tag:blogger.com,1999:blog-53849630838628730632024-02-07T16:34:13.726-08:00socialessanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-5384963083862873063.post-61473895028196445962015-03-11T12:33:00.003-07:002015-03-11T12:33:49.955-07:00<h4>
<span style="background-color: #f3f3f3;"> <span style="color: red; font-size: x-large;">LA PIEDRA ROSETTA</span></span></h4>
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La Piedra Rosetta es una piedra de color oscuro, que fue encontrada en 1799 cerca de Rashid (Egipto) durante la ocupación francesa y que daría la clave a los científicos para interpretar la escritura jeroglífica egipcia.<br />
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<br /><span style="font-weight: bold;"><span style="font-size: large;">¿Qué tiene de particular la Piedra Rosetta?</span></span></div>
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Esta piedra está dividida en tres franjas horizontales, en cada franja, está grabado el mismo texto de diferentes formas. Así, en la parte superior el texto estaba escrito en jeroglífico, en la intermedia en egipcio demótico y en la inferior en griego.</div>
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<br /><span style="font-weight: bold;"><span style="font-size: large;">¿Cómo se encontró la piedra?</span></span></div>
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La piedra se encontró en Rosetta, cerca de Rashid, por el oficial francés Bouchard Pierre, perteneciente al cuerpo de ingenieros que formaba parte de la Campaña de Napoleón Bonaparte contra los británicos en Egipto. Este ofi<span style="font-family: georgia; font-size: 100%;">cial </span>realizaba un trabajo de rutina y al observar un muro que estaban demoliendo, le llamó la atención una piedra negra con<span style="font-size: 100%;"> inscripciones en tres diferentes escrituras, avisando de inmediato a su </span>jefe quien ordena mandarla de inmediato a Alejandría</div>
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.<br /><strong><span style="font-size: large;">¿Cómo es la piedra?</span></strong></div>
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<strong><br /></strong>Es una piedra de granito oscuro o basalto negro, no he podido confirmarlo, que formaba parte de una estela (piedra vertical con inscripciones que se usaba como monumento conmemorativo). Sums medidas aproximadas son 114 cm. de alto, 72 cm. de ancho y 28 cm. de grosor.</div>
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<br /><span style="font-size: large;"><span style="font-weight: bold;">¿Dónde est</span><span style="font-weight: bold;">á la Piedra Rosetta?</span></span></div>
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<br />En la actualidad, la Piedra Rosetta se encuentra en el Museo Británico de Londres para su exhibición</div>
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<span style="color: blue;">La piedra Rosetta</span><br /><a href="http://photos1.blogger.com/blogger/87/1425/1600/rosetta.jpg"><span style="color: blue;"><img alt="" border="0" height="320" src="http://photos1.blogger.com/blogger/87/1425/320/rosetta.jpg" style="float: left; margin: 0px 10px 10px 0px;" width="252" /></span></a></div>
sanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.com0tag:blogger.com,1999:blog-5384963083862873063.post-79056718257998416502015-01-27T10:28:00.000-08:002015-01-27T10:32:32.863-08:00CLIMOGRAMA <span style="color: red; font-size: x-large;">CLIMOGRAMA</span><br />
<span style="color: red; font-size: x-large;"> LISBOA(PORTUGAL)</span><br />
<a 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" 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LAS PREPSIPITASIONES SON NORMALES<br />
LA TEMPERATURA MEDIA ANUAL ES 16.8<br />
LATEMPERATUR ES ANUAL ES DE 16.8Y<br />
LA MASIMA ES 22.8 LA MINIMAES ES 1<br />
APLITUD TERMICA 11.4sanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.com1tag:blogger.com,1999:blog-5384963083862873063.post-51814863975825623792014-12-05T05:14:00.003-08:002014-12-05T05:14:53.193-08:00CAPAS DE LA ATMOSFERA<img src="http://files.jesisyailine.webnode.com.ve/200000027-3801e38fc8/capas.jpg" /><br />
<b><span style="color: cyan;">TROPOSFERA</span></b><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;">Su espesor alcanza desde la superficie terrestre </span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;">hasta una altitud variable entre los 6 km o los 10 km. </span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;">A medida que se sube, disminuye la temperatura en la troposfera. </span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;">En la troposfera suceden los fenómenos que componen lo que llamamos tiempo meteorológico. </span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;">La temperatura mínima que se alcanza al final de la troposfera es de -50 °C aprox.</span><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 21px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 21px;"><span style="color: cyan;"><b>ESTRATOSFERA</b></span></span><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">Se extiende entre los 9 o 18 km hasta los 50 km de altitud. La estratosfera es la segunda capa de la atmósfera de la Tierra. A medida que se sube, la temperatura en la estratosfera aumenta.</span><br />
<span style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;"><span style="color: #252525;"> </span><b><span style="color: cyan;">MESOSFERA</span></b></span><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">Es la tercera capa de la atmósfera de la Tierra. Se extiende entre los 50 y 80 km de altura. </span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">Es la zona más fría de la atmósfera, pudiendo alcanzar los −80 °C.</span><br />
<span style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;"><span style="color: #252525;"> </span><b><span style="color: cyan;"> TERMOESFERA</span></b></span><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">En la </span><a href="http://es.wikipedia.org/wiki/Termosfera" style="background: none rgb(255, 255, 255); color: #0b0080; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px; text-decoration: none;" title="Termosfera">termosfera</a><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;"> o </span><a href="http://es.wikipedia.org/wiki/Ionosfera" style="background: none rgb(255, 255, 255); color: #0b0080; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px; text-decoration: none;" title="Ionosfera">ionosfera</a><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">, la temperatura aumenta con la altitud, de ahí su nombre. La ionosfera es la cuarta capa de la atmósfera de la Tierra. Se encuentra encima de la mesosfera.</span><br />
<span style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;"><span style="color: #252525;"> </span><b><span style="color: cyan;">EXOSFERA</span></b></span><br />
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">La última capa de la atmósfera de la Tierra es la exosfera</span><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.3999996185303px;">. Esta es el área donde los átomos se escapan hacia el espacio. Como su nombre indica, es la región atmosférica más distante de la superficie terrestre. Su límite superior se localiza a altitudes que alcanzan los 960 e incluso 1000 km.</span>sanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.com0tag:blogger.com,1999:blog-5384963083862873063.post-80984827855226098252014-12-05T05:00:00.002-08:002014-12-05T05:01:26.548-08:00RÍO CONGO<div class="separator" style="clear: both; text-align: center;">
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<br />sanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.com0tag:blogger.com,1999:blog-5384963083862873063.post-48832496156142524152014-12-05T04:57:00.000-08:002014-12-05T04:57:10.598-08:00MAPA TEMATICO<div class="separator" style="clear: both; text-align: center;">
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sanahttp://www.blogger.com/profile/04287524017184761258noreply@blogger.com0tag:blogger.com,1999:blog-5384963083862873063.post-75489877579006364222014-12-05T04:55:00.004-08:002014-12-05T04:55:27.323-08:00MAPA TEMATICO<img src="http://www.geotercero.50webs.com/Imagenes/densidad%20poblacion.png" /><br />
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