tag:blogger.com,1999:blog-67599145766741399862024-03-19T08:59:05.128+01:00La Columna LactariaBlog de aula de los alumnos de Latín y Cultura Clásica del I.E.S. Sixto Marco de Elche.Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.comBlogger291125tag:blogger.com,1999:blog-6759914576674139986.post-75560841185234472412015-02-10T09:27:00.000+01:002015-03-03T08:40:20.217+01:00Máscaras teatrales griegasDespués del taller de mosaico que hicimos el trimestre pasado, hoy hemos comenzado un taller de máscaras teatrales griegas. A ver qué sale de él.<br />
<br />
Os dejo las primeras fotos de las máscaras (y las de mosaicos que no subí).<br />
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Mosaicos<br />
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Máscaras<br />
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Aquí os dejo el resultado de las máscaras</div>
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Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-26756171186979483972014-12-01T20:00:00.000+01:002014-12-01T20:02:16.105+01:00Delfos en Santa PolaUn año más se han celebrado en el <a href="http://iessantapola.es/" target="_blank">I.E.S. Santa Pola</a> la jornada solidaria en favor de la ONG <a href="http://www.savethechildren.es/" target="_blank">Save the Children</a> y un año más hemos traído a la Pitia desde Delfos para que nos ayude a recaudar fondos.<br />
<br />
La adivinación por medio de las tabas - en algo debíamos diferenciarnos del oráculo original - ha sido muy bien acogido, como cada año, debo añadir, y las pitias actuales prometen.<br />
<br />
Gracias a todos los que habéis hecho posible el taller.<br />
<br />
Aquí os dejo las imágenes.
<embed flashvars="host=picasaweb.google.com&hl=es&feat=flashalbum&RGB=0x000000&feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F102369421275695232445%2Falbumid%2F6087942508933286465%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="533" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://photos.gstatic.com/media/slideshow.swf" type="application/x-shockwave-flash" width="800"></embed>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-30885861254909178312013-02-18T20:20:00.000+01:002013-02-18T20:24:55.548+01:00Unas preposicionesSiguiendo este <a href="http://www.haverford.edu/classics/courses/2005F/lat001/handouts/LionPrepositionAdventure.pdf">ejemplo </a>mis alumnos de 1º se han lanzado a experimentar con las preposiciones y varios <strike>animales</strike> cosas, hasta hoy agradables. Destacamos a Patricio devorador de Bob Esponja y el unicornio comepingüinos. En otra categoría queda el actualizador del <a href="http://www.arteespana.com/pinturarupestrelevantina.htm">arte rupestre levantino</a>. ¡Creía que esto ya no me pasaba!<br />
Mi favorito: Angry bird<br />
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<iframe height="480" src="https://docs.google.com/file/d/0B8mGwCRjg_TUTDBOakloRmdIUXc/preview" width="640"></iframe>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com5tag:blogger.com,1999:blog-6759914576674139986.post-67230195970134620542012-11-05T19:56:00.000+01:002012-11-05T19:56:16.564+01:00Hércules mata a su mujer y a sus hijos<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #fa3a26; font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">HÉRCULES MATA A SU
MUJER Y SUS HIJOS </span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Hércules;
locura temporal.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>Esta versión contada por la tía de Hércules,
cuenta que éste estaba<span style="mso-spacerun: yes;"> </span>casado con
Mégara, la hija mayor de Creonte. El rey Erginto de Orómeno había impuesto un
tributo que consistía en la entrega de 100<span style="mso-spacerun: yes;">
</span>vacas al año por parte de los Tebanos, después de haber causado muchas
muertes en Tebas. Durante un batalla Hércules derrotó con sus propias manos a
Erginto y obtuvo recompensa, la mano de Mégara. Con ésta tuvo 3 hijos:
Terímaco, Creontides y Deiconte. A Hércules le dio una locura temporal por
culpa de Hera, y asesinó a su esposa<span style="mso-spacerun: yes;"> </span>y a
sus 3 hijos. La pena que le condenaron fue purgar y purificar su culpa haciendo
12 trabajos muy duros.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">VIRGINIA AMADOR.</span></div>
Laurahttp://www.blogger.com/profile/07437492462824966289noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-41066404214317442742012-10-30T23:35:00.001+01:002012-10-30T23:35:14.309+01:00Laurahttp://www.blogger.com/profile/07437492462824966289noreply@blogger.com2tag:blogger.com,1999:blog-6759914576674139986.post-38769220817708314182012-10-30T21:11:00.001+01:002012-10-30T21:11:57.807+01:00<br />
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<span style="color: #999999; font-family: Verdana, sans-serif;"><u style="background-color: black;">AVES DE ESTÍNFALO </u></span></div>
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<span style="background-color: black; color: #999999; font-family: Verdana, sans-serif;">El lago se infecta de malvadas aves y recurren a hercules para arreglarlo.</span><br />
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<span style="background-color: black; color: #999999; font-family: Verdana, sans-serif;">Este fue el trabajo que se le encargó a Hércules. No parecía que fuera a ser muy difícil para Hércules<span style="line-height: 0.48cm;">, ya que se peleaba con gansos, y </span><span style="line-height: 0.48cm;">Hércules </span><span style="line-height: 0.48cm;">conocía la zona porque nació allí. Las aves se defendían tirando cuando querían las plumas de metal sobre los que pasaban por debajo, comiéndose su cuerpo; y esto lo hacían si sabían que las personas iban armados , y si iban armados huían.</span></span></div>
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<span style="background-color: black; color: #999999;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 0.48cm;">Cuando llegó a la orilla no sabia por que empezar, porque de forma silenciosa no llegaba, el terreno era muy blando y se hundía con facilidad. Los dioses olímpicos siempre estaban cerca. Atenea </span><span style="line-height: 0.48cm;">llegó al lugar estando allí </span><span style="line-height: 0.48cm;">Hércules</span><span style="line-height: 0.48cm;"> , y le contó el problema . Ha Atenea le gusta estar en las historias de los griegos, entonces ella le regaló unas castañuelas de</span></span><span style="font-family: Verdana, sans-serif; line-height: 0.48cm;">prisa dando pitidos. Hércules</span><span style="font-family: Verdana, sans-serif; line-height: 0.48cm;"> se defendió de muchas aves con sus flechas</span><span style="font-family: Verdana, sans-serif; font-size: x-small; line-height: 0.48cm;"> </span><span style="font-family: Verdana, sans-serif; line-height: 0.48cm;">de bronce hechas por Hefesto </span><span style="font-family: Verdana, sans-serif; line-height: 0.48cm;">, para que pueda hacer r</span><span style="font-family: Verdana, sans-serif; line-height: 0.48cm;">uido.</span></span></div>
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<span style="background-color: black; color: #999999; font-family: Verdana, sans-serif;">Hércules no sabía si este plan podía funcionar, pero el por probarlo subió al monte con las castañuelas y desde allí arriba empezó a tocarlas . El ruido parecía una selva quemándose con los pájaros </span><span style="background-color: black; color: #999999; font-family: Verdana, sans-serif; line-height: 0.48cm;">volando muy deprisa y piando.Hércules se defendió matando a algunas de las aves con sus flechas, pero la mayoría de las aves no regresaron al lago. </span><br />
<span style="background-color: black; color: #999999; font-family: Verdana, sans-serif; line-height: 0.48cm;"><br /></span><span style="background-color: black; color: #999999; font-family: Verdana, sans-serif; line-height: 0.48cm;"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6VoPII0mXFnt3P-kKl0q65BCg0IgosDqTr8d_lhsW7L2XT8SOYlTlMDsuIxHMh3AtHYaDSMBhNlFI-pHSHJbslTRoG63YgxYiW9fiJdcip73_nAlhSQsayD6dTuW71ByHGMeNe9DiaiM/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6VoPII0mXFnt3P-kKl0q65BCg0IgosDqTr8d_lhsW7L2XT8SOYlTlMDsuIxHMh3AtHYaDSMBhNlFI-pHSHJbslTRoG63YgxYiW9fiJdcip73_nAlhSQsayD6dTuW71ByHGMeNe9DiaiM/s400/images.jpg" width="400" /></a></div>
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<span style="color: #999999; font-family: Verdana, sans-serif;">Hércules peleándose con las aves.</span></div>
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Aaron Baile http://www.blogger.com/profile/03178905178390809973noreply@blogger.com3tag:blogger.com,1999:blog-6759914576674139986.post-996197788284005622012-10-30T16:00:00.000+01:002012-10-30T16:00:06.176+01:00<br />
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<span style="font-family: Times, Times New Roman, serif; font-size: x-large;"><u><b>REVUELTA CON EL TORO DE CRETA</b></u></span></div>
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<b><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif; font-size: large;">El sacrificio de Minos sale desastroso y Hércules vuelve a las andadas.</span></b></div>
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<span style="font-family: Courier New, Courier, monospace;">M</span><span style="font-family: Courier New, Courier, monospace;">inos, hijo de Zeus y Europa, y rey de Creta, le juro a Poseidon que sacrificaría cualquier ser que saliera de las aguas marítimas, de modo que Poseidon hizo salir un toro, un enorme pero precioso animal que lanzaba fuego por las fauces. Minos, al ver ese corpulento y bonito animal no le quiso sacrificar y lo introdujo en su rebaño.<br /><br />Este hecho a Poseidon no le gusto nada, era una acción que merecía ser castigada, y provoco que la reina Pesifae, la bella mujer de Minos e hija del dios Helios, se enamorara del animal y tuviera con él un hijo, conocido como el monstruo Minotauro. Después enloqueció al toro.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">El rey Euristeo al enterarse de la noticia, mando a Hércules a realizar el siguiente trabajo: viajar a Creta, donde se encontraba el toro destrozando todos los cultivos, capturarlo vivo y llevarlo ante él.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Hércules no lo dudo ni un segundo, sabiendo también que el trabajo no le daría problemas porque el animal no tenia poderes mágicos y con su brutal fuerza podía vencerlo, ademas, Minos le ofrecía toda la ayuda que necesitara.<br /><br />Cuando Hércules lo encontró empezó a luchar contra el, lo agarró por los cuernos y se lo echo al hombro, llevándoselo por el mar Egeo hasta la corte de Euristeo, en Micenas. El rey, quiso ofrecérselo a la diosa Hera, pero la diosa no lo quiso porque le daba miedo, ya que el animal presentaba una gran ferocidad y ademas tenia algo que ver con Hércules y ella continuaba enfadada con el.<br /><br />Euriesteo acabo por poner al toro en libertad, y atravesó el istmo de Corinto, hasta que finalmente Teseo le mato en la llanura de Maratón.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Todo el pueblo de Creta quedo mas tranquilo tras la noticia, eso si, gracias a Hércules otra vez.</span><span style="color: black;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small;"><br /></span></span></span></div>
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<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small;">-Para mas información del Rey Minos: <a href="http://es.wikipedia.org/wiki/Minos">http://es.wikipedia.org/wiki/Minos</a></span></span></div>
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<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small;">-Para mas información del Toro de Creta: <a href="http://es.wikipedia.org/wiki/Toro_de_Creta">http://es.wikipedia.org/wiki/Toro_de_Creta</a></span></span></div>
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<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small;">-Para mas información de Hércules y sus trabajos:<a href="http://www.lopezdemendoza.es/desc/latin/H%C3%A9rcules.pdf">http://www.lopezdemendoza.es/desc/latin/H%C3%A9rcules.pdf</a></span></span></div>
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<span style="color: black;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><br /></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimfDTsPqewj8G4-6sv88Sr5TWWnPmtd_r3Lx-zjT_9q_vacVxIB_VIfz8e6INOhZNh6h6mXyGXuEAedVUzvb-l57xH8ooX3FWJmLLsipPehj4D9loWKDzkNqyuQfCR8TrsGbO4i19LsAI9/s1600/descarga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimfDTsPqewj8G4-6sv88Sr5TWWnPmtd_r3Lx-zjT_9q_vacVxIB_VIfz8e6INOhZNh6h6mXyGXuEAedVUzvb-l57xH8ooX3FWJmLLsipPehj4D9loWKDzkNqyuQfCR8TrsGbO4i19LsAI9/s400/descarga.jpg" width="400" /></a></div>
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<span style="color: black; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"> </span><span style="font-family: Courier New, Courier, monospace;">Lucha entre Hércules y el toro de Creta.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRDj_8W47sR1dNKIa7RVbsbjL184nuxb_ilIh6itCyAnVqUTK1n3UEk90CQ-BhReuaYyc24Glf6zrWw7P5wmiXd5R1qD5JaJ4T9XZ4_Nh8ZSUNXPSrjx-51FrgMe0Q9MdVV-eH72O0r6jw/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="285" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRDj_8W47sR1dNKIa7RVbsbjL184nuxb_ilIh6itCyAnVqUTK1n3UEk90CQ-BhReuaYyc24Glf6zrWw7P5wmiXd5R1qD5JaJ4T9XZ4_Nh8ZSUNXPSrjx-51FrgMe0Q9MdVV-eH72O0r6jw/s400/images.jpg" width="400" /></a></div>
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<span style="font-family: Courier New, Courier, monospace;"> Minos, rey de Creta.</span></div>
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<span style="color: black;"><span style="font-family: Courier New, Courier, monospace;"><br /></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqMYo8ZGqkUP6z9w_szHXm4DUnp5G_1utJX5ylBLDrw8sncsqOBM4uUbOWzJvr0qMrB6b7rTFADmhnlywIGYFTy8w6hyRjmtAmau0xCd_j5sKi2zFGLbVS30EltezKrbuk5NOlfLVitv7m/s1600/images+(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqMYo8ZGqkUP6z9w_szHXm4DUnp5G_1utJX5ylBLDrw8sncsqOBM4uUbOWzJvr0qMrB6b7rTFADmhnlywIGYFTy8w6hyRjmtAmau0xCd_j5sKi2zFGLbVS30EltezKrbuk5NOlfLVitv7m/s640/images+(1).jpg" width="640" /></a></div>
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<span style="font-family: Courier New, Courier, monospace;"> Poseidon provoca que la esposa de minos se enamore del toro.</span></div>
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Fernandohttp://www.blogger.com/profile/07612952490573719034noreply@blogger.com3tag:blogger.com,1999:blog-6759914576674139986.post-90413596587958709822012-10-29T22:17:00.002+01:002012-10-29T22:19:36.499+01:00Carta de suicidio de Deyanira.<h2>
<i>Cuando esta carta llegue a manos ajenas, eso significará que el fin de mis días llegaron.</i></h2>
<h2>
<i>Por favor, todas las personas que admiraban y respetaban a Heracles, espero que algún día puedan perdóname ojala pudiera volver atrás rectificando el error tan grande que cometí, aun me duelen los ojos al recordar ver a Heracles arder junto con la túnica untada con el filtro amoroso de la sangre de Neso.</i></h2>
<h2>
<i>Esto no debería haber ocurrido de esta forma, esta carta no debería existir ni Heracles debería estar pasando por este terrible sufrimiento, me duele tanto verlo así ... yo solo quería que todo volviera a ser como antes, ser otra vez felices y poder envejecer juntos.</i></h2>
<h2>
<i>Heracles dentro de poco dejará este mundo, se apagará como una vela que se queda sin cera; afortunadamente yo también dejare este odioso mundo lleno de celos y crueldades inimaginables. </i></h2>
<h2>
<i> Deyanira</i></h2>
Laiahttp://www.blogger.com/profile/03164684103851814473noreply@blogger.com2tag:blogger.com,1999:blog-6759914576674139986.post-44481239709898750732012-10-29T21:11:00.001+01:002012-10-29T21:22:25.288+01:00La Hidra de Lerna El segundo trabajo que Euristeo había mandado realizar a Heracles era matar a la Hidra de Lerna.<br />
Heracles se enfrento a ella y le corto varias cabezas y de donde el las cortaba salían más, entonces le pidió ayuda a su sobrino Yolao, que quemaba el cuello de las cabezas cortadas para que no renacieran. La ultima cabeza inmortal Heracles la corto y la enterro bajo una roca.<br />
En otra versión Hera enviaba un cangrejo para que mordiera los pies de Heracles y este muriera , pero Heracles aplasto al cangrejo y acabó con la Hidra.<br />
Despues de acabar con ella mojo sus flechas en su sangre venenosa.<br />
Euristeo no le dio el trabajo por valido porque su sobrino le ayudo.<br />
<img alt="File:Antonio del Pollaiolo - Ercole e l'Idra e Ercole e Anteo - Google Art Project.jpg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c0/Antonio_del_Pollaiolo_-_Ercole_e_l%27Idra_e_Ercole_e_Anteo_-_Google_Art_Project.jpg/422px-Antonio_del_Pollaiolo_-_Ercole_e_l%27Idra_e_Ercole_e_Anteo_-_Google_Art_Project.jpg" />Anonymoushttp://www.blogger.com/profile/01530379402111177962noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-74299417446736438442012-10-28T21:10:00.000+01:002012-10-28T21:10:06.195+01:00Aquí voy a comentar como se engendró Hércules, o Heracles, como queráis llamarlo, un héroe de la mitología griega, hijo de Zeus, rey de los dioses y la mortal Alcmena.<br />
Zeus, como todos sabemos ya es muy mujeriego, ha traicionado incontables veces a su mujer, la diosa del matrimonio, Hera. Zeus se fijó en una mujer llamada Alcmena, la cual es esposa de Anfitrión, Zeus aprovecha que Anfitrión debe ir a la guerra y el dios adopta la apariencia del marido de Alcmena, con esta nueva apariencia Zeus inicia el coito con Alcmena a la cual deja embarazada, de Hércules obviamente, se dice que el rey de los dioses alargó la noche para estar más tiempo con ella. Cuando Zeus finaliza y parte, más tarde vuelve Anfitrión de la guerra y pasa la noche con Alcmena, a la que vuelve a dejar embarazada de un niño al que llamarán Ificles.<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/06036518179855604813noreply@blogger.com2tag:blogger.com,1999:blog-6759914576674139986.post-75711426485397881472012-10-28T18:56:00.001+01:002012-10-28T18:56:07.141+01:00HÉRCULES Y ÓNFALE<span lang=""><span style="font-family: Georgia, "Times New Roman", serif;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">
APARTADO:HÉRCULES Y ÓNFALE .</span><span lang=""></span><br />
<br />
<br />
</span><span style="font-size: x-large;"></span><span style="font-size: x-large;"></span><span style="font-size: large;">Ónfale de la mitologia griega era hija de lardano y yardano y tambien la esposa de tmolo que era el rey de lidia.Ónfale heredo el trono por el fallecimiento de su esposo tmolo , tuvo una historia con Hércules. Una de sus aventuras fue cuando Hércules estaba cumpliendo los 12 trabajos , este se queda parado en la puerta de la casa de la reina osea Ónfale y esta se abandona a los placeres del amor , ha sido frecuentemente utilizada en el arte posterior a la alegoria de Héracles juanto ala rueca de Ónfale que represento a Hércules semivestido de mujer y sujetando una cesta mientras que ella y sus doncellas hilaban y luego ella se vistio con la capa del león de Enemea y tambien portaba la maza de madera de olivo. Posteriormente Hércules y Ónfale contragieron matrimonio y tuvieron un hijo llamado Lamo en unas fuentes y en otras a Agelao que era un antepasado de Creso .<br />
<span lang=""> </span><br />
Foto de hércules y ónfale .<br />
<span style="font-size: x-large;"></span><span style="font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: small;"><span lang=""></span></span></span><br />
<span style="font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: small;"><img alt="" class="rg_hi uh_hi" data-height="249" data-width="203" height="249" id="rg_hi" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTArL_tNZYjCE4CWzZnyo8Yny2IFOs5xrFSwHxJFCq2__NlOFxBxg" style="height: 249px; width: 203px;" width="203" /><br />
<br />
Sonia González Botella<br />
<br /></span></span></span>Anonymoushttp://www.blogger.com/profile/14231711455967042670noreply@blogger.com3tag:blogger.com,1999:blog-6759914576674139986.post-42965165042441036602012-10-28T18:40:00.001+01:002012-10-28T18:56:33.451+01:00 Las yeguas de Diómedes<br />
Las yeguas de Diómedes:<br />
<span style="font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: small;"><span lang=""></span></span></span><br />
<span style="font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: small;"><br />
<img alt="" class="rg_hi uh_hi" data-height="188" data-width="267" height="188" id="rg_hi" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSfIj-CxFTr8EZdMUozNtZZIW1gD5fN3Yg6I_sdBFkw-r2_cxEN" style="height: 188px; width: 267px;" width="267" /></span></span><span lang="ES-MODERN"></span><br />
Diómedes era el rey de Tracia. Era un rey muy cruel, tenía unas yeguas salvajes<br />
<br />
las cuales habían sido alimentadas por él a base de carne humana. <br />
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Diómedes realizaba grandes sacrificios para así poder mantener a las yeguas fuertes <br />
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y saludables.<br />
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Las yeguas eran tan fuertes que debían de ser encadenadas con cadenas de hierro para que <br />
<br />
no consiguieran romperlas, porque si por alguna casualidad lo consiguieran y lograran escapar<br />
<br />
harían una verdadera masacre en la población.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcREBGZFbrPllId0jkCya6F26FnQEEyDQ522_-FKwJVZUaxP8MWM" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="218" data-width="231" height="218" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcREBGZFbrPllId0jkCya6F26FnQEEyDQ522_-FKwJVZUaxP8MWM" style="height: 218px; width: 231px;" width="231" /></a></div>
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<br />
<br />
Hércules pusó rumbo a Tracia obligado a cumplir el trabajo por Euristeo y cuando llegó al ver<br />
<br />
aquel horroroso espectáculo no pudo contenerse y se puso tan furioso que mato al monstruoso<br />
<br />
Diómedes.<br />
<span lang="ES-MODERN"></span><br />
Hércules les dió a las yeguas el cadáver de su amo, tras devorarlo las yeguas se volvieron mansas<br />
<br />
y así el héroe las pudo atar al carro de Diómedes y se las llevó a Micenas donde fueron regaladas a Hera.<br />
<span style="font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: small;"><span lang=""></span></span></span><br />
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Rocío botella garcíaAnonymoushttp://www.blogger.com/profile/14231711455967042670noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-72400826518653879222012-10-28T16:41:00.000+01:002012-10-28T16:41:28.448+01:00El noveno trabajo de Heracles.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4sfqbf0jSz0CYDLKiOIvll8lqK-Qr5tqJ916KZNakVa7Unr-k9VOt2c39YQtwoxCgDyZmghaFiCE_GUsbD0ymn9ue1nawsZqpqeo5SZ91GhG2P42klQKKViyr7dP3Jwa5t_TAYoKOwN_B/s1600/hipolita_hercules_mata_amazona.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: right;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4sfqbf0jSz0CYDLKiOIvll8lqK-Qr5tqJ916KZNakVa7Unr-k9VOt2c39YQtwoxCgDyZmghaFiCE_GUsbD0ymn9ue1nawsZqpqeo5SZ91GhG2P42klQKKViyr7dP3Jwa5t_TAYoKOwN_B/s320/hipolita_hercules_mata_amazona.jpg" width="320" /></a><span style="font-size: x-large;"></span><br />
<div style="background-color: #999999; text-align: left;">
<span style="font-size: x-large;">El trabajo trata del deseo de <a href="http://es.wikipedia.org/wiki/Euristeo">Euristeo</a> de recuperar el cinturón mágico de <a href="http://es.wikipedia.org/wiki/Hip%C3%B3lita">Hipólita</a> que le regaló su padre Ares para regalárselo su hija <a href="http://es.wikipedia.org/wiki/Admete_(hija_de_Euristeo)">Admete</a>, Este se encomendó a <a href="http://es.wikipedia.org/wiki/Heracles">Heracles </a>y le pidió que le consiguiera el ansiado objeto. Él se puso en marcha con la ayuda de <a href="http://es.wikipedia.org/wiki/Hip%C3%B3lita">Hipólita</a> (Reina de las amazonas), pero <a href="http://es.wikipedia.org/wiki/Hera">Hera</a> su gran enemiga en un acto ruin y miserable dijo a las amazonas que <a href="http://es.wikipedia.org/wiki/Heracles">Heracles</a> quería raptar a la reina, todo esto provocó un ataque de las amazonas, <a href="http://es.wikipedia.org/wiki/Heracles">Heracles</a> ante estos inconvenientes decidió deshacerse de ellas y llevarse el cinturón.</span></div>
Anonymoushttp://www.blogger.com/profile/04556146254228976805noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-40900948252199129522012-10-26T12:05:00.001+02:002012-10-26T12:05:36.293+02:00Sobre moda griegaTrabajo de unos alumnos de cultura clásica<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjRSW2xbMgAjQgb4rJeRrP1iPEugtbPSZLPnvpTK0tsl4YNtrFPmS2nZRYA9GQ7y1v8mFGpyGiRx0Jj8IS-ixwWOJpsMrMBSpHjEIFB53WfigyznanJOlBedoYCvACsaIKYETobPNq-Y/s1600/2012-10-25-078.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjRSW2xbMgAjQgb4rJeRrP1iPEugtbPSZLPnvpTK0tsl4YNtrFPmS2nZRYA9GQ7y1v8mFGpyGiRx0Jj8IS-ixwWOJpsMrMBSpHjEIFB53WfigyznanJOlBedoYCvACsaIKYETobPNq-Y/s320/2012-10-25-078.jpg" width="179" /></a></div>
¡Es encantador!<br /><br />Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-81928691756368776502012-10-25T20:44:00.002+02:002012-10-25T20:44:41.451+02:00Captura de la cierva de cerinia<br />
<br />
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<br />
<b style="mso-bidi-font-weight: normal;"><span style="color: #948a54; font-family: "Calibri","sans-serif"; font-size: 28.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: background2; mso-themeshade: 128;"> CAPTURA</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #c4bc96; font-family: "Calibri","sans-serif"; font-size: 28.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: background2; mso-themeshade: 191;"> DE LA</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #548dd4; font-family: "Calibri","sans-serif"; font-size: 28.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 153;"> CIERVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #8db3e2; font-family: "Calibri","sans-serif"; font-size: 28.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 102;"> DE</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #c6d9f1; font-family: "Calibri","sans-serif"; font-size: 28.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 51;"> CERINIA</span></b><br />
<br />
<div style="text-align: justify;">
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> El cuarto trabajo de Hércules
trataba de capturar a la cierva de Cerinia, y así llevársela viva a Micenas y
entregársela a Euristeo. Esta cierva era una de las cinco ciervas que la diosa
Artemisa había intentado capturar para engancharlas a su carro ya que tenía
pezuñas de bronce y cornamenta de oro, pero fue la única que logro escapar, ya
que la cierva era muy veloz y le fue difícil capturarla, Hércules la persiguió
sin descanso hasta el país de los hiperbóreos, entonces mientras la cierva
bebía agua Hércules aprovecho el momento para capturarla, pero tenía que tener
cuidado ya que no podía<span style="mso-spacerun: yes;"> </span>derramar ni una
gota de la sangre de la cierva, asique le atravesó las dos patas de la piel
utilizando así una flecha, y después de estar persiguiéndola doce meses la
capturó y la llevó a micenas a entregársela a Euristeo. </span></div>
<br />
<br />
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" /><br />
<span style="mso-spacerun: yes;"> </span><span style="mso-no-proof: yes;"><br /></span><br />
<span>Laura López. </span><br />
Laurahttp://www.blogger.com/profile/07437492462824966289noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-18573834367184645832012-10-25T20:38:00.001+02:002012-10-28T19:21:20.897+01:00El séptimo trabajo de Heracles<div style="text-align: center;">
<span style="font-size: x-large;"><b><u>El toro de Creta</u></b></span><br />
<span style="font-size: x-large;"><b><u><br /></u></b></span>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-VtHWFADT3uE/UImIE2F4YqI/AAAAAAAAAF4/fe7xVHplxRM/s1600/creta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="http://3.bp.blogspot.com/-VtHWFADT3uE/UImIE2F4YqI/AAAAAAAAAF4/fe7xVHplxRM/s320/creta.jpg" width="320" /></a></div>
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<div style="text-align: justify;">
<span style="font-size: large;">Este trabajo es el séptimo trabajo que Euristeo mandó hacer a Hércules. En él, Euristeo le dijo a Hércules que debía capturar vivo a un toro, éste toro provenía de la promesa que el rey Minos hizo a Poseidón de sacrificar a el primer animal que llegara del mar, y Poseidón mandó un toro, pero el rey lo vio tan bonito que decidió guardarlo en su rebaño.Hércules fue hacia Creta a por el toro, y cuando llegó allí, el rey Minos hizo lo que pudo para ayudarlo. Una vez allí, cuando se encontró con el toro lo agarró de los cuernos y se lo echó a los hombros conduciéndolo hasta Euristeo. </span></div>
Laurahttp://www.blogger.com/profile/13104140424204005464noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-58555747322398755402012-10-25T19:34:00.002+02:002012-10-25T19:38:43.044+02:00TUTORIALChicos, parece que hay problemas para acceder. A ver si esto os ayuda:<br />
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<div style="margin-bottom: 5px;">
<b> <a href="http://www.slideshare.net/Isra/tutorial-de-blogger-nueva-interfaz" target="_blank" title="Tutorial de Blogger nueva interfaz">Tutorial de Blogger nueva interfaz</a> </b> from <b><a href="http://www.slideshare.net/Isra" target="_blank">Israel Hurtado</a></b> </div>
¡Suerte! Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-34144791503190137692012-10-24T22:47:00.000+02:002012-10-24T22:47:14.969+02:00Apoteosis de Hércules
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<span style="font-size: x-large;"><b>Apoteosis
de Hércules</b></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5NxQg9z05x3vhMXTQflY3syW-vGy2qbEhzE8VCMByABwbBcrvwjoN6vN0LPl1-mWp-X92keVhXPEN_yVOr3XlXk8P6lmn-XuaPQvKqtndaKhcx2c-11t0qu304arcdsKbqtEqBNYXT_o/s1600/paul-peter-rubens-apotheose-des-herkules-08623.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5NxQg9z05x3vhMXTQflY3syW-vGy2qbEhzE8VCMByABwbBcrvwjoN6vN0LPl1-mWp-X92keVhXPEN_yVOr3XlXk8P6lmn-XuaPQvKqtndaKhcx2c-11t0qu304arcdsKbqtEqBNYXT_o/s1600/paul-peter-rubens-apotheose-des-herkules-08623.jpg" /></a></div>
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<span style="font-size: small;">Cuando
Hércules estaba dispuesto ha casarse con Deyanira le dicen que hay
otro pretendiente que también quiere casarse con Deyanira, el rió
Aqueloo. Hércules al enterarse de esto decidió luchar contra el rió
que adquiría todo tipo de formas cosa que le dificulto las cosas a
Hércules pero que no le <span style="font-size: small;">i<span style="font-size: small;">mposibilito</span></span> en exceso la batalla y acabo
finalmente por derrotarlo por lo cual acabo casándose con Deyanira.</span></div>
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<span style="font-size: small;">Después
de estos hechos Hércules con su desmesurada ira mata a un muchacho
llamado Eunomo. Hércules que se sentía mal por lo ocurrido decidió
castigarse a si mismo con el destierro.</span></div>
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<span style="font-size: small;">Mientras
se marchaban de aquel lugar se toparon con el rió Eveno un caudaloso
rió por el que no podía pasar. Por suerte se encontraron con el
centauro Neso el cual lleva de lado a lado a todo viajero que desee
travesar el rió. Tras esto y viendo que era la única manera de
pasar decidieron darle el debido pago al centauro.</span></div>
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<span style="font-size: small;">Primero
paso Deyanira con Neso pero para su sorpresa cuando llego a la orilla
intento violarla y avisado por los gritos de Deyanira, Hércules saco
de su carcaj una de sus letales flechas y la disparo con su arco
llegando ha impactar en el corazón de Neso.</span></div>
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<span style="font-size: small;">Apunto
de fallecer pide a Deyanira que saque un poco de su sangre ya que le
servirá como filtro amoroso, pese a que ese no era el verdadero
propósito del astuto centauro el cual quería vengarse de <span style="font-size: small;">Hércules</span>
por su muerte.</span></div>
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<span style="font-size: small;">Al
llegar a su destino Hércules emprende un asalto hacia la ciudad de
Ecalia saqueando y haciendo prisioneras a todas las jóvenes en la
que se encontraba Íole una joven a la que hizo de ella su concubina.</span></div>
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<span style="font-size: small;">Deyanira
al ver esto coge celos y pensando que Hércules ya no esta enamorado
de ella decide utilizar el filtro de Neso impregnándolo en una de
las túnicas Hércules. Cuando Hércules se pone esta túnica sin
percatarse del filtro empieza retorcerse de dolor ya que la sangre de
Neso esta impregnada con el veneno de las flechas de Hércules
extraído de la Hidra por lo que se le adhiere al cuerpo y le empieza
a corroer la piel.</span></div>
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<span style="font-size: small;">Deyanira
antes que ver a su marido muerto por su culpa decide acabar con su
vida. Hercules ordena la construcción de una pira para que lo
incineren. Hércules le pide a Peante que le incinere y acabe con su
vida a cambio de su arco y sus flechas.</span></div>
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<span style="font-size: small;">Al
ser incinerado su cuerpo mortal muere pero su parte inmortal <span style="font-size: small;">asciende</span>
hacia el Olimpo donde se reconcilia con Hebe y con la que tiene dos
hijos.</span></div>
ivanbonmahttp://www.blogger.com/profile/09716273699465856687noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-14824297094059341972012-06-14T21:05:00.000+02:002012-06-14T21:05:07.941+02:00Resultados del 2º parcial de latín de 4ºPrimitos, os dejo las notas del segundo parcial. Como tenéis las del primero, os podréis hacer una idea de si habéis aprobado ahora o nos veremos en septiembre. Ya sabéis que de la nota final de evaluación os enteraréis el día de las notas y que me podréis protestar (o no) porque hay unos días de reclamación. Por tanto, no me busquéis por los pasillos, ni me acoséis en los patios porque no os diré nada hasta esa fecha.<br />
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</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-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;">
<tbody>
<tr>
<td style="border-right: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
1.</div>
</td>
<td style="border-right: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
N. A.</div>
</td>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.87</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
2.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
S. A.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
6.05</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
3.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. A.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
6.17</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
L. B.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
8.25</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
V. B.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
9.4</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
6.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
M. C.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
0.81</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
7.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
D. C.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.02</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
8.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
Mª. C.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.6</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
9.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
Mª. A. C.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
8.3</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
10.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. G.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.55</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
11.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
J. G.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
9.6</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
12.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. I.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.4</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
13.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
E. L.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
7.75</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
14.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
L. L. </div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.8</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
15.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
H. L.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
0.1</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
16.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. L.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
3.55</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
17.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. L. F.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
8.65</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
18.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
C. M.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
7.55</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
19.</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. M.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
9.15</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
20</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
Mª. P.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.76</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
21</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
N. Q.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.51</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
22</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
Mª. L. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
6.48</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
23</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
Y. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.65</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
24</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
6.73</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
25</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
S. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
7.15</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
26</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
J. B. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.96</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
27</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
A.B. R.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.6</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
28</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
L. S.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.09</div>
</td>
</tr>
<tr>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
29</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
O. S.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
4.63</div>
</td>
</tr>
<tr style="mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.15pt;" valign="top" width="48">
<div class="MsoNormal" style="layout-grid-mode: char;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.75pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
J. T.</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.55pt;" valign="top" width="178">
<div class="MsoNormal" style="layout-grid-mode: char;">
5.41</div>
</td>
</tr>
</tbody></table>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-86893634592697432082012-05-09T22:41:00.000+02:002012-05-09T22:41:01.514+02:00Prueba de insertar documento desde drive<iframe src="https://docs.google.com/document/pub?id=1FIs-cIDyNhBlCuW10w5dLYIYNtSOzG6cY49Q_gFVeos&embedded=true"></iframe>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-6360014320903042472012-03-28T20:25:00.000+02:002012-03-28T20:25:09.766+02:00Resultados del 2º Parcial de latín de 4ºBueno, me tenéis muy contento (no es coña). Ahí van los resultados del segundo parcial. El de cultura, aunque algo mejor para algunos, hará que las medias se resientan:<br />
<style type="text/css">
<!--
@page { margin: 2cm }
P { margin-bottom: 0.21cm }
-->
</style>
<br />
<table cellpadding="7" cellspacing="0" style="width: 405px;">
<colgroup><col width="33"></col>
<col width="164"></col>
<col width="164"></col>
</colgroup><tbody>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
1.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
N. A.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
2.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
S. A.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
3.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. A.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
4.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
L. B.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
5.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
V. B.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
6.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
M. C.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Suspenso<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
7.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
D. C.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
8.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
Mª. C.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
9.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
Mª. A. C.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
10.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. G.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
11.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
J. G.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
12.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. I.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
13.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
E. L.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
14.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
L. L.
<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
15.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
H. L.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Suspenso<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
16.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. L.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Suspenso<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
17.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. L. F.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
18.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
C. M.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
19.<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. M.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
20<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
Mª. P.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
21<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
N. Q.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
22<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
Mª. L. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
23<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
Y. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
24<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
25<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
S. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
26<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
J. B. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
27<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
A.B. R.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
<div style="font-weight: normal;">
Aprobado</div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
28<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
L. S.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
29<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
O. S.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">
30<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">
J. T.<br />
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="164">
Aprobado<br />
</td>
</tr>
</tbody></table>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-20715810416482738412012-03-25T19:50:00.001+02:002012-03-25T19:50:14.295+02:00Resultados del segundo parcial de Latín IIAquí están los resultados del segundo parcial. Mañana lo comentaremos en clase.<br />
<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
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<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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"/>
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UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
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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"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
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UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
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UnhideWhenUsed="false" Name="Dark List Accent 1"/>
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UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
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UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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Suspenso</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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C. G.</div>
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Aprobado</div>
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3.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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S. G.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
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Aprobado</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
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4.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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G. P.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
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Aprobado</div>
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<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
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5.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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S. S. </div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
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<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
6.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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M. S.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
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</tbody></table>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-18269936553734885892012-03-23T14:07:00.000+01:002012-03-23T14:07:18.761+01:00Resultados 2º parcial de latín IAquí os dejo el resultado del segundo parcial. Se nota que se ha estudiado algo más, pero se han vuelto a repetir de nuevo los mismo errores uqe en el primero.<br />
Aviso, me vais a obligar a meteros los pronombres a la fuerza porque seguís sin estudiarlos.<br />
<br />Recordad que los parciales hacen media y tienen un porcentaje junto al de los controles por lo que puede (y digo, puede) que para algunos no esté todo perdido.<br />
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1.</div>
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J. A.</div>
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2.</div>
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S. A.</div>
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Suspenso</div>
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3.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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E. A. </div>
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Suspenso</div>
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4.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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A. A.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
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<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
5.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
A. B.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
6.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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Mª J. B.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
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Suspenso</div>
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7.</div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
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B. B. </div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Aprobado</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
8.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
R. C.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
NP</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
9.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
CH. P.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Aprobado</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
10.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
C. S. </div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
11.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
A. R.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Suspenso</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
12.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
B. T.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
Aprobado</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
13.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
E. V.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
NP</div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 8.62%;" valign="top" width="8%">
<div class="MsoNormal">
14.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.68%;" valign="top" width="45%">
<div class="MsoNormal">
N. V.</div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 45.7%;" valign="top" width="45%">
<div class="MsoNormal">
NP</div>
</td>
</tr>
</tbody></table>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com1tag:blogger.com,1999:blog-6759914576674139986.post-43635689462815826382012-03-21T19:32:00.003+01:002012-03-21T19:34:08.799+01:00Repaso de declinaciones y pronombresAquí os dejo unos enlaces para que practiquéis la declinación y los pronombres a ver si sirve de algo.<br />
<br />
Para <a href="http://www.luduslitterarius.net/declinacion/sust.html">declinaciones</a> y para <a href="http://www.luduslitterarius.net/declinacion/pro_demos_asim.html">pronombres</a> y como propina <a href="http://www.luduslitterarius.net/verbos/analisis.html">verbos</a>.<br />
<br />
Vuestro ya-no-irritado profesorAnonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0tag:blogger.com,1999:blog-6759914576674139986.post-33772447167431005472012-03-21T09:06:00.002+01:002012-03-21T09:08:04.056+01:00Resultados Primer Parcial Latín 4ºChicos, aquí os dejo los resultados del primer parcial.<br />
<div>
<br /></div>
<div>
<table cellpadding="7" cellspacing="0" style="width: 405px;">
<colgroup><col width="33"></col>
<col width="164"></col>
<col width="163"></col>
</colgroup><tbody>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">1.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">N. A.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">2.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">S. A.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">3.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. A.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">4.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">L. B.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">5.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">V. B.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">6.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">M. C.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">NP</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">7.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">D. C.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">8.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">Mª. C.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">9.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">Mª. A. C.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">10.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. G.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">11.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">J. G.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">12.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. I.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">13.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">E. L.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">14.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">L. L.
</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">15.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">H. L.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">16.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. L.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">17.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. L. F.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">18.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">C. M.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">19.</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. M.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">20</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">Mª. P.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">21</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">N. Q.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">22</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">Mª. L. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">23</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">Y. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">24</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">25</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">S. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">26</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">J. B. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Suspenso</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">27</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">A.B. R.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">NP</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">28</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">L. S.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">29</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">O. S.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="33">30</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0cm; padding-left: 0.19cm; padding-right: 0cm; padding-top: 0cm;" width="164">J. T.</td>
<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" width="163">Aprobado</td>
</tr>
</tbody></table>
<br /></div>Anonymoushttp://www.blogger.com/profile/03301106570461291724noreply@blogger.com0