>Mejoras en la agricultura tras la aplicación del sistema Norfolk en 1740.</li>
<li>Inauguración de la primera fábrica textil movida por la maquina de vapor en España en 1832: la Fábrica Bonaplata.</li>
<li>Inicio de la obras del Canal de Castilla en 1753.</li>
<li>Primera huelga general en España en 1855.</li>
<li>Inauguración, en 1885, del primer rascacielos del mundo en Chicago: el Home Insurance Building.</li>
</ol>
<li>Una vez que tengamos seleccionado el suceso histórico, debemos <span style="text-decoration: underline;">buscar información relativa a dicho suceso</span>. </li>
<li>Ya tenemos toda la información, ahora toca redactar dicha noticia. Debemos tener claro la estructura de dicha noticia: </li>
<ul>
<li>Primero debemos redactar un <b>titular</b> que nos invite a leer la noticia. </li>
<li>Luego debemos realizar una <b>entradilla</b> a la noticia,
aquí debemos intentar contestar a las 5 W del periodismo: what (qué),
who (quién), where (dónde), when (cuándo) y why (por qué). Ah, no nos
olvidemos tampoco de la H: how (cómo). </li>
<li>Después del titular y de la entradilla viene el <b>cuerpo</b> de
la noticia. Esta parte consiste en desarrollar la entradilla con toda
la información que hemos recopilado. Debemos intentar poner lo más
importante al principio para ir dejando lo más superficial para el
final. </li>
</ul>
<li>Ah, no olvidéis que tenéis que utilizar un estilo periodístico y que
la mayor parte de los tiempos verbales deben estar en presente.</li>
<li>Y recordad que debéis de incluir alguna imagen alusiva. </li>
</ul>
<div>
Parece difícil, pero no lo es.</div>
<div>
</div>
<div>
<div id="content">
<h1>
RECURSOS</h1>
Este es el conjunto de direcciones webs mediante los que podréis
acceder a la información necesaria para realizar la tarea. Las páginas
web de referencia para este tema son las siguientes:<br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_00.html">http://iris.cnice.mec.es/kairos/ensenanzas/bachillerato/mundo/revolindustrial_00.html</a><br />
<a href="http://w3.cnice.mec.es/eos/MaterialesEducativos/bachillerato/historia/rev_industrial/index.htm">http://w3.cnice.mec.es/eos/MaterialesEducativos/bachillerato/historia/rev_industrial/index.htm</a><br />
<br />
<a href="http://www.fmmeducacion.com.ar/Historia/Paseo1/u12/unidad12a.htm">http://www.fmmeducacion.com.ar/Historia/Paseo1/u12/unidad12a.htm</a><br />
<br />
<a href="http://www.monografias.com/trabajos12/revin/revin.shtml">http://www.monografias.com/trabajos12/revin/revin.shtml</a><br />
<br />
<a href="http://es.wikipedia.org/wiki/Revoluci%C3%B3n_industrial">http://es.wikipedia.org/wiki/Revoluci%C3%B3n_industrial</a><br />
<br />
<a href="http://www.portalplanetasedna.com.ar/revolucion_industrial.htm">http://www.portalplanetasedna.com.ar/revolucion_industrial.htm</a><br />
<br />
<div id="content">
<h1>
CONCLUSIÓN</h1>
Reflexión sobre:<br />
<ul>
<li>Utilidad del trabajo realizado.</li>
<li>Dificultades encontradas.</li>
<li>Ventajas e inconvenientes de esta metodología.</li>
</ul>
<br />
<br />
<h1>
EVALUACIÓN</h1>
</div>
</div>
</div>
</div>
</li>
</ul>
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<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">CATEGORÍA</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<td style="background: lime; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" valign="bottom" width="132"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">4 Excelente</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">3 Bien</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">2 Aceptable</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">1 Deficiente</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Presentación y
Organización</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene un formato excepcional y una
información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene un formato atractivo y una
información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene la información bien
organizada.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 7.35pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El formato de presentación
y organización del material es confuso.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
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<b><span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Aspectos
formales</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la totalidad de los aspectos formales,
respondiendo al guión establecido.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la mayoría de los aspectos
formales, teniendo en cuenta la mayoría de apartados del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple algunos aspectos formales requeridos
(portada, …) y más del 50 % del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No cumple los aspectos formales requeridos
(portada,…) ni apenas se tiene en cuenta el guión establecido.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Claridad del
informe</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Cada sección tiene una introducción, un desarrollo y
una conclusión claro.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Casi todas las secciones tienen una introducción, un
desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La mayor parte de las secciones tienen una
introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Menos de la mitad de las secciones tienen una
introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Escritura-Gramática</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No hay errores de gramática, ni ortografía ni
errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Casi no hay errores de gramática, ortografía ni
errores de puntuación y acentos</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se leen unos pocos errores gramaticales, y hay
algunos errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Existen muchos errores gramaticales, ortografía, y
también hay errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Investigación * </span></b></div>
<div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">*</span></b><b><span style="color: white; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Vale entre 8
y 1</span></b></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información es completa y está organizada en párrafos
e incluye subtítulos.</span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información es casi completa y organizada en
párrafos y subtítulos.</span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se organiza la información pero los párrafos no
están bien construidos.</span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información aparece muy desorganizada.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Fotografías, gráficos
y mapas (imágenes)</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el texto y hay una buena
combinación entre texto y gráficos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el texto, pero hay muchos
que se desvían del mismo.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el título, pero hay muy
pocos y el folleto parece tener un "texto pesado" para leer.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes no van con el texto pero aparentan
haber sido escogidas sin ningún orden.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Conclusiones</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se exponen unas conclusiones claras en estrecha
relación con el tema y los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen parcial relación con el tema
o con los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen escasa relación con parte
del trabajo expuesto.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones no guardan relación con el tema, ni
con los argumentos.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Esfuerzo</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes se
esforzaron al máximo.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes no
alcanzaron a poner todo su esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que faltó esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes no
pusieron ningún esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Entrega</span></b><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro del plazo establecido.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega hasta tres días después del plazo
establecido,</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido entre 4 y 10
días.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
<td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido hasta un mes.</span><span style="color: #333333; font-family: "coming soon" , serif; font-size: 8.0pt;"></span></div>
</td>
</tr>
</tbody></table>
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-56687923525241692172019-10-19T20:40:00.000+02:002019-10-17T09:54:53.975+02:00Tarea temas 1 y 2: Periodista por un día.....<div dir="ltr" style="text-align: left;" trbidi="on">
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style="cursor: move;" width="320" /></a><span style="font-size: large;"><span style="color: blue;">Periódico revoluciones contemporáneas </span></span></div>
<div style="text-align: center;">
</div>
<div style="text-align: justify;">
Puedes realizar este trabajo de forma individual o por parejas. Debes entregarlo antes del día <span style="color: blue;"><b>10</b></span><span style="color: blue;"><b> de noviembre.</b></span></div>
<div style="text-align: justify;">
Elabora un informe (2 ó 4 folios) con una maquetación de prensa escrita. Se valorará según la rúbrica que tendras a continuación, teniendo especial atención en la<b> creatividad en el diseño y la claridad en la exposición </b>del acontecimiento histórico.</div>
<ul style="text-align: left;">
<a href="https://www.blogger.com/blogger.g?blogID=6142356614377381287" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6142356614377381287" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<li>Título del periódico (fecha de edición).</li>
<li>Titular.</li>
<li>Breve entrada explicativa (cabecera).</li>
<li>Desarrollo de la noticia. Estructura en columnas y destacados (causas, consecuencias,...).</li>
<li>Protagonistas (biografías, entrevistas,...)</li>
<li>Cronología.</li>
<li>Curiosidades. </li>
</ul>
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UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
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UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </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-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:none;
text-autospace:ideograph-other;
font-size:12.0pt;
font-family:"Liberation Serif","serif";
mso-font-kerning:1.5pt;
mso-fareast-language:ZH-CN;
mso-bidi-language:HI;}
</style> <![endif]--> <br />
<div align="center" class="Standard" style="margin-right: 5.25pt; tab-stops: 35.45pt 438.6pt 441.6pt; text-align: center;">
<b><span style="color: black; font-family: "dupree"; font-size: 18.0pt; font-variant: small-caps;">Rúbrica para evaluar </span></b></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="font-family: "comic sans ms"; font-size: 11.0pt;">El mecanismo de <b style="mso-bidi-font-weight: normal;">evaluación</b> se realizará sobre los valores que se fijan en la tabla siguiente:</span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -2.95pt; mso-padding-alt: 0cm .5pt 0cm .5pt; mso-table-layout-alt: fixed; width: 595px;"><tbody>
<tr style="height: 12.8pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #99CCFF; border-right: none; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" valign="bottom" width="119"><div align="center" class="Standard" style="text-align: center;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">CATEGORÍA</span></div>
</td> <td style="background: lime; border-right: none; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 84.7pt;" valign="bottom" width="113"><div align="center" class="Standard" style="text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">4 Sobresaliente</span></b></div>
</td> <td style="background: yellow; border-right: none; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" valign="bottom" width="121"><div align="center" class="Standard" style="text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">3 Notable</span></b></div>
</td> <td style="background: #FF6600; border-right: none; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" valign="bottom" width="121"><div align="center" class="Standard" style="text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">2 Aprobado</span></b></div>
</td> <td style="background: red; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" valign="bottom" width="121"><div align="center" class="Standard" style="text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt; font-variant: small-caps;">1 Insuficiente</span></b></div>
</td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Presentación y Organización</span></b><span style="font-family: "comic sans ms"; font-variant: small-caps;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 84.7pt;" width="113"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">La presentación tiene un formato excepcional y una información bien organizada.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">La presentación tiene un formato atractivo y una información bien organizada.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">La presentación tiene la información bien organizada.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; text-indent: 7.35pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">El formato de presentación y<span style="mso-spacerun: yes;"> </span>organización del material es confuso.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" valign="top" width="119"><div class="Standard">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Título</span></b></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 84.7pt;" width="113"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Es muy original y creativo, y refleja<span style="mso-spacerun: yes;"> </span>a la perfección el tema.</span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Es bastante original y creativo, y refleja bien<span style="mso-spacerun: yes;"> </span>el tema.</span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Refleja el tema.</span></div>
</td> <td style="background: white; border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">No refleja el tema.</span></div>
</td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Investigación <span style="mso-bidi-font-weight: bold;">(Claridad</span> del informe)</span></b><span style="font-family: "comic sans ms"; font-variant: small-caps;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 84.7pt;" width="113"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Cada sección tiene una introducción, un desarrollo y una conclusión claro.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Casi todas las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">La mayor parte de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Menos de la mitad de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" valign="top" width="119"><div class="Standard">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Utiliza un lenguaje</span></b></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 84.7pt;" width="113"><div class="Standard">
<span style="font-family: "comic sans ms"; font-size: 10.0pt;">Muy cercano, personal, expresivo e, incluso, creativo.</span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Bastante cercano, personal, expresivo e, incluso creativo en gran parte del texto.</span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Suficientemente cercano, personal y expresivo unas veces y otras no.</span></div>
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<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Poco cercano, personal y expresivo.</span></div>
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<tr style="mso-yfti-irow: 5;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="Standard">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Organización de la información</span></b></div>
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<span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">La informaci</span></span><span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-weight: normal;">ón está muy bien organizada (titular, cabecera, desarrollo y conclusión)</span></span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">La in</span></span><span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-weight: normal;">formación está bien organizada (titular, cabecera, desarrollo y conclusión)</span></span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Se organiza la información pero los párrafos no están bien construidos</span></span><span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-weight: normal;">. Falta algún apartado (titular, cabecera, desarrollo y conclusión)</span></span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="Standard">
<span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">La información aparece muy desorganizada</span></span><span class="StrongEmphasis"><span style="font-family: "comic sans ms"; font-size: 10.0pt; font-weight: normal;"> y faltan casi todos apartados.</span></span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
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<tr style="mso-yfti-irow: 6;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Fotografías,</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;"><span style="mso-spacerun: yes;"> </span>gráficos y mapas (imágenes)</span></b><span style="font-family: "comic sans ms"; font-variant: small-caps;"></span></div>
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<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Las imágenes van bien con el texto y hay una buena combinación entre texto y gráficos.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Las imágenes van bien con el texto, pero hay muchos que se desvían del mismo.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Las imágenes van bien con el título, pero hay muy pocos y el folleto parece tener un "texto pesado" para leer.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
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<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">Las imágenes no van con el texto pero aparentan haber sido escogidas sin ningún orden.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Esfuerzo</span></b><span style="font-family: "comic sans ms"; font-variant: small-caps;"></span></div>
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<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">El trabajo final demuestra que los estudiantes se esforzaron al máximo.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">El trabajo final demuestra que los estudiantes no alcanzaron a poner todo su esfuerzo.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
</td> <td style="background: white; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 90.75pt;" width="121"><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">El trabajo final demuestra que faltó esfuerzo.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
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<span style="color: black; font-family: "comic sans ms"; font-size: 10.0pt;">El trabajo final demuestra que los estudiantes no pusieron ningún esfuerzo.</span><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></div>
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<b><span style="color: black; font-family: "comic sans ms"; font-size: 11.0pt; font-variant: small-caps;">Entrega</span></b></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;">Se entrega dentro del plazo establecido.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;">Se entrega hasta tres días después del plazo establecido.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;">Lo entrega fuera del plazo establecido entre 4 y 10 días.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;">Lo entrega fuera del plazo establecido hasta un mes.</span></div>
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-60022991468771781972019-05-07T13:15:00.001+02:002019-05-07T13:19:23.300+02:00Guerra Fría<div dir="ltr" style="text-align: left;" trbidi="on"></div>Después de la Segunda Guerra Mundial, el mundo vivió una "Guerra Fría" en la que se dividió en dos grandes bloques, el bloque capitalista y el bloque comunista, que se enfrentaron en numerosos ámbitos y que apoyaron a distintos contendientes en varias guerras en el mundo. Los principales hechos de la primera parte de la Guerra Fría van desde la división de Alemania, la Guerra de Corea, el levantamiento del Muro de Berlín o la trascendental Crisis de los Misiles de Cuba, que estuvo a punto de empujar al mundo a una Tercera Guerra Mundial.<br />
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Aquí puedes ver una escena de espionaje ...<br />
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-43942590216456761922019-04-02T16:00:00.000+02:002019-04-02T20:41:41.686+02:00“Del viejo Arrabal a la Azucarera”<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a3/Arrabal_%28Zaragoza%29.png/800px-Arrabal_%28Zaragoza%29.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/a3/Arrabal_(Zaragoza).png/800px-Arrabal_(Zaragoza).png" width="320" /></a></div>
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<span style="font-size: x-small;"><span style="font-family: "comic sans ms";">Plano del Arrabal (Zaragoza)</span></span></div>
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<span style="font-size: xx-small;"><b><span style="font-family: "dupree"; line-height: 115%;">Fuente: </span></b><span style="font-family: "dupree"; line-height: 115%;">http://an.wikipedia.org/wiki/Imachen:Arrabal_%28Zaragoza%29.png</span></span></div>
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<span style="font-size: small;"><span style="color: blue;">FECHA ENTREGA: </span><span style="color: red; font-style: italic;">28 de abril</span></span></div>
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<span style="font-size: small;"><b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Introducción:</span></b></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">Vamos a conocer mejor nuestra ciudad... muchas veces se nos olvida a los zaragozanos que el Casco Histórico de nuestra ciudad continua al otro lado del Ebro, para ello hemos recorrido algunas de las calles mejor conservadas del Arrabal, un viejo barrio donde vivían artesanos y labradores y que también ha dejado las huellas de la industrialización de finales del siglo XIX y principios del siglo XX: la estación del Norte, el puente de Hierro. el chalet de Juan Solans, la fábrica de galletas Patria, la antigua Azucarera de Aragón... Un período no demasiado conocido en la historia de Zaragoza, debido a que gran cantidad de edificios han desaparecido.</span></span></div>
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<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Tarea:</span></b></div>
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<i style="font-family: "times new roman", serif; text-align: left;"></i><i style="color: black; font-family: "times new roman", serif; font-size: 18.72px; text-align: left;"></i><br />
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">1.- En un <u>plano de Zaragoza</u> marcando el recorrido que hemos llevado a cabo en el paseo. Para ello puedes usar <b>Google maps</b>. </span></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">2.- Añade algún plano de la ciudad de Zaragoza a finales del siglo XIX principios del siglo XX, comentando cómo ha evolucionado la ciudad.<o:p></o:p></span></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">3.- Realiza una descripción las calles y edificios que hemos ido viendo y su relevancia histórica. Importante incluir fotografías.<o:p></o:p></span></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">4.- Realiza una investigación sobre la sobre la industrialización en Zaragoza, destacando y buscando información sobre las fábricas que se han visto y su importancia en nuestra ciudad. Debes presentarlos a través de un powerpoint, prezzi, edugloster….<o:p></o:p></span></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">5.- Finalmente, describe cómo sería un día en la vida de un obrero de finales del siglo XIX en alguna de esas fábricas o en la vida del señor Solans. Puedes presentarlo en el formato que desees (cómic, ppt,…)<o:p></o:p></span></span></div>
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<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">6.- Conclusión: deberás valorar y analizar lo que has descubierto de tu ciudad, que cuestiones has aprendido con la visita y el trabajo realizado, cómo ha sido la experiencia. </span></span><br />
<span style="font-family: "comic sans ms"; font-weight: normal;"><span style="font-size: small;">No te olvides de la autoevaluación (respondiendo al cuestionario razonadamente).<o:p></o:p></span></span></div>
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<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Proceso:</span></b></div>
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<span style="color: black;"><span style="font-size: small;"><span style="font-family: "comic sans ms";">Debes de presentar un trabajo en formato Word, con Edu-Gloster, power point,… Recuerda que debes seguir las pautas sobre cómo se debe de presentar un trabajo. Y es importante poner imágenes alusivas.</span></span></span></div>
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<span style="font-size: small;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAkH-Z3Jgp8rYa_yqK5dc94OwYqFq_0Xeg40DiYFmCIWHtOPxV7PnZM9WLPgYPI_8wnSmi_p6z0jMWnlJAl-MX2WEtLkuXZ9JE1lCx7FsqASs1jycnXNtVv1kJGtXpjV2YHucx9efgI-nK/s1600/Azucarera.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAkH-Z3Jgp8rYa_yqK5dc94OwYqFq_0Xeg40DiYFmCIWHtOPxV7PnZM9WLPgYPI_8wnSmi_p6z0jMWnlJAl-MX2WEtLkuXZ9JE1lCx7FsqASs1jycnXNtVv1kJGtXpjV2YHucx9efgI-nK/s1600/Azucarera.jpg" width="320" /></a></div>
<span style="font-family: "comic sans ms"; font-size: small;">Antigua Azucarera (Zaragoza)</span></div>
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<span style="font-family: "dupree"; font-size: 7.0pt;"><span style="mso-spacerun: yes;"> </span><span style="font-size: xx-small;">Fuente: </span></span><span style="font-family: "dupree"; font-size: xx-small; font-weight: normal;">http://an.wikipedia.org/wiki/Imachen:Arrabal_%28Zaragoza%29.png</span></div>
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<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Recursos:</span></b></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 1:</span></b></span></div>
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<span style="font-size: small;"><a href="http://www.redaragon.com/turismo/que_hacer/default.asp?accion=pagina&CosaQueHacer_ID=2094"><b><span style="font-family: "comic sans ms";">Un paseo por el Casco histórico</span></b></a></span></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 2: </span></b></span></div>
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<span style="font-size: small;"><a href="http://www.asociacionlossitios.com/elarrabal.htm"><b><span style="font-family: "comic sans ms";">El Arrabal</span></b></a></span></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 3: </span></b></span></div>
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<span style="font-size: small;"><a href="http://elyellaviajeros.blogspot.com.es/2012/03/paseos-zaragozanos-el-arrabal.html"><b><span style="font-family: "comic sans ms";">Paseos zaragozanos. El Arrabal</span></b></a></span></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 4: </span></b></span></div>
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<span style="font-size: small;"><a href="http://perso.wanadoo.es/zaragozaantigua/sigloxix.html"><b><span style="font-family: "comic sans ms";">Zaragoza en los siglos XIX y XX</span></b></a></span></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 5: </span></b></span></div>
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<span style="font-size: small;"><a href="http://www.zaragozavivienda.es/archivos/ARRABAL%20GUIA%20TURISTICA%20A4.pdf"><b><span style="font-family: "comic sans ms";">Guía turística Arrabal</span></b></a></span></div>
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<span style="font-size: small;"><b><span style="color: #333333; font-family: "comic sans ms";">Enlace 6: </span></b></span></div>
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<span style="font-size: small;"><a href="https://www.blogger.com/Departamentos/PoliticaTerritorialJusticiaInterior/Areas/01_Ordenacion_territorio/05_Publicaciones/01_Coleccion_Territorio/36_Zaragoza/307_322.pdf%C3%A7"><b><span style="font-family: "comic sans ms";">Patrimonio industrial en Zaragoza</span></b></a></span></div>
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<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Evaluación:</span></b><span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"> </span></span></span><br />
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;">Des<span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">pués de haber terminado<span style="mso-spacerun: yes;"> </span>deberás escribir un párrafo de autoevaluación respondiendo a las siguientes cuestiones (cuatro párrafos en total):</span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"> </span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">1.- ¿Cómo he usado mi tiempo? ¿De forma eficaz o lo he desperdiciado?</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">2.- ¿Cómo he buscado la información? ¿Y las imágenes? Explico el proceso que he seguido.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">3.- ¿He conseguido los objetivos que se han propuesto al principio del proyecto?</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">4.- Si tuviera que volver a realizar este proyecto, ¿qué haría de manera diferente?</span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;"><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">Finalmente la calificación que merezco argumentando el motivo.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "comic sans ms";"><span style="color: black;">El mecanismo de <b>evaluación</b> se realizará sobre los valores que se fijan en la tabla siguiente</span>:</span></span><br />
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<span style="font-family: "comic sans ms"; font-size: 8pt;">CATEGORÍA</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 8pt;">4 Excelente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" valign="bottom" width="123"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">3 Bueno</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 8pt;">2 Satisfactorio</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 8pt;">1 Deficiente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Presentación y Organización</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene un formato excepcional y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene un formato atractivo y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene la información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 7.35pt;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El formato de presentación y organización del material es confuso.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #333333; font-family: "comic sans ms"; font-size: 8pt;">Aspectos formales</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la totalidad de los aspectos formales, respondiendo al guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la mayoría de los aspectos formales, teniendo en cuenta la mayoría de apartados del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple algunos aspectos formales requeridos (portada, …) y más del 50 % del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No cumple los aspectos formales requeridos (portada,…) ni apenas se tiene en cuenta el guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Investigación(Claridad del informe)</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Cada sección tiene una introducción, un desarrollo y una conclusión claro.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Casi todas las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La mayor parte de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Menos de la mitad de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Escritura-Gramática</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No hay errores de gramática, ni ortografía ni errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Casi no hay errores de gramática, ortografía ni errores de puntuación y acentos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se leen unos pocos errores gramaticales, y hay algunos errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Existen muchos errores gramaticales, ortografía, y también hay errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Organización de la información</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información está muy bien organizada en párrafos e incluye subtítulos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información está bien organizada en párrafos y a veces incluye subtítulos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se organiza la información pero los párrafos no están bien construidos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información aparece muy desorganizada</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Fotografías, gráficos y mapas (imágenes)</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el texto y hay una buena combinación entre texto y gráficos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el texto, pero hay muchos que se desvían del mismo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el título, pero hay muy pocos y el folleto parece tener un "texto pesado" para leer.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes no van con el texto pero aparentan haber sido escogidas sin ningún orden.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Conclusiones</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se exponen unas conclusiones claras en estrecha relación con el tema y los argumentos expuesto.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen parcial relación con el tema o con los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen escasa relación con parte del trabajo expuesto.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones no guardan relación con el tema, ni con los argumentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Esfuerzo</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes se esforzaron al máximo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes no alcanzaron a poner todo su esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que faltó esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes no pusieron ningún esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Entrega</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro del plazo establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega hasta tres días después del plazo establecido,</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido entre 4 y 10 días.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido hasta un mes.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
</tbody></table>
</div>
<div class="MsoNormal" style="background: rgb(246, 246, 246); color: blue; font-size: x-large; font-style: italic; line-height: 13.5pt; margin-bottom: 0cm;">
<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;"><br />
</span></b> <b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Conclusión:</span></b></div>
<div class="MsoNormal" style="background: rgb(246, 246, 246); color: blue; font-size: x-large; font-style: italic; line-height: 13.5pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;"><span style="color: black;"><span style="color: #333333; font-family: "comic sans ms"; font-size: 10.0pt;">Este trabajo te habrá ayudado a comprender mejor como era nuestra ciudad en el siglo XIX y principios del XX y cómo se vivía en aquel momento. </span></span></span></div>
<div class="MsoNormal" style="background: rgb(246, 246, 246); color: blue; font-size: x-large; font-style: italic; line-height: 13.5pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;"><span style="color: black;"><span style="color: #333333; font-family: "comic sans ms"; font-size: 10.0pt;">Además también aprenderás utilizar de mejor manera los recursos académicos que os puede proporcionar Internet y disfrutar de la historia desde otra óptica muy distinta a la que normalmente practicas.</span></span></span></div>
<div class="MsoNormal" style="background: rgb(246, 246, 246); color: blue; font-size: x-large; font-style: italic; line-height: 13.5pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;"><span style="color: black;"><span style="color: #333333; font-family: "comic sans ms"; font-size: 10.0pt;">Los links proporcionados garantizan la realización de un buen trabajo, para complementarlo deberéis de indagar por la red o por diferentes publicaciones.</span></span></span></div>
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<span style="font-family: "dupree"; font-size: small; font-variant: small-caps;">Autora </span><span style="font-family: "dupree"; font-size: small; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">:<span style="mso-spacerun: yes;"> </span>Mª Carmen DOMINGO</span></div>
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-18437473690593388362019-03-31T08:21:00.000+02:002019-04-09T12:40:08.572+02:00La Segunda Guerra Mundial en 17 minutos</div>La Segunda Guerra Mundial fue un conflicto militar global que se desarrolló entre 1939 y 1945. En este se vieron implicadas la mayor parte de las naciones del mundo, incluidas todas las grandes potencias, agrupadas en dos alianzas militares enfrentadas: los Aliados de la Segunda Guerra Mundial y las Potencias del Eje. <br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/AYQ8hT8cVTE" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe><br />
</div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-26259251042577188232019-02-12T10:35:00.000+01:002019-02-12T10:36:00.109+01:00El crack del 29 y la Gran Depresión<div dir="ltr" style="text-align: left;" trbidi="on">El crack del 29 fue la más célebre y devastadora caída del mercado de valores de la Bolsa de los Estados Unidos. Debido a su gran influencia, la catástrofe adquirió tintes internacionales, dando lugar a una crisis económica a nivel global sin precedentes.<br />
Esta es la historia que creíamos que jamás se volvería a repetir...<br />
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</div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-78161506421595693812018-12-05T08:30:00.000+01:002019-02-05T20:15:57.919+01:00Guía de trabajo: 1808 Los cañones de Zaragoza<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2PgGb9RBDy-4J2Jo5_zfAQ2xsLAiZ2RGTrv8kISNPV2qC-8vLalIEFP9P1Q8VpMx3yovanNbWORh62E5K6kV908ouM27PbVhPXXxWwKHiXGWFhbHePqsoPJJ9coRP4J7qalnvObQC5Ig/s1600/846995989rad67789.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2PgGb9RBDy-4J2Jo5_zfAQ2xsLAiZ2RGTrv8kISNPV2qC-8vLalIEFP9P1Q8VpMx3yovanNbWORh62E5K6kV908ouM27PbVhPXXxWwKHiXGWFhbHePqsoPJJ9coRP4J7qalnvObQC5Ig/s320/846995989rad67789.jpg" width="189" /></a><span style="font-size: 100%;">Mayo de 1808. Una escuadra de artilleros mercenarios parte de Venecia hacia Zaragoza para cumplir con un singular encargo del Conde de Fuenclara. Pero no menos misterioso resulta ser el verdadero motivo que ha llevado a los jefes de la squadra a aceptar este trabajo: encontrar el secreto para fabricar los mejores cañones del mundo, fundidos en Zaragoza años atrás bajo el sello "Dei Machina". Todos sus planes sufrirán un vuelco inesperado con el asalto a la ciudad por las tropas de Napoleón. Los generales franceses cuentan con lograr la victoria en unas pocas horas, pero durantes los siguientes cuarenta y cinco días, españoles, venecianos y franceses librarán una feroz batalla. Es el primero de los "Sitios de Zaragoza". </span><br />
<span style="font-size: 100%;"><b>Una emocionante novela cuajada de acciones audaces, heroísmo, amores e intrigas.</b></span><br />
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<span style="font-size: 78%;"><b>Argumento extraído de: http://www.librosalfaguarajuvenil.com/es/libro/1808-los-canones-de-zaragoza/</b></span></div>
Puedes descargarte el trabajo en este enlace: <a href="https://drive.google.com/file/d/1Ji0ZAJeXoA-83Taz3-xy0Ehq-BrEyRpK/view?usp=sharing" target="_blank">1808</a></div>
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<span style="font-family: "arial" , "sans-serif";">Importante ver los v<span style="font-family: "arial" , "sans-serif";">í<span style="font-family: "arial" , "sans-serif";">deos de la entrada <b>"</b><span style="font-family: "arial" , "sans-serif";"><b><a href="https://historiacag.blogspot.com.es/2016/12/los-sitios-de-zaragoza.html" target="_blank">Los sitios de Zaragoza</a>"</b> para real<span style="font-family: "arial" , "sans-serif";">izar el ap<span style="font-family: "arial" , "sans-serif";">artad<span style="font-family: "arial" , "sans-serif";">o Investi<span style="font-family: "arial" , "sans-serif";">ga de la rúbrica<span style="font-family: "arial" , "sans-serif";"> (vale el doble que el resto y sob<span style="font-family: "arial" , "sans-serif";">re to<span style="font-family: "arial" , "sans-serif";">d<span style="font-family: "arial" , "sans-serif";">o<span style="font-family: "arial" , "sans-serif";"> se tiene en cu<span style="font-family: "arial" , "sans-serif";">enta la última actividad)<span style="font-family: "arial" , "sans-serif";">. Además puedes consultar el siguiente enlace:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><a href="https://www.heraldo.es/especiales/sitios-de-zaragoza/">https://www.heraldo.es/especiales/sitios-de-zaragoza/</a></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<span style="font-family: "arial" , "sans-serif";">Recuerda que al final del trabajo debes de escribir una <b>conclusión </b>donde hagas una reflexión sobre lo que has aprendido y una autoevaluación justificada.</span><br />
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<b><span style="color: #0070c0; font-family: "comic sans ms"; font-variant: small-caps;">Evaluación:</span></b><br />
<b>Al final del trabajo debes realizar una reflexión sobre lo que has aprendido y para que te ha servido el trabajo, que te ha llamado la atención....</b><br />
<b>Importante poner la AUTOEVALUACIÓN justificando tu calificación. </b><br />
<b>Acuérdate al final del trabajo de poner la BIBLIOGRAFÍA </b></div>
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<b>FECHA DE ENTREGA:<span style="color: blue;"> HASTA 30 DE ENERO </span></b></div>
<span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "sans-serif";"> </span></span></span></span></span></span></span> </span><br />
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<span style="color: #333333; font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El mecanismo de <b>evaluación </b>se realizará sobre los valores que se fijan en la tabla siguiente:<o:p></o:p></span></div>
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<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; border-collapse: collapse; margin-left: -2.95pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 649px;"><tbody>
<tr style="height: 12.8pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #99CCFF; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" valign="bottom" width="119"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">CATEGORÍA</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="background: lime; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" valign="bottom" width="132"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">4 Excelente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="background: yellow; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" valign="bottom" width="123"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">3 Bien</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="background: #FF6600; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" valign="bottom" width="142"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">2 Aceptable</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="background: red; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" valign="bottom" width="132"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">1 Deficiente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Presentación y Organización</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene un formato excepcional y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene un formato atractivo y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La presentación tiene la información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 7.35pt;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El formato de presentación y organización del material es confuso.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #333333; font-family: "comic sans ms"; font-size: 8pt;">Aspectos formales</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la totalidad de los aspectos formales, respondiendo al guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la mayoría de los aspectos formales, teniendo en cuenta la mayoría de apartados del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple algunos aspectos formales requeridos (portada, …) y más del 50 % del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No cumple los aspectos formales requeridos (portada,…) ni apenas se tiene en cuenta el guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Claridad del informe</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Cada sección tiene una introducción, un desarrollo y una conclusión claro.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Casi todas las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">La mayor parte de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Menos de la mitad de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Escritura-Gramática</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No hay errores de gramática, ni ortografía ni errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Casi no hay errores de gramática, ortografía ni errores de puntuación y acentos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se leen unos pocos errores gramaticales, y hay algunos errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Existen muchos errores gramaticales, ortografía, y también hay errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Cuestionario I</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a las cuestiones 1 y 2 con información correcta</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a casi todas las cuestiones 1 y 2 (99-80 %)</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a dos de las cuestiones 1 y 2 (80-50%)</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a una de las cuestiones 1 y 2 (menos 50 %</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Cuestionario II</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a las cuestiones 3, 4, y 5</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a casi todas las cuestiones 3, 4, y 5</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a dos de las cuestiones 3, 4, y 5</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a una de las cuestiones 3, 4, y 5</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Cuestionario II</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a las cuestiones 6 y 7</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a casi todas las cuestiones 6 y 7</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a dos de las cuestiones 6 y 7</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Responde correctamente a una de las cuestiones 6 y 7</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Investigación * </span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 8pt;"><o:p>Cuestión8</o:p></span></b></div>
<div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">*</span></b><b><span style="color: white; font-family: "comic sans ms"; font-size: 8pt;">Vale entre 8 y 1<a href="https://www.blogger.com/null" name="_GoBack"></a><o:p></o:p></span></b></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información es completa y está organizada en párrafos e incluye subtítulos.<o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información es casi completa y organizada en párrafos y subtítulos.<o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se organiza la información pero los párrafos no están bien construidos.<o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información aparece muy desorganizada.<o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Fotografías, gráficos y mapas (imágenes)</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el texto y hay una buena combinación entre texto y gráficos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el texto, pero hay muchos que se desvían del mismo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes van bien con el título, pero hay muy pocos y el folleto parece tener un "texto pesado" para leer.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">Las imágenes no van con el texto pero aparentan haber sido escogidas sin ningún orden.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Conclusiones</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se exponen unas conclusiones claras en estrecha relación con el tema y los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen parcial relación con el tema o con los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen escasa relación con parte del trabajo expuesto.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones no guardan relación con el tema, ni con los argumentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Esfuerzo</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes se esforzaron al máximo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes no alcanzaron a poner todo su esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que faltó esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "comic sans ms"; font-size: 8pt;">El trabajo final demuestra que los estudiantes no pusieron ningún esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> </tr>
<tr> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 8pt;">Entrega</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro del plazo establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega hasta tres días después del plazo establecido,</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido entre 4 y 10 días.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido hasta un mes.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"><o:p></o:p></span></div>
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Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-35967901231046831862018-12-04T08:00:00.000+01:002018-12-04T17:20:19.800+01:00Los sitios de Zaragoza<div dir="ltr" style="text-align: left;" trbidi="on">
En primer lugar tienes este docuemental para ver que sucedió durante los sitios de Zaragoza<br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/R4usRd535EA?rel=0" width="480"></iframe><br />
Estos vídeos son un breve recorrido por los lugares significativos de nuestra ciudad durante la Guerra de Independencia, te ayudarán a realizar la actividad número 8 del trabajo.<br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/g0JxW9INsCU" width="640"></iframe><br />
<br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/sfPOx1E7jfU" width="640"></iframe></div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-67076536758960460692018-11-29T08:42:00.001+01:002018-11-29T09:13:12.695+01:00La primera fase de la Revolución Liberal<div dir="ltr" style="text-align: left;" trbidi="on"><iframe width="760" height="515" src="https://www.youtube.com/embed/UE0w_maKlxo" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe><br />
<div dir="ltr" style="text-align: left;" trbidi="on"><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;"><br />
</span> <span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;"><br />
</span> <span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;"><br />
</span> <span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">1.Guerra de Independencia (</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=0s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">0:00</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">-</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=1092s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">18:12</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">) </span><br />
<span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">2.Cortes de Cádiz (</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=1092s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">18:12</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">-</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=1407s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">23:27</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">)</span><br />
<span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">3.Constitución de 1812. (</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=1407s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">23:27</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">-</span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/watch?v=UE0w_maKlxo&t=1564s" spellcheck="false" style="background-color: white; cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: 14px; text-decoration-line: none; white-space: pre-wrap;">26:04</a><span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">)</span></div><br />
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</div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-21032127268891478552018-11-13T20:58:00.000+01:002018-11-13T20:57:07.946+01:00Tarea: “Colonización de África”<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "verdana" , "sans-serif"; font-size: 36.0pt;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"> <v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"> <o:lock aspectratio="t" v:ext="edit"> </o:lock></v:path></v:stroke></v:shapetype><v:shape alt="http://platea.pntic.mec.es/%7Ejferna5/recursos/4sesion/grupo1Pilar/ROBERTO_archivos/africa.gif" id="Imagen_x0020_13" o:spid="_x0000_i1035" style="height: 108.75pt; mso-wrap-style: square; visibility: visible; width: 150pt;" type="#_x0000_t75"> <v:imagedata o:title="africa" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif"> </v:imagedata></v:shape></span></b><b><span style="font-family: "verdana" , "sans-serif"; font-size: 36.0pt;"><o:p></o:p></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwjstWt10pDTGRyfyBegJ4e4-YLyiLYE5IbY1WCMNyBmvB6DbbQumQaxpmbFzAq0OV87A7_jOlaA8tsQ4ASp1e0KLEfUjSVpB-DpwlHPVtYSKBNbINmdmeRzzgDIxPfUZOZZSndYeD4y4B/s1600/Africa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwjstWt10pDTGRyfyBegJ4e4-YLyiLYE5IbY1WCMNyBmvB6DbbQumQaxpmbFzAq0OV87A7_jOlaA8tsQ4ASp1e0KLEfUjSVpB-DpwlHPVtYSKBNbINmdmeRzzgDIxPfUZOZZSndYeD4y4B/s1600/Africa.png" /></a></div>
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<a href="https://www.blogger.com/null" name="Introducción"></a><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">Introducción</span></u></b><b><span style="font-family: "comic sans ms"; font-size: 36.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Estamos en el año 1890. La carrera de la colonización de África ha empezado. Las potencias europeas están inmersas en esta carrera de la exploración y colonización del continente africano. Tu país está interesado está interesado en incorporarse a este reparto, pero primero quiere tener una detallada información de las ventajas o desventajas que esto podría ocasionar, de cuál es la situación en África con la entrada de los europeos, y conocer los posibles conflictos que surjan entre estos últimos a causa de dichos repartos.</span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Fecha de entrega: <u><span style="color: red;">hasta el 6 de diciembre</span></u></span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Para analizar todo esto desde un punto de vista, asumiréis uno de los papeles que ahora os presento:<o:p></o:p></span></b></div>
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<b><span style="color: blue; font-family: "comic sans ms"; font-size: 10.0pt;">EL PROFESOR</span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSPJbKzQ94ylR3GG39gjMfR_Bq8gOMOhiUEfjJszDIouZMgprCKoH8ODu5sGoJxdbF8VUSucGbBs3msw76y0CjK5yHKVCqarAX0q1SQAZzAZtdhdhBck5ghLHmwNwRJCE0CL077RlK-bR/s1600/Profesor.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSPJbKzQ94ylR3GG39gjMfR_Bq8gOMOhiUEfjJszDIouZMgprCKoH8ODu5sGoJxdbF8VUSucGbBs3msw76y0CjK5yHKVCqarAX0q1SQAZzAZtdhdhBck5ghLHmwNwRJCE0CL077RlK-bR/s1600/Profesor.png" /></a></div>
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<b><span style="color: blue; font-family: "comic sans ms"; font-size: 10.0pt;">EL COMERCIANTE</span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjskoWDJnh6UctiJZhavxWD1Rx3rJSMEIIwFlxe60GaM_kD2kEIyQ5S4vKLWMqv_sUavr8Q5fV114J_PaF4hgqX__SH2fAL0nZSbqLqSShSi0KeI-a8yQdZf52jCfzzRW3l9pIQpRSuFDYy/s1600/Comerciante.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjskoWDJnh6UctiJZhavxWD1Rx3rJSMEIIwFlxe60GaM_kD2kEIyQ5S4vKLWMqv_sUavr8Q5fV114J_PaF4hgqX__SH2fAL0nZSbqLqSShSi0KeI-a8yQdZf52jCfzzRW3l9pIQpRSuFDYy/s1600/Comerciante.png" /></a></div>
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<b><span style="color: blue; font-family: "comic sans ms"; font-size: 10.0pt;">EL MILITAR</span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfdFZNNn90t1NwbUVcRDARH77nXz8facUeQVuWP5ytDSbyvgN92Lx8O2E5P6g9fX4RvhxIHjSuOdaY5rC-1Pob8DQQiZEGN-hXzbxnK_fCuquhyK5o0v6AB_AyyqN8qF33tQk5utB3D6g/s1600/Militar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfdFZNNn90t1NwbUVcRDARH77nXz8facUeQVuWP5ytDSbyvgN92Lx8O2E5P6g9fX4RvhxIHjSuOdaY5rC-1Pob8DQQiZEGN-hXzbxnK_fCuquhyK5o0v6AB_AyyqN8qF33tQk5utB3D6g/s1600/Militar.png" /></a></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><v:shape alt="http://platea.pntic.mec.es/%7Ejferna5/recursos/4sesion/grupo1Pilar/ROBERTO_archivos/militar.gif" id="Imagen_x0020_7" o:spid="_x0000_i1032" style="height: 110.25pt; mso-wrap-style: square; visibility: visible; width: 115.5pt;" type="#_x0000_t75"> <v:imagedata o:title="militar" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif"> </v:imagedata></v:shape></span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<a href="https://www.blogger.com/null" name="Tarea"></a><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">La Tarea </span></u></b><b><span style="font-family: "comic sans ms"; font-size: 36.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Recuerda que estás en el año 1890 y la misión que te ha enconmendado el gobierno de tu país es internarte en el continente africano, donde ingleses, franceses, alemanes y otros países europeos han iniciado una carrera para repartirse todo el territorio. <o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Tu país, no sabe si es rentable el aventurarse en semejante proyecto, por lo que os van a enviar a este continente para que evaluéis si sería positivo o negativo el intento de participar en el reparto de tierras africanas. Cada uno de los componentes de la expedición expondrá las ventajas y desventajas de ello desde su punto de vista profesional.Debes<u> escoger</u> a <u>dos personajes</u>....<o:p></o:p></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSPJbKzQ94ylR3GG39gjMfR_Bq8gOMOhiUEfjJszDIouZMgprCKoH8ODu5sGoJxdbF8VUSucGbBs3msw76y0CjK5yHKVCqarAX0q1SQAZzAZtdhdhBck5ghLHmwNwRJCE0CL077RlK-bR/s1600/Profesor.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSPJbKzQ94ylR3GG39gjMfR_Bq8gOMOhiUEfjJszDIouZMgprCKoH8ODu5sGoJxdbF8VUSucGbBs3msw76y0CjK5yHKVCqarAX0q1SQAZzAZtdhdhBck5ghLHmwNwRJCE0CL077RlK-bR/s1600/Profesor.png" /></a></div>
<v:shape alt="http://platea.pntic.mec.es/%7Ejferna5/recursos/4sesion/grupo1Pilar/ROBERTO_archivos/cientifico.jpg" id="Imagen_x0020_5" o:spid="_x0000_s1026" style="height: 137.25pt; left: 0; margin-left: 20.75pt; margin-top: -.15pt; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 82.5pt; z-index: -1;" type="#_x0000_t75" wrapcoords="-393 0 -393 21482 21600 21482 21600 0 -393 0"> <v:imagedata o:title="cientifico" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg"> <w:wrap type="tight"> </w:wrap></v:imagedata></v:shape><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><o:p></o:p></span></td> <td style="border-left: none; border: inset #111111 1.0pt; mso-border-alt: inset #111111 .75pt; mso-border-left-alt: inset #111111 .75pt; padding: 0cm 0cm 0cm 0cm; width: 71.0%;" width="71%"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Examina los enlaces del apartado recursos de que dispones y busca la siguiente información:</span></b><span style="font-family: "comic sans ms";"><o:p></o:p></span><br />
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<!--[if !supportLists]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Importancia en el plano demográfico de colonización de África. (Alivio de la demografía europea...)<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Importancia ideológica de dicha colonización (prestigio de los países colonizadores...)</span></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjskoWDJnh6UctiJZhavxWD1Rx3rJSMEIIwFlxe60GaM_kD2kEIyQ5S4vKLWMqv_sUavr8Q5fV114J_PaF4hgqX__SH2fAL0nZSbqLqSShSi0KeI-a8yQdZf52jCfzzRW3l9pIQpRSuFDYy/s1600/Comerciante.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjskoWDJnh6UctiJZhavxWD1Rx3rJSMEIIwFlxe60GaM_kD2kEIyQ5S4vKLWMqv_sUavr8Q5fV114J_PaF4hgqX__SH2fAL0nZSbqLqSShSi0KeI-a8yQdZf52jCfzzRW3l9pIQpRSuFDYy/s1600/Comerciante.png" /></a></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt; line-height: 115%;"><v:shape alt="http://platea.pntic.mec.es/%7Ejferna5/recursos/4sesion/grupo1Pilar/ROBERTO_archivos/comeciante.gif" id="Imagen_x0020_4" o:spid="_x0000_i1031" style="height: 170.25pt; mso-wrap-style: square; visibility: visible; width: 77.25pt;" type="#_x0000_t75"> <v:imagedata o:title="comeciante" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image003.gif"> </v:imagedata></v:shape></span></b><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><o:p></o:p></span></div>
</td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; mso-border-alt: inset #111111 .75pt; mso-border-left-alt: inset #111111 .75pt; mso-border-top-alt: inset #111111 .75pt; padding: 0cm 0cm 0cm 0cm; width: 71.0%;" width="71%"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Examina los enlaces del apartado recursos de que dispones y busca la siguiente información:</span></b><span style="font-family: "comic sans ms";"><o:p></o:p></span><br />
<div style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<b style="text-indent: -18pt;"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">1. Ventajas en el plano económico y comercial de esta colonización.</span></b></div>
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<b style="text-indent: -18pt;"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">2. Influencia de las compañías navieras y ferroviarias en el imperialismo europeo.</span></b><!--[if !supportLists]--></div>
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<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfdFZNNn90t1NwbUVcRDARH77nXz8facUeQVuWP5ytDSbyvgN92Lx8O2E5P6g9fX4RvhxIHjSuOdaY5rC-1Pob8DQQiZEGN-hXzbxnK_fCuquhyK5o0v6AB_AyyqN8qF33tQk5utB3D6g/s1600/Militar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfdFZNNn90t1NwbUVcRDARH77nXz8facUeQVuWP5ytDSbyvgN92Lx8O2E5P6g9fX4RvhxIHjSuOdaY5rC-1Pob8DQQiZEGN-hXzbxnK_fCuquhyK5o0v6AB_AyyqN8qF33tQk5utB3D6g/s1600/Militar.png" /></a></b></div>
<span style="font-family: "comic sans ms"; mso-fareast-language: ES; mso-no-proof: yes;"><v:shape alt="http://platea.pntic.mec.es/%7Ejferna5/recursos/4sesion/grupo1Pilar/ROBERTO_archivos/militar.gif" id="Imagen_x0020_2" o:spid="_x0000_i1030" style="height: 102pt; mso-wrap-style: square; visibility: visible; width: 106.5pt;" type="#_x0000_t75"> <v:imagedata o:title="militar" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif"> </v:imagedata></v:shape></span><span style="font-family: "comic sans ms"; font-size: 12.0pt; line-height: 115%;"><o:p></o:p></span></td> <td style="border-bottom: inset #111111 1.0pt; border-left: none; border-right: inset #111111 1.0pt; border-top: none; mso-border-alt: inset #111111 .75pt; mso-border-left-alt: inset #111111 .75pt; mso-border-top-alt: inset #111111 .75pt; padding: 0cm 0cm 0cm 0cm; width: 71.0%;" width="71%"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Examina los enlaces del apartado recursos de que dispones y busca la siguiente información:</span></b><span style="font-family: "comic sans ms";"><o:p></o:p></span><br />
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<!--[if !supportLists]--><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Ventajas en el plano político-militar </span></b><span style="font-family: "comic sans ms";"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "comic sans ms"; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">¿Qué posibilidades estratégicas ofrece esta colonización?</span></b><span style="font-family: "comic sans ms";"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Al finalizar el estudio, debes presentar las conclusiones por escrito en el formato que decidas… Pero recuerda que tiene que ser atractivo.<o:p></o:p></span></b></div>
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Además debes seleccionar e incluir una caricatura sobre el Imperialismo. Analiza que nos quiere trasmitir y relaciónala con lo estudiado estos días... a modo de conclusión de esta primera parte.</span></b><br />
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">En la segunda parte debes imaginar que eres un reportero del siglo XIX y que tienes que preparar un artículo para el periódico <i><u>"Diario de Zaragoza"</u></i> que debe constar de <u>uno de estos apartados</u>:<o:p></o:p></span></b><br />
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<!--[if !supportLists]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">a)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">El periódico te ha enviado a Berlín para que informes sobre la <i>"Conferencia de Berlín"</i> de 1884-1885. Debes obtener noticias sobre quiénes se reunieron, qué temas trataron, qué decisiones tomaron, y cualquier otro aspecto que os parezca de interés. Recuerda que eres periodista y estás viviendo la noticia.<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">b)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Haz una entrevista virtual a alguno de los personajes importantes del proceso de colonización o en la creación de imperios coloniales como<u> David Livingstone, Mungo Park, Henry Morton, Stanley o Leopoldo II de Bélgica,</u> sobre cuestiones relacionadas con el imperialismo o el colonialismo.<o:p></o:p></span></b></div>
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</span></b> <a href="http://www.flickr.com/photos/57411258@N03/5434769764/" title=""CONFERENCIA BERLIN por jaimecasts, en Flickr" "><b><span style="font-family: "comic sans ms"; font-size: 10.0pt; text-decoration: none;"><v:shape alt="CONFERENCIA BERLIN" href="http://www.flickr.com/photos/57411258@N03/5434769764/" id="Imagen_x0020_8" o:button="t" o:spid="_x0000_i1029" style="height: 351.75pt; mso-wrap-style: square; visibility: visible; width: 375pt;" title=""CONFERENCIA BERLIN por jaimecasts, en Flickr"" type="#_x0000_t75"> <v:fill o:detectmouseclick="t"> <v:imagedata o:title="CONFERENCIA BERLIN" src="file:///C:\Users\USUARIO\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"> </v:imagedata></v:fill></v:shape></span></b></a><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
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<a href="https://www.blogger.com/null" name="Proceso"></a><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">El Proceso</span></u></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">En primer lugar debes elegir <i><u>dos</u></i> de los tres posibles papeles a representar. <o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Una vez hecho esto, buscarás la información que se os solicita en los recursos de que disponéis, añadiéndola a tu trabajo. Además se pueden incorporar imágenes (fotografías, gráficos,...).<o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Recuerda seguir todos los pasos que te van marcando en la tarea: personajes, caricatura y realizar el artículo periodístico.<o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Además al final redactarás un párrafo sobre lo que has aprendido y te vas a autoevaluar. Importante seguir las pautas para presentar trabajos: portada, índice, bibliografía....<o:p></o:p></span></b></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Importante añadir algunas páginas más de bibliografía. <o:p></o:p></span></b></div>
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<a href="https://www.blogger.com/null" name="Recursos"></a><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">Recursos</span></u></b><b><span style="font-family: "comic sans ms"; font-size: 36.0pt;"><o:p></o:p></span></b></div>
<a href="http://www.claseshistoria.com/imperialismo/esquema.htm"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">http://www.claseshistoria.com/imperialismo/esquema.htm</span></b></a><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
<a href="http://recursostic.educacion.es/secundaria/edad/4esohistoria/quincena6/index_quincena6.htm"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">http://recursostic.educacion.es/secundaria/edad/4esohistoria/quincena6/index_quincena6.htm</span></b></a><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
<a href="http://iris.cnice.mec.es/kairos/ensenanzas/eso/contemporanea/imperialismo_00.html"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">http://iris.cnice.mec.es/kairos/ensenanzas/eso/contemporanea/imperialismo_00.html</span></b></a><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><a href="http://9berlin9.blogspot.com.es/2008/01/la-conferencia-de-berlin-1885.html">http://9berlin9.blogspot.com.es/2008/01/la-conferencia-de-berlin-1885.html<o:p></o:p></a></span></b><br />
<a href="http://mgar.net/africa/coloniza.htm"><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">http://mgar.net/africa/coloniza.htm</span></b></a><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b><br />
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<a href="https://www.blogger.com/null" name="valuación"></a><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">Evaluación</span></u></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></div>
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/* 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-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
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font-size:11.0pt;
font-family:"Calibri","sans-serif";
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mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
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</style> <![endif]--> </span></b><br />
<div class="MsoNormal" style="background: white; line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="color: #333333; font-family: "comic sans ms"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El mecanismo de <b>evaluación</b> se realizará sobre los valores que se fijan en la tabla siguiente:</span><span style="color: #333333; font-family: "coming soon" , "serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></span></b></div>
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> </span></b><br />
<div class="MsoNormal">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><b><span style="font-family: "comic sans ms"; font-size: 13.5pt; line-height: 115%;"> </span></b> </span></b><br />
<hr align="left" size="2" width="100%" />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><b><span style="font-family: "comic sans ms"; font-size: 13.5pt; line-height: 115%;"> </span></b></span></b></div>
<div align="center" style="text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">Conclusión </span></u></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></b></span></b></div>
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><b><span style="font-family: "comic sans ms"; font-size: 10pt;">Al terminar el trabajo deberás exponer tu opinión acerca de si lo positivo y negativo que tuvo la colonización de África por parte de los países europeos, tanto para la propia África como para Europa.</span></b><b><span style="font-family: "comic sans ms"; font-size: 10pt;">También es importante la AUTOEVALUACIÓN. </span></b><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; border-collapse: collapse; margin-left: -2.95pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 649px;"><tbody>
<tr style="height: 12.8pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #99CCFF; border: double silver 1.5pt; height: 12.8pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" valign="bottom" width="119"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">CATEGORÍA</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="background: lime; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" valign="bottom" width="132"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">4 Excelente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="background: yellow; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" valign="bottom" width="123"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">3 Bueno</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="background: #FF6600; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" valign="bottom" width="142"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">2 Satisfactorio</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="background: red; border-left: none; border: double silver 1.5pt; height: 12.8pt; mso-border-left-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" valign="bottom" width="132"><div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">1 Deficiente</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Presentación y Organización</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene un formato excepcional y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene un formato atractivo y una información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La presentación tiene la información bien organizada.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 7.35pt;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El formato de presentación y organización del material es confuso.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Aspectos formales</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la totalidad de los aspectos formales, respondiendo al guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple con la mayoría de los aspectos formales, teniendo en cuenta la mayoría de apartados del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Cumple algunos aspectos formales requeridos (portada, …) y más del 50 % del guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No cumple los aspectos formales requeridos (portada,…) ni apenas se tiene en cuenta el guión establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Investigación(Claridad del informe)</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Cada sección tiene una introducción, un desarrollo y una conclusión claro.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Casi todas las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">La mayor parte de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Menos de la mitad de las secciones tienen una introducción, un desarrollo y una conclusión claros.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Escritura-Gramática</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">No hay errores de gramática, ni ortografía ni errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Casi no hay errores de gramática, ortografía ni errores de puntuación y acentos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se leen unos pocos errores gramaticales, y hay algunos errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Existen muchos errores gramaticales, ortografía, y también hay errores de puntuación y acentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Organización de la información</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información está muy bien organizada en párrafos e incluye subtítulos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información está bien organizada en párrafos y a veces incluye subtítulos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se organiza la información pero los párrafos no están bien construidos</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">La información aparece muy desorganizada</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Fotografías, gráficos y mapas (imágenes)</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el texto y hay una buena combinación entre texto y gráficos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el texto, pero hay muchos que se desvían del mismo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes van bien con el título, pero hay muy pocos y el folleto parece tener un "texto pesado" para leer.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">Las imágenes no van con el texto pero aparentan haber sido escogidas sin ningún orden.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Conclusiones</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se exponen unas conclusiones claras en estrecha relación con el tema y los argumentos expuesto.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen parcial relación con el tema o con los argumentos expuestos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones tienen escasa relación con parte del trabajo expuesto.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Las conclusiones no guardan relación con el tema, ni con los argumentos.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Esfuerzo</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes se esforzaron al máximo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes no alcanzaron a poner todo su esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que faltó esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt;">El trabajo final demuestra que los estudiantes no pusieron ningún esfuerzo.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> </tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;"> <td style="background: #99CCFF; border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 89.5pt;" width="119"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "comic sans ms"; font-size: 8.0pt; font-variant: small-caps;">Entrega</span></b><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.25pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega dentro del plazo establecido.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 92.15pt;" width="123"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Se entrega hasta tres días después del plazo establecido,</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-bottom: double silver 1.5pt; border-left: double silver 1.5pt; border-right: none; border-top: none; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 106.3pt;" width="142"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido entre 4 y 10 días.</span><span style="color: #333333; font-family: "coming soon" , "serif"; font-size: 8.0pt;"></span></div>
</td> <td style="border-top: none; border: double silver 1.5pt; mso-border-top-alt: double silver 1.5pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 99.2pt;" width="132"><div class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #333333; font-family: "comic sans ms"; font-size: 8.0pt;">Lo entrega fuera del plazo establecido hasta un mes. </span></div>
</td> </tr>
</tbody></table>
</span></b></div>
<br />
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></b><br />
<div align="center" style="text-align: center;">
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><b><u><span style="color: blue; font-family: "comic sans ms"; font-size: 13.5pt;">Conclusión </span></u></b><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"></span></b></span></b></div>
<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">
<b><span style="font-family: "comic sans ms"; font-size: 10pt;">Al
terminar el trabajo deberás exponer tu opinión acerca de si lo positivo
y negativo que tuvo la colonización de África por parte de los países
europeos, tanto para la propia África como para Europa.</span></b><b><span style="font-family: "comic sans ms"; font-size: 10pt;">También es importante la AUTOEVALUACIÓN. </span></b></span></b></div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-4291884432802579312018-10-21T18:40:00.000+02:002018-10-28T18:40:26.563+01:00La Revolución Francesa<div dir="ltr" style="text-align: left;" trbidi="on">La Revolución Francesa fue el cambio político-social más importante que se produjo en Europa, a fines del siglo XVIII. Fue un periodo violento en el que se derrocó el Antiguo Régimen. para acabar instaurándose un nuevo régimen donde la burguesía, apoyada en ocasiones por las masas populares, se convirtió en la fuerza política dominante.<br />
</div><iframe width="560" height="315" src="https://www.youtube.com/embed/ttdq818TGD0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-32403085744519536232018-10-07T17:23:00.000+02:002018-10-08T09:42:16.378+02:00"La declaración de Independencia de EE.UU.<div dir="ltr" style="text-align: left;" trbidi="on">
“Nosotros tenemos estas verdades por evidentes por sí mismas: que todos los hombres somos iguales, que su Creador los ha dotado de ciertos derechos inalienables, entre los cuales se encuentran el derecho a la vida, la libertad y la búsqueda de la felicidad; que para garantizar estos derechos, los hombres instituyen gobiernos en los que el poder justo emana del consentimiento de los gobernados, que si un gobierno no respeta esos derechos, el pueblo tiene el derecho de modificarlo o abolirlo e instituir un nuevo gobierno, fundándolo sobre los principios y organizándolo bajo la forma que le parezca más adecuadas para dar seguridad y felicidad al pueblo.<br />
En consecuencia, nosotros, representantes de los Estados de América, reunidos en Congreso plenario, tomando como testigo a de la justeza de nuestras al Juez Supremo, en nombre y por delegación del buen pueblo de estas colonias, afirmamos y declaramos solemnemente:<br />
Que estas Colonias unidas son y han de ser por derecho Estados libres e independientes; que quedan exentas de toda fidelidad hacia la Corona británica(…)”<br />
<div style="text-align: right;">
<i>Declaración de Independencia de los Estados Unidos de América. Jefferson, 1776</i></div>
<br />
COMENTARIO redactado:<br />
<b>Presentación del texto</b><br />
- ¿De qué texto se trata?<br />
- ¿Dónde se ubica?. ¿En qué fecha?<br />
- ¿Quienes lo redactaron?<br />
<b>Análisis del texto</b><br />
- ¿Qué colonias se declararon independientes?. ¿A qué país no quieren continuar obedeciendo?<br />
- ¿Cuáles son los derechos inalienables del hombre según la Declaración?<br />
- ¿Cuál es el papel de los gobiernos?. ¿De quién emana su poder?<br />
- ¿Por qué es legítimo levantarse en ocasiones contra los gobiernos?<br />
- ¿Qué determinación toman los autores de la Declaración?. ¿En nombre de quén?<br />
<b>Contexto histórico</b><br />
- ¿Por qué los autores del texto reclaman su independencia?.¿Qué el reprochan a Inglaterra?<br />
- ¿Qué incidente condujo al estallido de la guerra de Independencia?<br />
-¿Cómo concluyó el conflicto?<br />
- ¿Qué nuevo sistema político se instituyó en Estados Unidos?<br />
<b>Conclusión</b><br />
- Valora la importancia de este documento y explica por qué se considera esencial para comprender el fin del Antiguo Régimen<br />
<br /></div>
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-9765055384307304852018-10-04T20:40:00.001+02:002018-10-04T20:41:48.458+02:00Mapa conceptual: ¡Europa despierta!<div dir="ltr" style="text-align: left;" trbidi="on">Este es el mapa conceptual sobre el Antiguo Régimen<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://www.claseshistoria.com/c-maps/mapa-antiguoregimen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.claseshistoria.com/c-maps/mapa-antiguoregimen.jpg" width="458" height="640" data-original-width="572" data-original-height="800" /></a></div>Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0tag:blogger.com,1999:blog-6142356614377381287.post-1288297121857052542018-06-08T20:44:00.000+02:002018-06-09T20:46:10.635+02:00Repasamos con algunos vídeos... Tercera evaluación<div dir="ltr" style="text-align: left;" trbidi="on">La dictadura de Primo de Rivera (1923-1930)<br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/LLodS0y1eAw?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
La Segunda República española (1931-1933)<br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/Uix4Rtfajuo?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
La España de Franco<br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/eT7Dc6xy3IM?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
Transición española (1975-1982)<br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/CUGcuMBB3RI?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
La Segunda Guerra Mundial en 17 minutos<br />
</div><iframe width="560" height="315" src="https://www.youtube.com/embed/AYQ8hT8cVTE?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
La Guerra Fría en 7 minutos<br />
<iframe width="560" height="315" src="https://www.youtube.com/embed/EXijvhBQ-u8?rel=0" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe><br />
<br />
Mª Carmen Domingohttp://www.blogger.com/profile/13033531318540305805noreply@blogger.com0