tag:blogger.com,1999:blog-58599662859580200082024-02-19T03:10:29.536+01:00El contador de historiasMiradas para cambiar mundosAnonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.comBlogger212125tag:blogger.com,1999:blog-5859966285958020008.post-13144267628909342842016-03-24T18:58:00.001+01:002016-03-24T19:21:03.708+01:00Unos cuantos vídeos de TED-Education sobre Arte, Historia y Literatura<div style="text-align: justify;">
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<span style="font-family: inherit;">Me interesan bastante las animaciones educativas creadas por TED-Education y ya os he mostrado algunas. Son vídeos cortos muy útiles para aprender en casa o utilizar en clase ya que son de gran impacto visual y están creados para llamar la atención de nuestra curiosidad. Son vídeos originales en inglés pero que muestran los subtítulos en español. Aquí os muestro los últimos que me han llamado la atención por su temática o su creatividad.</span></div>
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<b><span style="font-family: inherit;">El hombre que pintaba con palabras</span></b></div>
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<span style="font-family: inherit;">Entre los grandes poetas de la Historia de la Literatura, hay ciertos nombres como Homero, Shakespeare y Whitman que son reconocibles al instante. Sin embargo, hay un gran poeta principios del siglo XX, cuyo nombre no se suele conocer: Guillaume Apollinaire. Geneviève Emy muestra como durante la corta vida de Apollinaire creó poesía que combina texto y la imagen de tal manera que anunció una futura revolución artística. Lección por Geneviève Emy, animación por TED-Ed.</span></div>
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<span style="font-family: inherit;">Publicado el 21 de mar. 2016 Ver lección completa: <a href="https://ed.ted.com/lessons/how-one-fr...">https: //ed.ted.com/lessons/how-one-fr ...</a></span></div>
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<b><span style="font-family: inherit;">¿Cuál es la pintura más cautivadora? Sobre las Meninas de Velázquez</span></b></div>
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<span style="font-family: inherit;">A primera vista, el cuadro de "Las Meninas" no parece una obra singularmente especial, pero en realidad es una de las piezas más comentados de la historia del arte. ¿Por qué este cuadro de Diego Velázquez es tan cautivador? James Earle y Christina Bozsik analizan el contexto y la complejidad que se esconde detrás de esta obra de arte. Lección por James Earle y Christina Bozsik, animación por Zedem medios de comunicación.</span></div>
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<span style="font-family: inherit;">Publicado el 10 mar. 2016 Ampliar lección: <a href="https://ed.ted.com/lessons/why-is-this-painting-so-captivating-james-earle-and-christina-bozsik">https: //ed.ted.com/lessons/why-is-thi ... </a></span></div>
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<b>¿Cómo el arte antiguo influyó en el arte moderno?</b><br />
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El término arte moderno suena a actual y popular. Pero, de hecho, es un término de origen anglosajón para caracterizar al estilo de las vanguardias europeas, que en realidad tiene su origen hace más de 150 años y que incluye a artistas como Picasso, Matisse y Gauguin. Lo que puede resultar irónico es que, pese a su nombre, este movimiento vanguardista - considerado revolucionario en su momento - se inspiró en gran medida en objetos de arte antiguo y diseño tradicional.</div>
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Felipe Galindo detalles de influencias antiguas en el arte moderno. Lección de Felipe Galindo, animación por TED-Ed.</div>
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<span style="text-align: justify;">Publicado el 25 de Feb. 2016 Ampliar lección:</span><a href="http://ed.ted.com/lessons/how-ancient-art-influenced-modern-art-felipe-galindo" style="text-align: justify;"> http: //ed.ted.com/lessons/how-ancient ...</a><span style="text-align: justify;"> </span><br />
<span style="text-align: justify;"><br /></span><span style="text-align: justify;"><b>Esparta: los guerreros más temidos del Mundo Antiguo</b></span><br />
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En la antigua Grecia, la guerra era una forma de vida debido a los violentos conflictos internos, fronterizos o la guerra contra los invasores extranjeros. Los griegos han sido considerados guerreros de primer nivel. Esparta, específicamente, tenía el ejército con los guerreros más temidos en el Mundo Antiguo. ¿Qué se hacía para producir soldados tan feroces? Craig Zimmer comparte algunas de las clases que podrían haber sido enseñadas en una escuela de Esparta.</div>
<br /> Lección de Craig Zimmer, animación por TED-Ed.<span style="text-align: justify;"><br /></span>
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<span style="text-align: justify;">Publicado el 8 mar. 2016 Ampliar lección: <a href="http://ed.ted.com/lessons/this-is-sparta-fierce-warriors-of-the-ancient-world-craig-zimmer">http: //ed.ted.com/lessons/this-is-spa ...</a></span><br />
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De regalo estos interesantes<br />
<b>5 trucos para desarrollar el pensamiento crítico</b><br />
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Lección de Samantha Agoos, animación por Nick Hilditch. Publicado el 15 de mar. 2016<br />
<br />Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-16798030370884006212016-03-07T19:50:00.001+01:002016-03-07T20:05:32.527+01:00 El Instituto de Arte de Chicago ha recreado el famoso dormitorio de Van Gogh y se puede alquilar por una noche<div style="text-align: justify;">
En 1888 el artista holandés <a href="http://www.huffingtonpost.es/2015/03/30/curiosidades-van-gogh_n_6293458.html">Vicent van Gogh</a> pintó el que sería uno de sus cuadros más célebres y reconocidos: <a href="http://www.musee-orsay.fr/es/colecciones/obras-comentadas/busqueda/commentaire/commentaire_id/la-chambre-de-van-gogh-a-arles-16367.html?no_cache=1">El dormitorio en Arlés</a>. Sin embargo, una inundación en el hospital de Arlés (Francia) donde estaba ingresado deterioró de tal manera el cuadro que el pintor se vio obligado a volver a replicarlo un año después. No hizo una copia, hizo dos para garantizar su supervivencia. Y lo logró: hoy una de esas copias se puede ver en el <a href="http://www.musee-orsay.fr/es/colecciones/obras-comentadas/busqueda/commentaire/commentaire_id/la-chambre-de-van-gogh-a-arles-16367.html?no_cache=1">Museo de Orsay de París</a> y otra, en el <a href="http://www.artic.edu/exhibition/van-goghs-bedrooms">Art Institute de Chicago</a>. La primera de las tres pinturas se realizó poco después de mudarse a su "casa amarilla" en Arles, Francia. la que, sin embargo, sufrió daños por agua poco después de su finalización. Van Gogh pintó otras dos versiones para preservar la composición, una en un asilo de Saint-Rémy en 1889 y el otro como un regalo para su madre y su hermana. </div>
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El Instituto de Arte de Chicago ha recreado el famoso dormitorio de Van Gogh trasladando una imagen vista desde una perspectiva lineal a una visión tridimensional. Además nos propone una experiencia interactiva que nos permite adentrarnos en una réplica a tamaño natural de la habitación del cuadro de Van Gogh. </div>
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El museo ha conseguido captar en esta réplica la esencia que Van Gogh describió en su día en una carta escrita a su hermano Théo. Con este cuadro quería expresar la tranquilidad y resaltar la sencillez de su dormitorio mediante el simbolismo de los colores. "Los muros lila pálido, el suelo de un rojo gastado y apagado, las sillas y la cama amarillo de cromo, las almohadas y la sábana verde limón muy pálido, la manta roja sangre, la mesa de aseo anaranjada, la palangana azul, la ventana verde", escribió el artista. "Había querido expresar un reposo absoluto mediante todos estos tonos diversos".</div>
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<span style="text-align: start;">Se ha recreado el famoso dormitorio de Arlés </span>para promocionar la citada muestra. La habitación, se puede alquilar en AirBnB, e incluye todos los detalles de la pintura, dispuestos del mismo modo con el fin de imitar la habitación original. <span style="text-align: start;">El anuncio </span><a href="https://www.airbnb.es/rooms/10981658" style="text-align: start;">lo ha subido a la web el usuario Vicent</a><span style="text-align: start;">, que acompaña las imágenes con el siguiente texto: "Esta habitación te hará sentir como que vives en un cuadro. Está decorada en estilo postimpresionista, que evoca al sur de Francia y a tiempos pasados. Su mobiliario, sus colores brillantes, y sus obras harán que sea la experiencia de tu vida". </span></div>
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Los visitantes podrán experimentar un curioso viaje de inmersión de nuevo a la casa amarilla de Van Gogh, <span style="text-align: start;">El precio de la habitación, que está en River North (Chicago), </span>fuera del campus del museo<span style="text-align: start;">, es de 10 dólares (9 euros) por noche y su capacidad es de dos personas </span>como parte de un apartamento más grande<span style="text-align: start;">. El único problema que presenta es su arrollador éxito. Ya está reservada para todo febrero, por eso el Art Institute de Chicago planea mantener el anuncio durante marzo.</span> Las fechas se reservan con antelación y se llenan rápidamente.</div>
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<span style="text-align: start;">Desde el domingo 14 de febrero se desarrolla la exposición </span><a href="http://extras.artic.edu/van-gogh-bedrooms" style="text-align: start;">Van Gogh’s Bedrooms</a><span style="text-align: start;"> (Las habitaciones de Van Gogh) que s</span>e prolongará hasta el 10 de mayo de 2016.<span style="text-align: start;"> </span>La instalación ha sido construida para dicha exposición, que expone los tres de cuadros antedichos sobre su espacio doméstico creados entre 1888 y 1889 y además cuenta con aproximadamente 36 obras del artista. Si se desea más información sobre el dormitorio de Van Gogh en el Instituto de Arte puede consultarse la página de Facebook e Instagram de Chicago <a href="https://www.instagram.com/artinstitutechi/">aquí</a>. </div>
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<span style="font-family: inherit;">Moving the art viewing experience from a linear surface to a three-dimensional environment, the </span><a href="http://www.artic.edu/" style="font-family: inherit;">Art Institute of Chicago</a><span style="font-family: inherit;"> is launching an interactive experience alongside their latest exhibition—entry to a full-size replica of Van Gogh’s painting </span><a href="https://en.wikipedia.org/wiki/Bedroom_in_Arles" style="font-family: inherit;">The Bedroom</a><span style="font-family: inherit;">. The room, </span><a href="https://www.airbnb.com/rooms/10981658?utm_source=facebook&utm_medium=social&utm_content=02-09&utm_campaign=vangoghbnb" style="font-family: inherit;">available on AirBnB starting today</a><span style="font-family: inherit;">, includes all the details of the original painting, arranged in haphazard alignment to imitate the original room.</span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">The installation was built to celebrate the exhibition “</span><a href="http://www.artic.edu/exhibition/van-goghs-bedrooms" style="font-family: inherit;">Van Gogh’s Bedrooms</a><span style="font-family: inherit;">,” a show which centers around </span><a href="https://en.wikipedia.org/wiki/Bedroom_in_Arles" style="font-family: inherit;">three paintings of his domestic space</a><span style="font-family: inherit;"> he created from 1888 to 1889. The exhibition also serves as the first time the paintings will exist within the same space in North America. The first of the three paintings was produced shortly after moving into his “Yellow House” in Arles, France, yet suffered water damage soon after its completion. Van Gogh painted two other versions of the paintings to preserve the composition, one while at an asylum in Saint-Rémy in 1889 and the other as a present for his mother and sister.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Visitors will experience an immersive journey back to Van Gogh’s Yellow House, which is located outside of the museum’s campus in Chicago’s neighborhood of River North. The bedroom runs for just $10 a night and is part of a larger apartment. Dates will be released through the posting monthly and fill up quickly.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">“</span><a href="http://extras.artic.edu/van-gogh-bedrooms" style="font-family: inherit;">Van Gogh’s Bedrooms</a><span style="font-family: inherit;">” features approximately 36 works by the artist and will run through May 10, 2016. Make sure to keep updated on new listings for Van Gogh’s bedroom on the Art Institute of Chicago’s </span><a href="https://www.facebook.com/artic/?fref=ts" style="font-family: inherit;">Facebook</a><span style="font-family: inherit;"> and Instagram page </span><a href="https://www.instagram.com/artinstitutechi/" style="font-family: inherit;">here</a><span style="font-family: inherit;">.</span></span></div>
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Colossal: <a href="http://www.thisiscolossal.com/2016/02/van-gogh-room-airbnb/" style="font-family: inherit;">The Art Institute of Chicago Recreates Van Gogh’s Famous Bedroom to be Rented on Airbnbby Kate Sierzputowski on February 9, 2016</a><br />
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Como regalo este trailer de la película de animación <a href="http://www.thisiscolossal.com/2016/02/loving-vincent-trailer/">‘Loving Vincent,’</a>:<br />
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<iframe allowfullscreen="" frameborder="0" height="394" src="https://www.youtube.com/embed/47h6pQ6StCk" width="700"></iframe>Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-91019276514520710572016-03-03T20:55:00.000+01:002016-03-07T20:41:36.524+01:00Del Divisionismo al Futurismo. El arte italiano de la modernidad<div style="text-align: justify;">
"Nosotros somos la última luz de un ocaso y seremos, tras una larga noche, el alba del porvenir."</div>
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Giovanni Segantini. </div>
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Nacido de las mismas fuentes teóricas que están en el origen del puntillismo en Francia, el divisionismo es un movimiento autónomo, que entiende las nuevas investigaciones sobre la luz-color y sobre la división de los tonos, como un medio sometido al mensaje de la obra. Centrado en la representación de temas "modernos", el divisionismo nos muestra además su relación con el simbolismo.<img height="511" src="https://s-media-cache-ak0.pinimg.com/564x/e4/38/63/e438637ecc0cf5233ed871d60e6f880b.jpg" width="640" /></div>
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Esta nueva poética sentará las bases para el movimiento futurista que irrumpe con fuerza en el panorama del arte italiano desde 1909, convirtiéndose en uno de los movimientos de vanguardia por excelencia. La presente muestra propone examinar de forma exhaustiva las relaciones que entre ambas corrientes se establecen: un diálogo entre dos generaciones que define el nacimiento de la pintura moderna en Italia. </div>
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Fueron solo veinte años los que mediaron entre la gestación del <a href="http://masdearte.com/movimientos/divisionismo/">divisionismo</a> italiano (el movimiento tuvo allí sus orígenes, fundamentalmente en Milán, antes que en Francia) y la irrupción del <a href="http://masdearte.com/movimientos/futurismo/">futurismo</a> y su amor por la velocidad y el dinamismo que tanto tiene que ver con la cultura de hoy y nuestra forma de vida. Solo veinte años en los que Italia dejó atrás algo más que el s XIX: el país, recientemente unificado, se encontraba ávido de nuevos lenguajes que lo distanciaran de su pasado y lo integraran en el mundo moderno y también en la esfera artística internacional.</div>
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Pese a la brevedad del periodo, no es fácil trazar un camino coherente que marque el camino entre la pintura italiana de mediados del s XIX y el nacimiento de las vanguardias, y ese es el objetivo de la muestra “Del divisionismo al futurismo. El arte italiano hacia la modernidad”, que a partir del 17 de febrero puede verse en las salas de exposiciones de la <a href="http://www.fundacionmapfre.org/fundacion/es_es/">Fundación MAPFRE</a> en Recoletos y que ha sido organizada en colaboración con el MART, el Museo d´Arte Moderna e Contemporanea di Trento e Rovereto, al que la exhibición viajará cuando finalice en Madrid.</div>
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El divisionismo italiano mantuvo el mismo principio de descomposición del color bajo la incidencia de la luz que otras vanguardias (pensamos en el <a href="http://masdearte.com/movimientos/puntillismo/">puntillismo</a>), pero lo llevó hacia un camino distinto, y en sus obras quizá sea especialmente perceptible la vibración de las tonalidades. Esta nueva y científica manera de pintar, aséptica frente a la exaltación <a href="http://masdearte.com/movimientos/romanticismo/">romántica</a> del sentimiento y lo subjetivo, se dotó de trascendencia al ponerse al servicio, tras una etapa inicial en la que predominaron los paisajes, de la denuncia social y el compromiso con las clases menos favorecidas. La nueva técnica les permitía mostrar con un enfoque analítico las desigualdades, aunque no solo: también asuntos universales, como el amor y la muerte.</div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="text-align: start;">Giuseppe Mentessi. Lacrime, 1898. Pinacoteca Fondazione Cassa di Risparmio di Tortona, Tortona</span></span></td></tr>
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Siguiendo los principios de los nuevos tratados de composición cromática, los divisionistas se sirvieron de los colores puros para resaltar la luminosidad de sus obras. Generaron controversia: muchos juzgaron excesiva esa luz y criticaron el aspecto mórbido y enfermizo de esa pintura “de puntitos”.</div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Helvetica, Arial, 'Droid Sans', sans-serif; line-height: 20px; text-align: start;"><span style="font-size: xx-small;">Giacomo Balla. Compenetrazione iridescente n. 4. Mart. Museo di Arte Moderna e Contemporanea di Trento e Rovereto, Rovereto. Depósito de colección particular</span></span></td></tr>
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Hablando del amor, la muerte y las ideas, el <a href="http://masdearte.com/movimientos/simbolismo/">Simbolismo</a>, movimiento entonces en boga internacionalmente, fue conducido en Italia hacia un nuevo desarrollo: hacia la abstracción. Atendiendo a ambas tendencias, la que conduce al compromiso social y la que nos lleva a la abstracción, la pintura italiana fue dotándose del dinamismo y la fuerza que provocarían, en natural evolución, la llegada del futurismo. Este no puede entenderse sin aquel: las vibraciones de luz y color y las líneas partidas desembocan en el futurismo, que implica ruptura pero que no pudo nacer sin raíces.</div>
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Ese es uno de los grandes valores de la muestra, pero otro no menor es la posibilidad de reflexionar, a partir de ella, sobre el modo en que las vanguardias han dejado un fuerte poso en nuestra forma de vida y en la importancia que hoy concedemos a la novedad permanente, convertida ya en virtud.</div>
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Tras la muestra que MAPFRE dedicó en 2013 a los macchiaioli, este proyecto entra en la línea emprendida entonces por esta institución de trazar la historia del arte italiano moderno. También, como ha subrayado Fernando Mazzocca, uno de los comisarios, tiene en Madrid su entorno perfecto: en el Museo del Prado y en el Palacio Real podemos adentrarnos en la tradición italiana anterior.</div>
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<strong style="line-height: 1.42857em;">LA EXPOSICIÓN EN CINCO OBRAS CLAVE</strong></div>
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<a href="https://www.evernote.com/shard/s279/res/2b38773e-d0e3-4f88-93eb-10683fc5b340.jpg?resizeSmall&width=700" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Angelo Morbelli. Alba, 1891. Museu Nacional d’Art de Catalunya, Barcelona" border="0" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/2b38773e-d0e3-4f88-93eb-10683fc5b340.jpg?resizeSmall&width=700" name="2b38773e-d0e3-4f88-93eb-10683fc5b340" src="https://www.evernote.com/shard/s279/res/2b38773e-d0e3-4f88-93eb-10683fc5b340.jpg?resizeSmall&width=700" style="border: 0px; cursor: move; height: auto; margin-top: 0.714285em; max-width: 100%; padding: 0px;" /></a></div>
<span style="font-size: small;"><span style="font-family: inherit;"><span style="line-height: 1.42857em;"><span style="font-family: Helvetica, Arial, 'Droid Sans', sans-serif; font-size: 14px; line-height: 20px; text-align: start;">Angelo Morbelli. Alba, 1891. Museu Nacional d’Art de Catalunya, Barcelona</span></span></span></span><br />
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Alba</em>, Angelo Morbelli. Se expuso en la Triennale di Brera de Milán en 1891, primera exposición importante del divisionismo, y muestra ya un lenguaje científico fundamentado en el estudio de los efectos lumínicos sobre el color. Es ejemplo claro de aplicación de los estudios de Grubicy de Dragon sobre descomposición de los colores en la representación del paisaje, en la que también trabajarían Segantini o Previati. No os perdáis tampoco las vistas alpinas de Emilio Longoni.</div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Riflessioni di un affamato</em>. Emilio Longoni. Como Morbelli, Pellizza, Sottocomola y Mentessi, Emilio Longoni se fijó en sus obras en las condiciones de vida de los marginados. Esta pintura se publicó en <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Lotta di clase</em>, el periódico oficial entonces del partido socialista italiano, y su autor fue acusado de “instigación al odio entre las clases”.</div>
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<a data-mce-href="http://masdearte.com/dos/media/n_divisionismo_mapfre3.jpg" href="http://masdearte.com/dos/media/n_divisionismo_mapfre3.jpg" shape="rect" style="border: 0px; clear: right; color: #047ac6; float: right; line-height: 1.42857em; margin-bottom: 1em; margin-left: 1em; margin-top: 0px; padding: 0px; text-align: center;" target="_blank" title="Emilio Longoni. Ghiacciaio, 1905. Colección particular"><img alt="Emilio Longoni. Ghiacciaio, 1905. Colección particular" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/dc523d63-c1b3-45af-8775-272a2013dcf9.jpg?resizeSmall&width=700" height="262" name="dc523d63-c1b3-45af-8775-272a2013dcf9" src="https://www.evernote.com/shard/s279/res/dc523d63-c1b3-45af-8775-272a2013dcf9.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" width="262" /></a><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">L´angelo della vita</em>, Segantini. Este pintor fue uno de los que, aplicados ya los principios científicos divisionistas de la representación de la naturaleza, se acercó al simbolismo siguiendo la estela de las tendencias europeas. Ya había abordado el asunto de la maternidad, uno de sus preferidos, en <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Le due madri</em>, y en esta pieza lo presentó en una transfiguración alegórica evocadora en la que el grupo de la madre con el hijo es sostenido en un gran árbol retorcido situado en el centro de un paisaje de aire fantástico.</div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Artemisia (fanciulla), contraluce</em>, Giacomo Balla. <a data-mce-href="http://masdearte.com/artistas/balla-giacomo/" href="http://masdearte.com/artistas/balla-giacomo/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Balla, Giacomo">Balla</a> ya se había aproximado al puntillismo francés tras viajar a la Exposición Universal de París de 1900, y posteriormente reelaboró la técnica que aprendió de los <a data-mce-href="http://masdearte.com/movimientos/postimpresionismo/" href="http://masdearte.com/movimientos/postimpresionismo/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Postimpresionismo">postimpresionistas</a> con libertad pero sin perder el interés por la captación de la luz natural. Lo mantuvo en el contraste de las figuras a contraluz de esta pintura, en el que aplica al pastel la técnica divisionista en una escena doméstica y de interior.</div>
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<a data-mce-href="http://masdearte.com/dos/media/n_divisionismo_mapfre12.jpg" href="http://masdearte.com/dos/media/n_divisionismo_mapfre12.jpg" shape="rect" style="border: 0px; clear: left; color: #047ac6; float: left; line-height: 1.42857em; margin-bottom: 1em; margin-right: 1em; margin-top: 0px; padding: 0px;" target="_blank" title="Luigi Russolo. Periferia-lavoro, 1910. Colección particular, Erba"><img alt="Luigi Russolo. Periferia-lavoro, 1910. Colección particular, Erba" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/d6ad674e-eb1c-4dc8-a736-af32f249326e.jpg?resizeSmall&width=700" height="262" name="d6ad674e-eb1c-4dc8-a736-af32f249326e" src="https://www.evernote.com/shard/s279/res/d6ad674e-eb1c-4dc8-a736-af32f249326e.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" width="262" /></a><a data-mce-href="http://masdearte.com/dos/media/n_divisionismo_mapfre10.jpg" href="http://masdearte.com/dos/media/n_divisionismo_mapfre10.jpg" shape="rect" style="border: 0px; clear: right; color: #047ac6; float: right; line-height: 1.42857em; margin-bottom: 1em; margin-left: 1em; margin-top: 0px; padding: 0px;" target="_blank" title="Umberto Boccioni. Nudo di spalle (Controluce), 1909. Mart. Museo di Arte Moderna e Contemporanea di Trento e Rovereto, Rovereto. Colección L. F."><img alt="Umberto Boccioni. Nudo di spalle (Controluce), 1909. Mart. Museo di Arte Moderna e Contemporanea di Trento e Rovereto, Rovereto. Colección L. F." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/f29514a0-7ff5-4e2f-900e-7416b7ff39dc.jpg?resizeSmall&width=700" height="262" name="f29514a0-7ff5-4e2f-900e-7416b7ff39dc" src="https://www.evernote.com/shard/s279/res/f29514a0-7ff5-4e2f-900e-7416b7ff39dc.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" width="262" /></a></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Construzione spiralica</em>, Umberto Boccioni. <a data-mce-href="http://masdearte.com/artistas/boccioni-umberto/" href="http://masdearte.com/artistas/boccioni-umberto/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Boccioni, Umberto">Boccioni</a> también empezó a trabajar el espacio pictórico a través de la fragmentación de objetos tras viajar a París en 1911 y conocer allí el <a data-mce-href="http://masdearte.com/movimientos/cubismo/" href="http://masdearte.com/movimientos/cubismo/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Cubismo">cubismo</a> de <a data-mce-href="http://masdearte.com/artistas/braque-georges/" href="http://masdearte.com/artistas/braque-georges/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Braque, Georges">Braque</a> y <a data-mce-href="http://masdearte.com/artistas/picasso-pablo-ruiz/" href="http://masdearte.com/artistas/picasso-pablo-ruiz/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Picasso, Pablo Ruiz">Picasso</a>. En este trabajo logró, bajo esa influencia, el equilibrio entre el dinamismo futurista y los volúmenes descompuestos del cubismo.</div>
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Para recordar los principios del Futurismo, adentraos en la sala donde se recogen las proclamas básicas del Manifiesto de <a data-mce-href="http://masdearte.com/artistas/marinetti-filippo-tomasso/" href="http://masdearte.com/artistas/marinetti-filippo-tomasso/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Marinetti, Filippo Tomasso">Marinetti</a>.</div>
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<span style="font-family: 'Times New Roman'; font-size: small; line-height: normal; text-align: justify;">L</span><span style="font-family: 'Times New Roman'; font-size: small; line-height: normal; text-align: justify;">a exposición ha sido organizada en colaboración con el Mart, Museo di arte moderna e contemporanea di Trento e Rovereto.</span></div>
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<a href="http://exposiciones.fundacionmapfre.org/divisionismoyfuturismo/visita_virtual/visita_virtual.html">Para disfrutar de la Visita virtual. Pincha aquí</a></div>
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<a href="http://exposiciones.fundacionmapfre.org/exposiciones/es/divisionismoyfuturismo/?emv_mid=6323111&emv_rid=17495336686">Del 17 de febrero al 5 de junio de 2016 Sala Fundación MAPFRE Recoletos, Madrid. </a></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-29348494515248290232016-03-03T20:44:00.002+01:002016-03-03T20:44:19.087+01:00JUAN GENOVÉS: HUMANO, MUY HUMANO<div style="border: 0px; line-height: 20px; margin: 0px; padding: 0px;">
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/2fd45a31-7234-4c7b-86e4-d8ce4fc5d6ee.jpg?resizeSmall&width=700" name="2fd45a31-7234-4c7b-86e4-d8ce4fc5d6ee" src="https://www.evernote.com/shard/s279/res/2fd45a31-7234-4c7b-86e4-d8ce4fc5d6ee.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">JUAN GENOVÉS: "El abrazo", 1976</span><div style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">
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<span style="font-family: inherit;">Con ocasión del traslado al Congreso de los Diputados de uno de las obras más emblemáticas de Juan Genovés, “El abrazo”, vuelve a mi memoria el proyecto de hacer una entrada sobre uno de los artistas que mejor representa el compromiso con su entorno histórico desde la década de 1950 hasta hoy.</span></div>
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<span style="font-family: inherit;">“El abrazo” se convirtió en uno de los símbolos de las reivindicaciones democráticas al ser reproducido en un cartel de Amnistía Internacionaldurante la Transición española.</span></div>
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<span style="font-family: inherit;"><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“Es el lugar en el que debe estar, la casa de la democracia española, no debe salir ya del Congreso”</em> Juan Genovés</span><div style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">
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<span style="font-family: inherit;">...Y el otro "Abrazo", hecho escultura en 2003, para homenajear a los abogados laboralistas asesinados en su despacho de Atocha el 24 de enero de 1977. Eran miembros del Partido Comunista de España y de Comisiones Obreras.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/19506872-67d5-49ad-a1a2-1f53f4eb2172.jpg?resizeSmall&width=700" name="19506872-67d5-49ad-a1a2-1f53f4eb2172" src="https://www.evernote.com/shard/s279/res/19506872-67d5-49ad-a1a2-1f53f4eb2172.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">LA IMAGEN COMO TESTIMONIO</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/92702b1f-0739-4e49-9003-bc7b834994ae.jpg?resizeSmall&width=700" name="92702b1f-0739-4e49-9003-bc7b834994ae" src="https://www.evernote.com/shard/s279/res/92702b1f-0739-4e49-9003-bc7b834994ae.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/66da971e-25af-4672-9242-fcf5b767b0a5.jpg?resizeSmall&width=700" name="66da971e-25af-4672-9242-fcf5b767b0a5" src="https://www.evernote.com/shard/s279/res/66da971e-25af-4672-9242-fcf5b767b0a5.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">Genovés representa a los seis jóvenes fusilados el 27 de septiembre de 1975. Tras la última aparición de Franco en la plaza de Oriente, el dictador firma las penas de muerte de terroristas de ETA y del FRAP. Son los últimos terribles coletazos de la dictadura del general Franco, que acabaría como había empezado. Franco y su gobierno firman las condenas.</span></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/d4a6f989-cee4-4e3f-8905-312b225571aa.jpg?resizeSmall&width=700" name="d4a6f989-cee4-4e3f-8905-312b225571aa" src="https://www.evernote.com/shard/s279/res/d4a6f989-cee4-4e3f-8905-312b225571aa.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/9aa3ab8f-180d-4f7c-954d-d60e632c5160.jpg?resizeSmall&width=700" name="9aa3ab8f-180d-4f7c-954d-d60e632c5160" src="https://www.evernote.com/shard/s279/res/9aa3ab8f-180d-4f7c-954d-d60e632c5160.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">El arte es compromiso con la vida y con el hombre, reflejo del ánimo más íntimo del ser humano que se exterioriza a través de formas, gestos, colores, texturas, del dinamismo de las líneas… y se hace expresivo ante una mirada atenta.</span></span></div>
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<span style="font-family: inherit;">A veces se muestra como un verdadero grito que intenta alertar a los espectadores y hacerles reaccionar con su impacto. Hemos sido testigos de estos "gritos" que siguen vivos en la memoria colectiva incluso en una parte de la sociedad ajena al arte.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/33af33f3-8b2b-43ae-96f9-cc0a7ba55a2c.jpg?resizeSmall&width=700" name="33af33f3-8b2b-43ae-96f9-cc0a7ba55a2c" src="https://www.evernote.com/shard/s279/res/33af33f3-8b2b-43ae-96f9-cc0a7ba55a2c.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><span style="line-height: 1.42857em;">La obra de Juan Genovés es toda ella un grito: de rechazo al represivo régimen franquista, de esperanza en la transición y siempre, hasta hoy, frente a la injusticia.</span><span style="line-height: 1.42857em;"> </span></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">Alberti realiza una síntesis poética que define el mensaje que Genovés nos lanza a través de sus obras. Feliz convergencia de las distintas artes.</span></span></div>
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<span style="font-family: inherit;"><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“Los cuadros de Genovés son una mirilla de teleobjetivo dirigida contra una anónima masa humana, sujeta a un orden coercitivo de terror.”</em> ALBERTI</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/d0b8af16-9544-4b25-a3fd-37c0f705be9c.jpg?resizeSmall&width=700" name="d0b8af16-9544-4b25-a3fd-37c0f705be9c" src="https://www.evernote.com/shard/s279/res/d0b8af16-9544-4b25-a3fd-37c0f705be9c.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">"La pintura puede representar objetos que existen uno junto a otro en el espacio, y la poesía objetos que se suceden uno a otro en el tiempo"</em>.LESSING</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/553a4ad3-8c24-4a0d-b232-3610f6f15fbc.jpg?resizeSmall&width=700" name="553a4ad3-8c24-4a0d-b232-3610f6f15fbc" src="https://www.evernote.com/shard/s279/res/553a4ad3-8c24-4a0d-b232-3610f6f15fbc.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">La historia reciente de España está viva en el arte de Juan Genovés. Sus obras se han convertido en símbolos de la democracia y su arte siempre busca el compromiso. El artista ha insistido en que ser "político" es inseparable del papel del individuo en la sociedad. Ello le lleva a hacer protagonistas de sus obras al individuo y la multitud. Es un arte sugerente que quiere hacer cómplice al espectador.</span></span></div>
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<span style="font-family: inherit;"> <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“El motor de mi obra ha sido el miedo”</em> <br clear="none" /><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">"Mis personajes huyen hacia cualquier espacio donde haya un poco de armonía, donde haya un ideal de justicia"</em> GENOVÉS</span><div style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/4ff35164-caf6-4675-b9d0-71d6c858a1cd.jpg?resizeSmall&width=700" name="4ff35164-caf6-4675-b9d0-71d6c858a1cd" src="https://www.evernote.com/shard/s279/res/4ff35164-caf6-4675-b9d0-71d6c858a1cd.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Uno de sus temas recurrentes son las multitudes en fuga. </span></div>
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<span style="font-family: inherit;">El color evolucionó desde el gris que dominó en sus primeros trabajos hasta la explosión cromática de las últimas etapas de su obra. En cuanto a la composición trata de equilibrar la representación del grupo con el detalle individual. </span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/34af0fb0-0172-471f-87df-2c5b8a2f1c9e.jpg?resizeSmall&width=700" name="34af0fb0-0172-471f-87df-2c5b8a2f1c9e" src="https://www.evernote.com/shard/s279/res/34af0fb0-0172-471f-87df-2c5b8a2f1c9e.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">GENOVÉS: "Cesura", 2013</span></div>
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<span style="font-family: inherit;">creaciones son obras abiertas a la libre interpretación del espectador. Sus contenidos pueden llevarnos a distintos lugares en tiempo y espacio porque trata de problemas universales.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/3ed3c3f7-22cc-4db1-9992-2b81ba021347.jpg?resizeSmall&width=700" height="400" name="3ed3c3f7-22cc-4db1-9992-2b81ba021347" src="https://www.evernote.com/shard/s279/res/3ed3c3f7-22cc-4db1-9992-2b81ba021347.jpg?resizeSmall&width=700" style="border: 0px; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" width="298" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Linde", 2012</span></td></tr>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">Al mismo tiempo que recibe uno de los premios más importantes en el mundo del arte es despreciado por los representantes del régimen franquista.</span></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/f9ea9487-6205-4a7e-87b0-8700622542be.jpg?resizeSmall&width=700" name="f9ea9487-6205-4a7e-87b0-8700622542be" src="https://www.evernote.com/shard/s279/res/f9ea9487-6205-4a7e-87b0-8700622542be.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<a data-mce-href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZq7qu-Mpt6g84K5y8mcnKTPIbqZ71RilLin6C0hbLWMq4zIc0obqdpEfQZAbNDyoj_b_CtkqVwekCGiEAuJznTEjRxbFD5FFH6JUrCP1ECDjQFlFbGUqautxwZOoOs3c7N-H_LntO/s1600/TITULO.jpg" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZq7qu-Mpt6g84K5y8mcnKTPIbqZ71RilLin6C0hbLWMq4zIc0obqdpEfQZAbNDyoj_b_CtkqVwekCGiEAuJznTEjRxbFD5FFH6JUrCP1ECDjQFlFbGUqautxwZOoOs3c7N-H_LntO/s1600/TITULO.jpg" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/e335291a-bd0a-41ae-8a50-a84f3e1c27f3.jpg?resizeSmall&width=700" height="50" name="e335291a-bd0a-41ae-8a50-a84f3e1c27f3" src="https://www.evernote.com/shard/s279/res/e335291a-bd0a-41ae-8a50-a84f3e1c27f3.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" width="400" /></span></a></div>
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<span style="font-family: inherit;"><img alt="Exposición de Juan Genovés. Foto: Pedro Hernández" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/5b00d19c-0ab7-4b95-ba35-4c8241d02d4c.jpg?resizeSmall&width=700" name="5b00d19c-0ab7-4b95-ba35-4c8241d02d4c" src="https://www.evernote.com/shard/s279/res/5b00d19c-0ab7-4b95-ba35-4c8241d02d4c.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: “Fila truncada”, 1969</span></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/ef5aec26-2b76-40f9-aab4-16e50f51e5a0.jpg?resizeSmall&width=700" name="ef5aec26-2b76-40f9-aab4-16e50f51e5a0" src="https://www.evernote.com/shard/s279/res/ef5aec26-2b76-40f9-aab4-16e50f51e5a0.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Los que corren", 1969</span></td></tr>
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<span style="font-family: inherit;"><span style="line-height: 1.42857em;">En las décadas de los años sesenta y setenta define su estilo más personal con la creación de imágenes de influencia fotográfica y fílmica, en la línea del arte Pop. Imágenesproporcionadas por los medios de comunicación de masas.</span><span style="line-height: 1.42857em;"> </span></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">En ellas se advierte una clara intención crítica ante los acontecimientos políticos del momento. Se relaciona con los movimientos de oposición al régimen franquista. </span></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/330b619a-c526-411a-9ad1-bb58c85e5184.jpg?resizeSmall&width=700" name="330b619a-c526-411a-9ad1-bb58c85e5184" src="https://www.evernote.com/shard/s279/res/330b619a-c526-411a-9ad1-bb58c85e5184.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/cf3dc2ed-40db-4a45-9365-7605c72df191.jpg?resizeSmall&width=700" name="cf3dc2ed-40db-4a45-9365-7605c72df191" src="https://www.evernote.com/shard/s279/res/cf3dc2ed-40db-4a45-9365-7605c72df191.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Atracción", 2008</span></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/aec070a4-bef8-4eb7-b4e8-6a3c1b44af20.jpg?resizeSmall&width=700" name="aec070a4-bef8-4eb7-b4e8-6a3c1b44af20" src="https://www.evernote.com/shard/s279/res/aec070a4-bef8-4eb7-b4e8-6a3c1b44af20.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/b418648d-a7bd-4ac4-86d0-45f69b83e254.jpg?resizeSmall&width=700" name="b418648d-a7bd-4ac4-86d0-45f69b83e254" src="https://www.evernote.com/shard/s279/res/b418648d-a7bd-4ac4-86d0-45f69b83e254.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
<span style="font-family: inherit;">GENOVÉS: "Orillas", 2009</span></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/2b18c1eb-9161-4fa6-8d87-9c4a97cad22e.jpg?resizeSmall&width=700" name="2b18c1eb-9161-4fa6-8d87-9c4a97cad22e" src="https://www.evernote.com/shard/s279/res/2b18c1eb-9161-4fa6-8d87-9c4a97cad22e.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Palenque", 2009</span><div style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">
<span style="font-family: inherit;">“Pero lo más importante es el juego espacial, ese moverse sin moverse, ese moverse quieto, ese misterio tan maravilloso que permite que le des movimiento a algo estáticoGENOVÉS</span></div>
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<span style="font-family: inherit;"><img alt="Juan Genovés" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/94522398-c301-4f0f-b0cc-fa71fc1746ce.jpg?resizeSmall&width=700" name="94522398-c301-4f0f-b0cc-fa71fc1746ce" src="https://www.evernote.com/shard/s279/res/94522398-c301-4f0f-b0cc-fa71fc1746ce.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><span style="font-family: inherit;">“Necesito la vibración del ser humano sobre el lienzo”. GENOVÉS</span></em></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/8fbebe42-7a81-4735-a384-9caa19119086.jpg?resizeSmall&width=700" name="8fbebe42-7a81-4735-a384-9caa19119086" src="https://www.evernote.com/shard/s279/res/8fbebe42-7a81-4735-a384-9caa19119086.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Cuatro caminos", 2006</span></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/df4c996c-0cf0-4094-b847-9242fc8ada46.jpg?resizeSmall&width=700" name="df4c996c-0cf0-4094-b847-9242fc8ada46" src="https://www.evernote.com/shard/s279/res/df4c996c-0cf0-4094-b847-9242fc8ada46.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Vetas", 2009</span></td></tr>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">En los lienzos hay de todo: botones, cuerdas, alambres...</span></span></div>
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<span style="line-height: 1.42857em;"><span style="font-family: inherit;">Hombres solos a base de encolados de ropas viejas y pintura y, por otro, multitudes, que no masas: imágenes de muchedumbres que se desplazan, en distintas direcciones, por el espacio del cuadro y que, por su pequeñez, el espectador se ve obligado a contemplar desde la distancia y a vista de pájaro.Cada miembro de estas multitudes cuenta y no hay dos iguales, pero todos forman parte a su vez de algo más grande que el individuo.</span></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/78386468-e2ab-482f-938f-a90d02c951ba.jpg?resizeSmall&width=700" name="78386468-e2ab-482f-938f-a90d02c951ba" src="https://www.evernote.com/shard/s279/res/78386468-e2ab-482f-938f-a90d02c951ba.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Brecha", 2012</span></td></tr>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/730f3c05-0f68-4c49-8e05-d3fc2ce1c982.jpg?resizeSmall&width=700" name="730f3c05-0f68-4c49-8e05-d3fc2ce1c982" src="https://www.evernote.com/shard/s279/res/730f3c05-0f68-4c49-8e05-d3fc2ce1c982.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/9d3ed6bf-fa01-44a5-bfcf-f16acd8c573f.jpg?resizeSmall&width=700" name="9d3ed6bf-fa01-44a5-bfcf-f16acd8c573f" src="https://www.evernote.com/shard/s279/res/9d3ed6bf-fa01-44a5-bfcf-f16acd8c573f.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/198d1f0f-47ad-4bed-bde0-6c40885803b5.jpg?resizeSmall&width=700" name="198d1f0f-47ad-4bed-bde0-6c40885803b5" src="https://www.evernote.com/shard/s279/res/198d1f0f-47ad-4bed-bde0-6c40885803b5.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/5bdb4106-d576-4251-a2ee-e75725b57d15.jpg?resizeSmall&width=700" name="5bdb4106-d576-4251-a2ee-e75725b57d15" src="https://www.evernote.com/shard/s279/res/5bdb4106-d576-4251-a2ee-e75725b57d15.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">GENOVÉS: "Scale", 2015</span></td></tr>
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<span style="font-family: inherit;"><em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Cuando se expuso en Valencia, en mi tierra, había una señora que estaba mirando un cuadro todo el tiempo y fui hablar con ella. Le dije que era el pintor, que estaba intrigado, y me contestó: «Estoy segura de que yo estoy ahí y me estaba buscando a ver quien soy». Y me pareció muy bonito, no me lo dijo a mí, sino a la pintura. Me parece muy grande que alguien pueda buscarse en la pintura, si en la pintura no hay búsqueda no hay pintura.</em> GENOVÉS</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/5be4d1d0-71ee-4f36-95d1-5743ee4f0ef8.jpg?resizeSmall&width=700" name="5be4d1d0-71ee-4f36-95d1-5743ee4f0ef8" src="https://www.evernote.com/shard/s279/res/5be4d1d0-71ee-4f36-95d1-5743ee4f0ef8.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Los últimos años su obra ha dado un giro hacia la investigación del movimiento estático en la pintura, la multitud se ha convertido en la referencia para hablar del problema de la pintura y el ritmo visual.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/4062bb0b-e243-4353-a846-63c8a2ef034f.jpg?resizeSmall&width=700" name="4062bb0b-e243-4353-a846-63c8a2ef034f" src="https://www.evernote.com/shard/s279/res/4062bb0b-e243-4353-a846-63c8a2ef034f.jpg?resizeSmall&width=700" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><span style="font-family: inherit;">“La ingenuidad hay que cultivarla porque sirve para crear y también para luchar.</span></em></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><span style="font-family: inherit;">En medio de esta sociedad de listos yo me quedo con el interrogante y la duda. La ingenuidad te mantiene joven.” </span></em></div>
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<span style="font-family: inherit;">Publicado </span><span style="font-family: Helvetica, Arial, Droid Sans, sans-serif; font-size: 14px;">en </span><a data-mce-href="http://arelarte.blogspot.com.es/2016/02/juan-genoves-humano-muy-humano.html" href="http://arelarte.blogspot.com.es/2016/02/juan-genoves-humano-muy-humano.html" shape="rect" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; color: #047ac6; font-family: Helvetica, Arial, 'Droid Sans', sans-serif; font-size: 14px; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="permanent link"><abbr style="line-height: 1.42857em;">AREL-ARTE</abbr></a></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-44150641017203027152016-02-20T21:05:00.000+01:002016-02-20T21:05:05.865+01:00Visita virtual al Machu Picchu ( XII )<div style="text-align: justify;">
Machu Picchu o «Montaña Vieja» es el nombre contemporáneo que se da a un antiguo poblado incaica construido a mediados del siglo XV en la cordillera Central, al sur del Perú, a 2490 msnm.</div>
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Machu Picchu habría sido una de las residencias de descanso de Pachacútec, noveno gobernante del estado Inca, y también habría tenido un importante uso como centro sagrado o santuario religioso, aunque se desconoce su función originaria exacta. La ciudad fue erigida, habitada y abandonada en menos de cien años.</div>
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El 24 de julio de 1911, el explorador norteamericano Hiram Bingham localizó sus ruinas y desde 1983 Machu Picchu está incluida en la Lista del Patrimonio de la Humanidad de la Unesco:</div>
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<a href="http://www.machupicchu360.org/machu-picchu/visita-virtual-360-machu-picchu/">Para visitarla pincha aquí</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-32973899308415165902016-02-20T21:02:00.000+01:002016-02-20T21:02:02.131+01:00Visita virtual a la Villa galo-romana de Loupian, Francia ( XI ).<div style="text-align: justify;">
<span style="font-family: inherit;">La villa galo-romana de Loupian está situada al sur de Francia, en el departamento de Hérault, sobre la pendiente de un pequeño valle de la cuenca del Thau. En su origen, se trataba de una villa agrícola, próxima a la Via Domitia, que entre los siglos I y II d.C. se transformó en un gran centro de producción vinícola y alfarera. De hecho, la bodega tenía capacidad para 1.500 hectolitros de vino, almacenado en grandes tinajas o dolias.</span></div>
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<span style="font-family: inherit;">Durante el Bajo Imperio, la villa fue completamente modificada, convirtiéndose en un pequeño palacio cuyo suelo fue decorado ricamente con destacados mosaicos polícromos.</span></div>
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<span style="font-family: inherit;"><a href="http://www.villa.culture.fr/index.php?lang=en#/en/annexe/pano_intro/t=Virtual%20visit">Para visitarla pincha aquí:</a></span></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-12480749487148578462016-02-08T18:14:00.002+01:002016-02-08T18:14:30.967+01:00Amphitheatrum Flavium Romae a vista de dron<div id="fb-root">
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<span style="font-family: inherit;">El Amphitheatrum Flavium Romae fue construido en siglo I D.C en honor a la <a href="https://es.wikipedia.org/wiki/Dinast%C3%ADa_Flavia">Dinastía Flavia</a>, su construcción comenzó entre el 70 y el 72 D.C. y se concluyó en el 80 D.C. Pronto comenzaron a llamarle Colosseum, debido a una estatua cercana a él (y que no ha llegado a nuestros días) llamada el Coloso de Nerón que el emperador puso allí para adornar el vestíbulo de la Domus Aurea y que diseñada por el arquitecto griego Zenodorus representaba a Nerón desnudo con el porte de Sol-Helios. </span></div>
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<span style="font-family: inherit;">Tenía un aforo para 12.000 espectadores, que podían asistir a los espectáculos distribuidos entre sus ochenta filas de gradas. Cuanto más cerca de la Arena, más importante era el espectador. Así, el Emperador y los senadores lindaban con la arena, mientras que cuanto más arriba se sentaba, más humilde era la condición del espectador. </span></div>
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<a href="http://revistadehistoria.es/wp-content/uploads/2016/01/Coliseo_de_roma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Amphitheatrum Flavium Romae a vista de dron" border="0" src="http://revistadehistoria.es/wp-content/uploads/2016/01/Coliseo_de_roma.jpg" height="261" width="640" /></a></div>
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<span style="font-family: inherit;">Las celebraciones por</span><span style="font-family: inherit;"> su inauguración duraron cien días, con innumerables combates de gladiadores y fieras que deleitaron a todo el pueblo de Roma, el cual pudo disfrutar del Amphitheatrum Flavium durante casi 500 años, El emperador Domiciano efectuó obras de mejora durante su mandato, y se celebraron, además de los conocidos combates de gladiadores, grandes cazas de animales, naumaquias ( </span><a href="http://revistadehistoria.es/las-naumaquias-el-cine-belico-de-la-roma-antigua/" style="font-family: inherit;">leer artículo relacionado</a><span style="font-family: inherit;">), ejecuciones y representaciones de obras de teatro. Los últimos juegos conocidos se celebraron en el siglo VI, ya que aunque el Imperio Romano de Occidente ya había caído, los bizantinos lo siguieron utilizando.</span></div>
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<span style="font-family: inherit;"><br /><br />Poco se puede decir ya del Amphitheatrum Flavium, uno de los monumentos mas famosos de la Antiguedad, por lo que hoy os dejamos un estupendo vídeo del mismo rodado desde la cámara de un dron, digno de ver.</span><br />
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<a href="https://www.facebook.com/Fanpage.it.Roma/videos/749265238500123/">Il Colosseo ripreso dal drone</a><br />
Le incredibili ed imponenti immagini del Colosseo riprese dal drone. Riprese effettuate da Mauro Sciambi.Segui Roma Fanpage.it<br />
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Posted by <a href="https://www.facebook.com/Fanpage.it.Roma/">Roma Fanpage.it</a> on Sábado, 13 de diciembre de 2014<br />
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<span style="font-family: inherit; line-height: 1.111em;">Vía </span><a href="http://revistadehistoria.es/etiqueta/amphitheatrum-flavium/" style="font-family: inherit;">Revista de historia</a><span style="font-family: inherit;">, </span><a href="http://revistadehistoria.es/etiqueta/coliseo/" style="font-family: inherit;">Coliseo</a><span style="font-family: inherit;">, </span><a href="http://revistadehistoria.es/etiqueta/roma/" style="font-family: inherit;">Roma</a><span style="font-family: inherit;"> Publicado el 25/01/2016</span><br />
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<blockquote cite="https://es-es.facebook.com/Fanpage.it.Roma/videos/749265238500123/">
<a href="https://es-es.facebook.com/Fanpage.it.Roma/videos/749265238500123/">Il Colosseo ripreso dal drone</a><br />
Le incredibili ed imponenti immagini del Colosseo riprese dal drone. Riprese effettuate da Mauro Sciambi.
Segui Roma Fanpage.it<br />
Posted by <a href="https://www.facebook.com/Fanpage.it.Roma/">Roma Fanpage.it</a> on Sábado, 13 de diciembre de 2014</blockquote>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-2197496722898293162016-02-07T18:02:00.004+01:002016-02-07T18:02:56.870+01:00El fenómeno de El Niño. Ahora El Niño Godzilla<div style="text-align: justify;">
<span style="font-family: inherit;">Y es que los norteamericanos ya lo han bautizado. Godzilla. No hay manera de que hagan algo sin darle una impronta sensacionalista cuando se trata de magnificar cosas en la tele. Así es como suena un fenómeno natural, el de El Niño, que este año va a ser, según todo pronóstico, el más intenso desde que hay registros científicos de él. Incluso mayor que otros como el de 1997/98, o el de 1982/83, que fueron muy intensos y llevaron de cabeza a varios países por los fenómenos meteorológicos asociados al cambio brusco en las masas de agua del Pacífico.</span></div>
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<span style="font-family: inherit;">Empecemos por el principio, para no liarnos demasiado. ¿Qué es El Niño? Los pescadores peruanos, siglos atrás, identificaron una anomalía térmica en las aguas costeras entre diciembre y marzo (verano austral, aunque es pleno periodo navideño, de ahí el nombre), que transformaba las comunidades biológicas y reducía las capturas de muchos peces, crustáceos y moluscos de forma drástica. El Niño se produce cuando los fuertes vientos paralelos a la costa que arrastran las aguas costeras hacia mar adentro en la vertiente pacífica de América del Sur se debilitan, permitiendo la llegada de una gran lengua de agua caliente proveniente de la zona de Indonesia y transportada como onda de Kelvin. Estas ondas se producen por un cambio en la temperatura del agua que induce al desequilibrio (algo parecido a una pendiente). El desenlace es un desplazamiento masivo de agua desde un punto hacia otro hasta encontrar un obstáculo (el continente americano). En otras palabras, una corriente gigantesca llega desde el oeste del Pacífico y choca en las costas de Perú y Chile. En condiciones normales, son los vientos secos los que provocan el afloramiento de aguas frías muy ricas en nutrientes: desplazan las aguas superficiales desde la costa y en el mar cuando desplazas algo ha de ser sustituido (en este caso por aguas profundas).</span></div>
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<span style="font-family: inherit;">Pero la propagación y llegada de esta onda de Kelvin, de esta inmensa masa de agua caliente —que puede llegar a aumentar hasta ocho grados por encima de su temperatura media— no permite que esas aguas profundas afloren y, por tanto, sus nutrientes nunca llegan a la superficie. El sistema deja de ser alimentado y la producción se transforma, descendiendo de forma considerable. Pero el fenómeno de El Niño tiene muchos más efectos, incluyendo fuertes lluvias en la zona costera de la cordillera andina, extensos incendios en la cuenca amazónica, en Australia o Indonesia debido a las sequías, y una disminución en la frecuencia de los huracanes (aunque pueden aumentar su intensidad, como el Patricia), entre otras anomalías climáticas. Las altas temperaturas del agua tropicalizan en parte los ecosistemas, promoviendo el desplazamiento de especies desde las masas de agua del norte (más tropical) al sur.</span></div>
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<span style="font-family: inherit;">El Niño es un fenómeno natural, vaya esto por delante. Es algo recurrente, con una frecuencia no del todo definida e intensidad variable, que viene produciéndose desde hace decenas de miles de años. No se comprende del todo cómo surge, pero sí que empiezan a tenerse claves de sus repercusiones a nivel planetario. Es algo que ha ido ocurriendo a lo largo de nuestra historia, sin embargo, la intensidad de este año 2015/16 (mayor temperatura del agua, persistencia de la anomalía, sequía en algunas zonas y fuertes lluvias en otras) podría aumentar por efecto del cambio climático y de un nuevo equilibrio térmico en el planeta debido al deshielo del Ártico o al calentamiento de las aguas del Pacífico, cada vez más acelerado a causa de un proceso de retroalimentación positiva. Y digo podría, porque los especialistas no se acaban de poner de acuerdo. Algunos indican que es un fenómeno exacerbado por un planeta que busca un nuevo equilibrio termodinámico, otros, que simplemente es un fenómeno natural que este año será muy intenso pero que sigue patrones ya establecidos con anterioridad. En el fondo, ¿qué más da? Quiero decir, sea o no alimentado por esta carrera hacia un aumento desbocado de la temperatura en el planeta por encima incluso de las previsiones más alarmistas del IPCC (las que están en la parte superior de las curvas mostradas por los modelos que se nos presentan en este informe), el hecho es que ya está impactando de forma drástica muchos lugares, incluso los menos conocidos.</span></div>
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<span style="font-family: inherit;">Voy a dar un ejemplo concreto: en el estado de Ceará, en el noreste de Brasil, llevan cuatro años de sequía. Este lugar es muy peculiar, porque las corrientes oceánicas y una singular orografía lo hacen vulnerable a este tipo de fenómeno. Se considera un lugar semiárido, donde las precipitaciones se dan de forma violenta entre enero y mayo, en una cantidad que no suele exceder los 1000 a 1200 mm al año. Pero no ha llovido estos años y en algunos lugares las reservas de agua en los embalses están a menos de un 10% de su capacidad. Más que probablemente (¡Me encanta cómo los científicos utilizamos a veces las palabras para no acabar de mojarnos!) este invierno-primavera no llueva por la intensidad de El Niño, que afecta de forma directa a esta y otras zonas. Ciudades como Fortaleza, con gran concentración de personas (casi tres millones en la ciudad y alrededores, según las últimas estimaciones demográficas), pueden tener serios problemas de suministro de agua de todo tipo, y una prolongación de la sequía someterá a las autoridades a un verdadero quebradero de cabeza. Podemos vivir sin muchas cosas, pero sin agua ni alimentos es simplemente imposible.</span></div>
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<span style="font-family: inherit;">El estado de Ceará es una de las zonas más secas de Brasil. Campo de fútbol en medio de las dunas, cerca de la costa. Foto: Sergio Rossi.</span></div>
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<span style="font-family: inherit;">Pongamos otro ejemplo, pero esta vez en el otro lado del continente americano y en el mar. La costa sudamericana del Pacífico es una de las áreas más productivas del planeta. Baste decir que de los aproximadamente noventa millones de toneladas de pescado extraídos en 2012, unos siete millones y pico son de anchoveta, producida en estos mares (principalmente frente a las costas del Perú). Dicho esto, es fácil entender por qué una perturbación cíclica como El Niño, que afecta a esta y otras muchas especies, es un fenómeno tan importante aquí. El cambio de temperatura y, sobre todo, el declive en la concentración de nutrientes en las zonas de afloramiento, produce un efecto cascada que transforma de forma radical los ecosistemas. No es solo el hecho de que desaparezcan muchas especies (o bajen a niveles de producción mínimos), sino que, al «tropicalizarse» las aguas, se desplazan durante el fenómeno de El Niño muchas especies desde el norte (o sea desde Centroamérica y Colombia en su lado Pacífico). Las gentes, que viven en gran parte de la pesca industrial y artesanal, están acostumbradas a estos efectos, pero sus consecuencias siguen siendo muy importantes. En el caso de Chile, Perú y Ecuador, las repercusiones en el PIB pueden llegar a ser de hasta un 11-12%, siendo la recuperación muy lenta. En la pesca de la anchoveta antes mencionada (Engraulis ringens), por ejemplo, se puede reducir la captura a menos de un tercio debido a las transformaciones del ecosistema que dejan sin alimento a los peces. Con el fenómeno, falla la dinámica «normal» de reproducción y reclutamiento por falta de alimento. Durante ese periodo de aguas más cálidas y pobres, la anchoveta se alimenta más de zooplancton que de fitoplancton en sus estadios primarios de crecimiento, desapareciendo una gran cantidad de reclutas incapaces de capturar unas presas diluidas por la falta de nutrientes. El de la anchoveta es el caso típico de pesca «explosiva». Perú ha puesto un enorme esfuerzo en su captura, procesamiento y exportación, lo cual no es extraño al llegar a alcanzar en otros tiempos un 25-30% de las ganancias por exportación. En los años cincuenta el país ya estaba preparado para el procesamiento de este pescado, que transformaba sobre todo en harina de pescado y aceite. Como otras grandes pescas pelágicas, el máximo rendimiento se obtuvo en los sesenta, con más de ciento cincuenta plantas especializadas en la elaboración de productos, y alcanzando nada menos que el 18% de las capturas mundiales de pescado y el 50% de la producción de harina de pescado del planeta con casi doce millones de toneladas en su pico más álgido, 1970.</span></div>
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<span style="font-family: inherit;">Cuando estuve colaborando en el proyecto CENSOR sobre el fenómeno de El Niño, estas cifras me confirmaron que el sistema estaba siendo capaz de aguantar una clara sobreexplotación gracias a la riqueza de nutrientes y a la biología de la especie pelágica. Todo el engranaje de pesca funcionaba a pleno rendimiento, pero lo que no rendía al final era el sistema, que se colapsó súbitamente. Se pasó de más de 10 millones de toneladas a principios de los setenta a tan solo 1,3 millones de toneladas en 1973, un orden de magnitud menos. La FAO ya entonces advirtió que debía ser respetado el tope de 9,5 millones de toneladas si no se querían agotar los stocks de anchoveta. Pero la flota peruana se desplazó hacia el sur en busca de nuevos caladeros. Los mazazos sucesivos a la industria los dieron precisamente los siguientes fenómenos de El Niño, especialmente el de 1982-83, cuando miles de personas perdieron sus puestos de trabajo, cerraron decenas de factorías y volvió a caer la producción.</span></div>
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<span style="font-family: inherit;">Sin embargo, los stocks de este animal que forma cardúmenes densísimos se recuperan, y las autoridades aprenden. El IMARPE peruano (institución pesquera de este país) establece cotas máximas de 7-8 millones de toneladas de captura, estabilizándose la producción a partir de 1999. Hoy en día, los productos de la anchoveta peruana proporcionan un 12% de las ganancias por exportación a Perú (unos ochocientos millones de euros) y el Gobierno ha desarrollado desde hace ya bastantes años un programa para que este pescado sea de consumo humano, especialmente en zonas pobres como la sierra del interior del país. Porque el animal que más se captura en este planeta en nuestros océanos se convierte, casi en su totalidad, en harina y aceite para, entre otras cosas, alimentar a otros peces en granjas marinas y lacustres. Recordemos, por otro lado, que esta harina de pescado va directamente a alimentar a otros peces e incluso ganado. Si la producción baja de los siete u ocho millones de toneladas a apenas un millón y medio o dos, podemos estar frente a un problema real de desabastecimiento para gran cantidad de granjas marinas, dulceacuícolas o terrestres.</span></div>
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<span style="font-family: inherit;">La pesca artesanal también se ve muy afectada por el fenómeno, y la insaciable demanda de producto puede poner en jaque a los trabajadores del mar de las costas pacíficas de Sudamérica. Para los pequeños consorcios pesqueros que viven al día a pie de costa en pequeños pueblos las consecuencias son devastadoras. Y no solo por la falta de marisco —como la macha, el erizo de mar o las jaibas— o de peces. También por tener unas condiciones de vida precarias —sin agua corriente, luz o un sistema sanitario de colectores eficiente— que sirven de campo abonado para epidemias como la disentería, el cólera o el dengue, tras las abundantes lluvias en la zona.</span></div>
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<span style="font-family: inherit;">Se calcula que durante El Niño de 1997 y 1998 murieron de forma directa unas veinticinco mil personas a causa de inundaciones, mareas de tormenta o fuertes vientos, pero más de cien millones se vieron afectadas. Unos seis millones tuvieron que desplazarse por culpa de los desastres propiciados por un tiempo violento, que golpeó infraestructuras poco preparadas para el embate. Las pérdidas económicas directas de ese Niño —calculadas por primera vez de forma bastante rigurosa— fueron de treinta y cuatro mil millones de dólares, lo que dejó las economías de los países más afectados muy tocadas.</span></div>
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<span style="font-family: inherit;">Las costas del norte Chile albergan uno de los desiertos más áridos del planeta (al fondo) y, a la vez, una de las productividades marinas mayores del planeta. Foto: Sergio Rossi.</span></div>
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<span style="font-family: inherit;">Como hemos dicho, la anomalía térmica de El Niño y todo el efecto cascada que conlleva es recurrente. Las repercusiones que tiene El Niño en el resto del mundo son complejas y no del todo claras. Hay que entender que, aunque cuando hay un Niño de grandes dimensiones el planeta se ve afectado, las variaciones climáticas locales y otros fenómenos meteorológicos pueden enmascarar sus efectos. En la península ibérica, el último Niño de grandes proporciones, el de 1997 y 1998, tuvo secuelas que ahora, tras varios años de análisis, se consideran efecto directo de aquella anomalía meteorológica.</span></div>
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<span style="font-family: inherit;">Las primaveras en España, cuando se da el fenómeno, son secas y con temperaturas elevadas. En el hemisferio austral es final de verano y principios de otoño y la climatología anómala está en pleno auge. Los veranos se tornan muy revueltos en nuestro país, con fuertes precipitaciones, nevadas fuera de temporada y tormentas frecuentes. Se alcanzan valores de precipitación muy elevados y se desencadenan tormentas de levante otoñales en el Mediterráneo solo registradas una vez cada quince o veinte años. En 1983 y 1997, dos años en los que El Niño se hizo sentir de forma muy pronunciada en la costa pacífica, sus efectos se recuerdan como especialmente borrascosos y fríos en nuestra península. A pesar de las coincidencias, hay equipos de trabajo que no ven clara la relación, atribuyendo las anomalías a fenómenos locales o a variaciones en las condiciones meteorológicas atlánticas, vinculadas solo hasta cierto punto con las del Pacífico sur.</span></div>
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<span style="font-family: inherit;">Se calcula que cada cincuenta años hay uno de considerable virulencia, pero el último de consecuencias especialmente graves fue el de 1997-98. No me salen las cuentas, porque en 1982-83 también provocó a los mencionados colectivos unas fortísimas pérdidas, y ahora se prevén incluso peores. No parece que la mayor intensidad de este fenómeno se produzca solo cada cincuenta años; su fuerte intensidad podría tener, en estos momentos, una frecuencia mayor. La verdad es que no se conoce muy bien su funcionamiento y solo se juega con probabilidades a la hora de acertar en su reaparición. Sabemos, sin embargo, que apareció de forma regular hace unos cuarenta mil años. Los especialistas han podido constatar crecidas de hasta ciento veintitrés metros en zonas aluviales determinadas, con aguas a velocidades mayores de ciento cuarenta kilómetros por hora. Este tipo de fenómenos meteorológicos de extrema violencia concentra su poder en muy poco tiempo y en espacios muy limitados, donde cuencas angostas reúnen caudales imposibles. Según algunos expertos, cada quinientos años aproximadamente se da un mega-Niño, capaz de transformar líneas de costa, provocar sequías muy prolongadas e incluso influir en la supervivencia de asentamientos humanos amplios a causa de hambrunas y catástrofes naturales. El cambio climático no ayuda, y posiblemente este año tengamos un fenómeno especialmente virulento que acabe por perjudicar la economía de los países más afectados. Una vez más el clima es el que nos gobierna, el que nos dicta por dónde van a ir las cosas, y no parece que estemos ayudando mucho a la hora de mantenerlo estable. Intentemos recordar que un «toque de gracia» como El Niño ha podido con estructuras sociales complejas en otros tiempos, y, a pesar de que las cosas han cambiado mucho y sin duda estamos más preparados que nunca para absorber impactos, la situación en general es inestable y podemos estar frente a un panorama cada vez más propicio para migraciones ambientales (que hace tiempo que se están dando) espoleadas por fenómenos como este.</span></div>
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Publicado por <a href="http://www.jotdown.es/author/sergio-rossi/">Sergio Rossi</a> en <a href="http://www.jotdown.es/2016/01/el-nino-godzilla-1/">Jot Down Cultural Magazine</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-16071815197500955572016-01-18T23:13:00.001+01:002016-01-18T23:17:52.723+01:00Anish Kapoor, Rembrandt, Apolo y Marsias. Del arte contemporáneo a las leyendas griegas en 3 pasos<div style="text-align: justify;">
<span style="font-family: inherit;">Tres obras del </span>célebre <span style="font-family: inherit;">artista británico Anish Kapoor se exponen en la Galería de Honor del Rijksmuseum hasta el 6 de marzo de 2016. Los tres relieves pintados creados a partir de multitud de capas de resina de color rojo y blanco y silicona nos evocan imágenes de sangrientos bultos, vigorosos trozos de carne. Estas extraordinarias y viscerales </span>obras <span style="font-family: inherit;">entran en un diálogo visual con algunas de las últimas obras de Rembrandt, expuestas en el propio Museo de Amsterdam tales como La novia judía, Los síndicos pañeros , Tito vestido como un monje y Autorretrato como el apóstol Pablo.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY8nIsRNs2BvPt4XP3CHYXVXTdjD0S7lsduiO0728HUzHMVqqhRHV0jGCHMxdIRAUNckJEkEOepEtoIp6zsJ_gbTuXZf01kaewC5gkOmPsQ3hbEJ8lGUr0hQYjaJi8GZVIniggEWDDJ9Q/s1600/n_kapoor_rijksmuseum.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY8nIsRNs2BvPt4XP3CHYXVXTdjD0S7lsduiO0728HUzHMVqqhRHV0jGCHMxdIRAUNckJEkEOepEtoIp6zsJ_gbTuXZf01kaewC5gkOmPsQ3hbEJ8lGUr0hQYjaJi8GZVIniggEWDDJ9Q/s640/n_kapoor_rijksmuseum.jpg" width="640" /></a></div>
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<span style="background-color: white; font-family: inherit;">Estos relieves suponen el regreso de Kapoor a la pintura: en ellos ha tratado de unir cuerpo y psique -una fisicidad poderosa y el sentido de </span><em style="background-color: white; box-sizing: border-box; font-family: inherit;">tempus fugit</em><span style="background-color: white; font-family: inherit;"> </span><span style="background-color: white; font-family: inherit;">propio de toda naturaleza muerta- y de enlazar con la tradición pictórica de bodegones de Rembrandt,</span><span style="background-color: white; font-family: inherit;"> </span><a href="http://masdearte.com/artistas/soutine-chaim/" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; font-family: inherit; text-decoration: none;" target="_blank" title="Soutine, Chaim">Soutine</a><span style="background-color: white; font-family: inherit;"> </span><span style="background-color: white; font-family: inherit;">y</span><span style="background-color: white; font-family: inherit;"> </span><a href="http://masdearte.com/artistas/bacon-francis/" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; font-family: inherit; text-decoration: none;" target="_blank" title="Bacon, Francis">Bacon</a><span style="background-color: white; font-family: inherit;"> </span><span style="background-color: white; font-family: inherit;">y con asuntos como la violencia, el trauma y la agitación social y política.</span></div>
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<span style="font-family: inherit;">Ya desde los inicios de su trayectoria, Kapoor llevó a cabo trabajos bidimensionales en tinta, acrílico, óleo, gouache, papel o lienzo, sin embargo estas tres obras expuestas en el Rijksmuseum nos recuerdan, más que a esas pinturas de sus comienzos (con las que comparten formato) a instalaciones mecanizadas más recientes como <em style="box-sizing: border-box;">My Red Homeland</em> (2003), <em style="box-sizing: border-box;">Svayambh</em> (2009) o <em style="box-sizing: border-box;">Shooting into the Corner</em>, también de ese mismo año.</span></div>
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<span style="font-family: inherit;">Podemos citar otra referencia más: este proyecto, que Kapoor ha titulado <em style="box-sizing: border-box;">Internal Object in Three Parts</em> muestra el interés de este artista por la mitología griega, en concreto por la historia del sátiro Marsias, que desafió a Apolo, deidad de la música, a un duelo musical que él mismo perdió. ¿Recordáis el final? <b>Tras la derrota, Apolo –cuenta el mito- empaló a Marsias en un árbol y le desolló vivo, de ahí su relación con el buey de Rembrandt y con estos trabajos.</b></span></div>
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<span style="font-family: inherit;">Hay que recordar que a Kapoor siempre le ha interesado entablar relaciones con la antigüedad (no solo griega, también romana, egipcia o india) en su producción y este pasado verano protagonizó en el Palacio de Versalles la mayor muestra presentada en ese lugar hasta la fecha.</span></div>
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<span style="font-family: inherit;">Tampoco es el primer artista contemporáneo en presentar proyectos vinculados a la pintura holandesa pasada en el Rijksmuseum: lo han precedido <a href="http://masdearte.com/artistas/hirst-damien/" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; text-decoration: none;" target="_blank" title="Hirst, Damien">Damien Hirst</a> (2008), <a href="http://masdearte.com/artistas/kiefer-anselm/" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; text-decoration: none;" target="_blank" title="Kiefer, Anselm">Anselm Kiefer</a> (2011), <a href="http://masdearte.com/artistas/auerbach-frank/" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; text-decoration: none;" target="_blank" title="Auerbach, Frank">Frank Auerbach</a> (2013), y Daan Roosegaarde (2014). En la propia colección de este museo de Ámsterdam figuran piezas de Subodh Gupta, Ai Weiwei, Edmund de Waal y Richard Wrigh</span><span style="font-family: "titillium web" , "helvetica" , "arial" , sans-serif; font-size: 15px;">t.</span></div>
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<span style="font-family: inherit;">Three works by the celebrated British artist Anish Kapoor are on show in the Gallery of Honour at the Rijksmuseum until 6 March 2016. The three painted reliefs created from layers of red and white resin and silicone evoke images of bloody, sinewy lumps of meat. These extraordinary visceral works will enter a visual dialogue with Rembrandt’s late works, such as The Jewish Bride, The Syndics, Titus Dressed as a Monk and Self-Portrait as the Apostle Paul.</span></div>
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<span style="font-family: inherit;">Publicado el 15 dic. 2015 by <a class="yt-uix-sessionlink g-hovercard spf-link " data-sessionlink="itct=CC8Q4TkiEwic8b2arrTKAhWBrMIKHVOTCYUo-B0" data-ytid="UCEXuPfYt1M3e8DT1LDeSfVg" href="https://www.youtube.com/channel/UCEXuPfYt1M3e8DT1LDeSfVg" style="background: rgb(255, 255, 255); border: 0px; color: #333333; cursor: pointer; display: inline-block; height: 22px; margin: 0px; max-width: 315px; overflow: hidden; padding: 0px; text-decoration: none; text-overflow: ellipsis; vertical-align: top; white-space: nowrap;">Rijksmuseum</a></span><br />
Vía: <a href="http://masdearte.com/rembrandt-kapoor-y-las-leyendas-griegas/">Masdearte</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-59881499829506109462016-01-17T23:28:00.000+01:002016-01-17T23:31:04.987+01:00Identifican y fechan un eclipse citado en La Odisea<div style="text-align: justify;">
<span style="font-family: inherit;">Conseguir demostrar la historicidad de La Ilíada le costó al famoso Heinrich Schliemann sangre, sudor y lágrimas. El prusiano, un millonario metido a arqueólogo aficionado igual que ahora patrocinan equipos de fútbol o viajes al espacio, se afanó en localizar la ciudad de Troya, escenario de la épica guerra descrita por Homero, y finalmente lo consiguió a despecho de todos aquellos que miraban con cierta sorna su empeño en guiarse por el relato literario, al que no daban ninguna credibilidad.</span></div>
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<span style="font-family: inherit;">Solucionado el asunto en el último cuarto del siglo XIX, los ojos se han vuelto recientemente hacia la otra obra maestra homérica,<strong style="line-height: 1.42857em;"> <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">La Odisea</em></strong>. Se trata de un gran poema épico, compuesto por veinticuatro cantos narrados en hexámetros (seis pies a base de dáctilos y espondeos), cuyo argumento viene indicado por el propio título: las extraordinarias<strong style="line-height: 1.42857em;"> aventuras </strong>que vive uno de los héroes griegos de la guerra de Troya, el astuto<strong style="line-height: 1.42857em;"> Odiseo</strong> (más conocido por su nombre latino, Ulises), durante el viaje de regreso a su hogar en la isla de Ítaca.</span></div>
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<a href="https://www.evernote.com/shard/s279/res/9b777675-030d-4c24-9e16-62dee52122a0.jpg?resizeSmall&width=786" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Identifican fechan eclipse citado Odisea 1" border="0" class="en-media" data-mce-selected="1" data-mce-src="https://www.evernote.com/shard/s279/res/9b777675-030d-4c24-9e16-62dee52122a0.jpg?resizeSmall&width=786" name="9b777675-030d-4c24-9e16-62dee52122a0" src="https://www.evernote.com/shard/s279/res/9b777675-030d-4c24-9e16-62dee52122a0.jpg?resizeSmall&width=786" style="border: 0px; font-family: Helvetica, Arial, 'Droid Sans', sans-serif; font-size: 14px; height: auto; margin-top: 0.714285em; max-width: 100%; outline: black solid 1px; padding: 0px; resize: none;" /></a><span style="font-family: inherit;">La narración de los avatares que sufre en ese<strong style="line-height: 1.42857em;"> larguísimo trayecto</strong> (diez años, más otros tantos que había durado el conflicto) constituyen una de las cimas de la literatura universal y casi se puede considerar la base del género<strong style="line-height: 1.42857em;"> fantástico</strong>; no en vano, el protagonista se va cruzando con cíclopes, sirenas, dioses caprichosos, ninfas y multitud de situaciones plenas de imaginación y encanto. Ahora bien, <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">La Odisea</em> también tiene sus misterios, desde la confirmación de la identidad del autor a la <strong style="line-height: 1.42857em;">fecha</strong></span><span style="font-family: inherit;"> </span><span style="font-family: inherit;">exacta en que se escribió.</span></div>
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<span style="font-family: inherit;">Esta última cuestión podría quedar definitivamente solventada si se demostrase la teoría propuesta por <strong style="line-height: 1.42857em;">Constantino Baikouzis</strong> (Observatorio Astronómico de la Plata, Argentina) y <strong style="line-height: 1.42857em;">Marcelo Magnasco</strong> (Universidad Rockefeller de Nueva York), según la cual el <strong style="line-height: 1.42857em;">eclipse</strong> descrito en el vigésimo canto sólo podría tener una correspondencia real en el eclipse total de sol que se pudo contemplar en la antigua Grecia, según ellos el <strong style="line-height: 1.42857em;">16 de abril de 1178 a.C</strong>.</span></div>
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<span style="font-family: inherit;">Aunque la teoría <strong style="line-height: 1.42857em;">no es nueva</strong> y, de hecho, ya estaba formulada desde hacía siglos, fue en 1920 cuando los astrónomos alcanzaron capacidad suficiente para fijar con exactitud la fecha del fenómeno. Evidentemente, no se tomó demasiado en serio y se siguió pensando que la alusión de <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">La Odisea</em> no era más que una metáfora o un recurso literario. Pero la idea de que el eclipse pudiera tener la clave para la datación de la obra no se abandonó del todo; siempre estuvo ahí, latente.</span></div>
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<span style="font-family: inherit;">Ahora, unos científicos de las universidad de Atenas y Patras vuelven a la carga y recuperan la validez del estudio de los fenómenos astronómicos. <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“Creemos que esa historia se desarrolla en torno a algunos hechos reales”</em> explica la astrofísica <strong style="line-height: 1.42857em;">Panagiota Preka-Papadima</strong>, directora del equipo de investigación. <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“Ulises llegó a ítaca un 25 de octubre de 1207 a.C. Cinco días más tarde, un eclipse solar del 75% se pudo percibir en todo el Mar Jónico. Ahí es cuando Ulises mató a los pretendientes”.</em></span></div>
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<span style="font-family: inherit;">Panagiota continúa su <strong style="line-height: 1.42857em;">exposición</strong>: <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“Sabemos por los mapas astronómicos proporcionados por la NASA que entre el 1300 a.C. y el 1100 a.C, cuando se fechán las epopeyas homéricas, tuvieron lugar catorce eclipses solares. Sólo cinco eran visibles desde el Jónico. dos de ellos eran sólo de un 2%, por lo que probablemente pasaron desapercibidos, mientras que un tercero se produjo al atardecer. El cuarto fue el 1143 a., una fecha próxima a la decadencia de la civilización micénica. Sin embargo, hubo otro eclipse medio siglo antes, el 30 de octubre de 1207 a.C, entre las 14:30 y las 17:30”.</em></span></div>
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<span style="font-family: inherit;">Sería éste el que coincidiera plenamente con la descripción de <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">La Odisea</em>, justo cuando el vidente <strong style="line-height: 1.42857em;">Teoclímeno</strong> predice la muerte de los pretendientes de Penélope terminando con una frase significativa: <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">“El sol se ha borrado del cielo -miradlo- y una niebla mortal se propaga por toda la Tierra”</em>. Panagiota está convencida de tener razón:<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"> “La fecha del eclipse, 30 de octubre de 1207 a. C, está totalmente de acuerdo con las descripciones homéricas de la vida rural en otoño y la matanza a media tarde de los pretendientes”.</em></span></div>
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<span style="font-family: inherit;">De hecho, en la antigüedad se consideraba a los eclipses como <strong style="line-height: 1.42857em;">símbolos proféticos</strong>. Una masacre de notables como aquélla profetizada con fenómeno y todo tuvo que ser algo memorable, suponiendo que hubiera base histórica. En cualquier caso, habría que leer todo el estudio griego, que lleva por título<strong style="line-height: 1.42857em;"> <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">Anatomía de un complejo fenómeno astronómico descrito en La Odisea</em></strong> y puede consultarse <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">on line</em> en el enlace de abajo.</span></div>
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<span style="font-family: inherit; line-height: 20px;">Vía: </span><span style="line-height: 20px;"><a href="http://www.labrujulaverde.com/2016/01/identifican-y-fechan-un-eclipse-citado-en-la-odisea">La brujula verde</a> y </span><a data-mce-href="http://archaeologynewsnetwork.blogspot.com.es/2016/01/new-date-determined-for-eclipse-in.html#.VpfN3teVuCw" href="http://archaeologynewsnetwork.blogspot.com.es/2016/01/new-date-determined-for-eclipse-in.html#.VpfN3teVuCw" shape="rect" style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; color: #047ac6; font-family: inherit; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">News Network Archaeology</a></div>
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<span style="font-family: inherit;">Más información: <a data-mce-href="http://maajournal.com/Issues/2013/Vol13-2/FullText6.pdf" href="http://maajournal.com/Issues/2013/Vol13-2/FullText6.pdf" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Maajournal</a></span></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-54998577133043683392016-01-12T18:39:00.001+01:002016-01-12T18:43:43.969+01:00Van Gogh y La lucha por el Arte en un mundo obsesionado con la popularidad<span style="text-align: justify;">En la Era de los Redes sociales y la sobresaturación de información, buscar el reconocimiento como artista o diseñador a veces puede ser una tarea difícil, que requiera un gran esfuerzo. </span><br />
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Los creativos suelen tener, de forma harto comprensible, altas expectativas para la recepción de su trabajo, y la esperanza de una respuesta pública que se correlacione con el trabajo empleado en su producción. </div>
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En el nuevo ensayo de vídeo de Adam Westbrook se argumenta de un modo fantástico contra el valor percibido de la popularidad moderna ligada a gustos y acciones de comunicación social a través del ejemplo de la carrera de Vincent van Gogh. </div>
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Vincent van Gogh no cogió un lápiz con la intención de crear arte hasta la edad de 27 años, y los intentos iniciales no fueron particularmente prometedores. Aún así, perseveró pese a las penurias económicas, el hambre tan crudamente real y los demonios mentales que le afectaban. En tanto compartía sus pinturas con un extenso público: una sola persona, su hermano Theo. Aunque su hermano, crítico de arte, en raras ocasiones se mostrara impresionado por su obra, él continuó pintando y creando. Aunque parezca increíble, pasaría toda una década antes de que Van Gogh vendiera su primer cuadro o viera algún tipo de mínimo reconocimiento. </div>
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En este video podéis observar y acercaros a la lucha creativa de Van Gogh, junto con algunas reflexiones conmovedoras sobre el proceso creativo.</div>
"Painting in the Dark: The Struggle for Art in A World Obsessed with Popularity"<br />
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"La Pintura en la Oscuridad: La lucha por el Arte en un mundo obsesionado con la popularidad" de Christopher Jobson publicado el 11 de enero de 2016 </div>
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<iframe allowfullscreen="" frameborder="0" height="394" mozallowfullscreen="" src="https://player.vimeo.com/video/151128399?title=0&byline=0&portrait=0" webkitallowfullscreen="" width="700"></iframe></div>
<a href="https://vimeo.com/151128399">The Long Game Part 3: Painting in the Dark</a> from <a href="https://vimeo.com/delvetv">Delve</a> on <a href="https://vimeo.com/">Vimeo</a>.<br />
A brand new video essay for 2016! <br />
<span style="text-align: justify;"> Este es el tercer ensayo de video de una serie sobre la creatividad por Westbrook. </span><span style="text-align: justify;">Podéis ver también The Long Time Part</span><span style="text-align: justify;"> 1</span><span style="text-align: justify;">: ¿Por qué Leonardo Da Vinci no era un genio? y The Long Time Part 2: The Missing Chapter.</span><br />
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<a href="https://vimeo.com/84022735">The Long Game Part 1: Why Leonardo DaVinci was no genius</a> from <a href="https://vimeo.com/delvetv">Delve</a> on <a href="https://vimeo.com/">Vimeo</a>.<br />
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<iframe allowfullscreen="" frameborder="0" height="394" mozallowfullscreen="" src="https://player.vimeo.com/video/84022735?title=0&byline=0&portrait=0" webkitallowfullscreen="" width="700"></iframe> <br />
<a href="https://vimeo.com/84022735">The Long Game Part 1: Why Leonardo DaVinci was no genius</a> from <a href="https://vimeo.com/delvetv">Delve</a> on <a href="https://vimeo.com/">Vimeo</a>.<br />
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Story Design and Production by Adam Westbrook www.adamwestbrook.co.uk<br />
Published by www.delve.tv Translations: Spanish by: Elena Sanchez<br />
For more on Leonardo DaVinci's little known early years take a look at:<br />
"<a href="http://www.amazon.co.uk/gp/product/1439189242/ref=as_li_ss_tl?ie=UTF8&camp=1634&creative=19450&creativeASIN=1439189242&linkCode=as2&tag=adammeetsworl-21">Da Vinci's Ghost: Genius, Obsession and how Leonard Created the World in his Own Image</a>" by Toby Lester<br />
"Leonardo and the age of the eye" by Ritchie Calder<br />
"<a href="http://www.amazon.co.uk/gp/product/B009U1U2IU/ref=as_li_ss_tl?ie=UTF8&camp=1634&creative=19450&creativeASIN=B009U1U2IU&linkCode=as2&tag=adammeetsworl-21">Master</a>y" by Robert Greene<br />
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<iframe allowfullscreen="" frameborder="0" height="394" mozallowfullscreen="" src="https://player.vimeo.com/video/87448006?title=0&byline=0&portrait=0&badge=0" webkitallowfullscreen="" width="700"></iframe><br />
<a href="https://vimeo.com/87448006">The Long Game Part 2: The Missing chapter</a> from <a href="https://vimeo.com/delvetv">Delve</a> on <a href="https://vimeo.com/">Vimeo</a>.
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-16826341248826992272016-01-10T20:14:00.002+01:002016-01-10T20:32:00.089+01:00Efemérides y fenómenos astronómicos relevantes en el año 2016<div style="text-align: justify;">
<span style="font-family: inherit;"><span class="apple-converted-space"><span style="color: #222222;"> Como todos los años os invito a consultar estos </span></span><span style="color: #222222;"> descriptivos vídeos sobre lo que va a acontecer en los cielos durante este año que </span><span style="color: #222222;">elabora</span><span style="color: #222222;"> el </span><a href="http://medea.oan.es/servidorEfem/" style="color: #888888;">Observatorio Astronómico Nacional</a>,<span style="color: #222222;"> </span><span style="color: #222222;">servicio público de Instituto Geográfico Nacional, </span><span style="color: #222222;">para que estemos atentos a las observaciones importantes.</span></span></div>
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<b><b>Efemérides astronómicas</b></b></div>
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Las efemérides son un registro de eventos astronómicos, ya sean estos del Sol, la Luna, los planetas, satélites o de algún suceso importante. Se presentan en tablas que indican la posición del evento en un momento dado, utilizando como coordenadas, generalmente, su ascensión recta y su declinación. A menudo, estas tablas contienen otros datos útiles sobre la Luna, los planetas, asteroides o cometas, además de su posición en el cielo, tales como su elongación al Sol, distancia, brillo, velocidad, diámetro aparente y los momentos de salida, tránsito y puesta. Puedes consultarlos a diario en el RSS de Eventos astronómicos de esta misma página.</div>
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El Servidor de efemérides astronómicas del Observatorio Astronómico Nacional nos muestra <a href="http://www.oan.es/servidorEfem/index.php#param">información general</a> para el año 2016 desde <b>Villanueva del Pardillo</b>, como los instantes de las <a href="http://www.oan.es/servidorEfem/index.php#seasons">estaciones</a>, las <a href="http://www.oan.es/servidorEfem/index.php#moonph">fases lunares</a>, o las <a href="http://www.oan.es/servidorEfem/index.php#meteor">lluvias de meteoros</a>. Al final se muestra la <a href="http://www.oan.es/servidorEfem/index.php#calendar">fecha actual expresada en distintos calendarios</a> utilizados actualmente o en el pasado.</div>
<b><br />Valores actuales de algunos parámetros astronómicos</b><br />
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<span style="font-family: inherit;">Fecha en Villanueva del Pardillo: 10 de Enero de 2016, 19:30:30.000, día juliano 2457398.31284722.<br clear="none" />Zona horaria de Villanueva del Pardillo: 1.0 horas, horario de verano activo: No.<br clear="none" />Longitud de Villanueva del Pardillo: -3° 57' 47.0".<br clear="none" />Latitud de Villanueva del Pardillo: 40° 29' 27.0".<br clear="none" />TT - TU1: 68.114457s.<br clear="none" />Tiempo sidéreo aparente (en Villanueva del Pardillo): 01h 33m 32.103s.<br clear="none" />Tiempo sidéreo medio de Greenwich: 01h 49m 23.266s.<br clear="none" />Ecuación de equinoccios: -0.030473s.<br clear="none" />Ecuación de tiempo: -7m 24.669547s.<br clear="none" />Declinación solar (en Villanueva del Pardillo): -21° 57' 16.8".<br clear="none" />Oblicuidad de la eclíptica: 23° 26' 13.900" (media), 23° 26' 4.152" (verdadera).<br clear="none" />Nutación: -0.497496" en longitud eclíptica, -9.747936" en oblicuidad.<br clear="none" />Distancia al Sol: 0.983449 UA = 147121900 km.<br clear="none" />Edad de la Luna (tiempo desde la última luna nueva): 0.708 días.<br clear="none" />Libración de la Luna en longitud (en Villanueva del Pardillo): 354.79º.<br clear="none" />Libración de la Luna en latitud (en Villanueva del Pardillo): -4.98º.</span><br />
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<span style="font-family: inherit;"><b>Estaciones</b></span></div>
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<span style="font-family: inherit;">Equinoccio de primavera el 20 de Marzo de 2016, a las 05:30:11.<br clear="none" />Solsticio de verano el 21 de Junio de 2016, a las 00:34:11.<br clear="none" />Equinoccio de otoño el 22 de Septiembre de 2016, a las 16:21:08.<br clear="none" />Solsticio de invierno el 21 de Diciembre de 2016, a las 11:44:10.</span></div>
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<span style="font-family: inherit;"><b>Fases lunares</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyKuOr6fMZobJKwRlCv6AJ6tLj-bAIpGMQHNXI3ai3_YfUY1gAKSd1wiDzIF_GsjqaTyOuN0X6sWvU46mYVpNLhMuonAkdcTtEWXApDEKbIjLapg63UxP6LdcAC9MEPWz7PXrp8fq_4lk/s1600/fases_de_luna.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyKuOr6fMZobJKwRlCv6AJ6tLj-bAIpGMQHNXI3ai3_YfUY1gAKSd1wiDzIF_GsjqaTyOuN0X6sWvU46mYVpNLhMuonAkdcTtEWXApDEKbIjLapg63UxP6LdcAC9MEPWz7PXrp8fq_4lk/s640/fases_de_luna.jpg" width="640" /></span></a></div>
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<tr><td align="left"><b><span style="font-size: medium;"><img align="middle" src="http://www.oan.es/servidorEfem/img/full.gif" data-pin-nopin="true" /> </span><span style="font-size: x-small;">Luna llena</span></b></td><td align="left"><b><span style="font-size: x-small;"><img align="middle" src="http://www.oan.es/servidorEfem/img/new.gif" data-pin-nopin="true" /> Luna nueva</span></b></td><td align="left"><b><span style="font-size: x-small;"><img align="middle" src="http://www.oan.es/servidorEfem/img/crescent.gif" data-pin-nopin="true" /> Cuarto creciente</span></b></td><td align="left"><b><span style="font-size: x-small;"><img align="middle" src="http://www.oan.es/servidorEfem/img/descent.gif" /> Cuarto menguante</span></b></td></tr>
<tr><td align="left"><span style="font-size: x-small;">24 de Enero,<br />02:46</span></td><td align="left"><span style="font-size: x-small;">10 de Enero,<br />02:30</span></td><td align="left"><span style="font-size: x-small;">17 de Enero,<br />00:26</span></td><td align="left"><span style="font-size: x-small;">2 de Enero,<br />06:30</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">22 de Febrero,<br />19:20</span></td><td align="left"><span style="font-size: x-small;">8 de Febrero,<br />15:39</span></td><td align="left"><span style="font-size: x-small;">15 de Febrero,<br />08:46</span></td><td align="left"><span style="font-size: x-small;">1 de Febrero,<br />04:28</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">23 de Marzo,<br />13:01</span></td><td align="left"><span style="font-size: x-small;">9 de Marzo,<br />02:54</span></td><td align="left"><span style="font-size: x-small;">15 de Marzo,<br />18:03</span></td><td align="left"><span style="font-size: x-small;">2 de Marzo,<br />00:11</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">22 de Abril,<br />07:24</span></td><td align="left"><span style="font-size: x-small;">7 de Abril,<br />13:24</span></td><td align="left"><span style="font-size: x-small;">14 de Abril,<br />05:59</span></td><td align="left"><span style="font-size: x-small;">31 de Marzo,<br />17:17</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">21 de Mayo,<br />23:15</span></td><td align="left"><span style="font-size: x-small;">6 de Mayo,<br />21:30</span></td><td align="left"><span style="font-size: x-small;">13 de Mayo,<br />19:02</span></td><td align="left"><span style="font-size: x-small;">30 de Abril,<br />05:29</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">20 de Junio,<br />13:03</span></td><td align="left"><span style="font-size: x-small;">5 de Junio,<br />04:60</span></td><td align="left"><span style="font-size: x-small;">12 de Junio,<br />10:10</span></td><td align="left"><span style="font-size: x-small;">29 de Mayo,<br />14:12</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">20 de Julio,<br />00:57</span></td><td align="left"><span style="font-size: x-small;">4 de Julio,<br />13:01</span></td><td align="left"><span style="font-size: x-small;">12 de Julio,<br />02:52</span></td><td align="left"><span style="font-size: x-small;">27 de Junio,<br />20:19</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">18 de Agosto,<br />11:27</span></td><td align="left"><span style="font-size: x-small;">2 de Agosto,<br />22:45</span></td><td align="left"><span style="font-size: x-small;">10 de Agosto,<br />20:21</span></td><td align="left"><span style="font-size: x-small;">27 de Julio,<br />00:60</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">16 de Septiembre,<br />21:05</span></td><td align="left"><span style="font-size: x-small;">1 de Septiembre,<br />11:03</span></td><td align="left"><span style="font-size: x-small;">9 de Septiembre,<br />13:49</span></td><td align="left"><span style="font-size: x-small;">25 de Agosto,<br />05:41</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">16 de Octubre,<br />06:23</span></td><td align="left"><span style="font-size: x-small;">1 de Octubre,<br />02:12</span></td><td align="left"><span style="font-size: x-small;">9 de Octubre,<br />06:33</span></td><td align="left"><span style="font-size: x-small;">23 de Septiembre,<br />11:56</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">14 de Noviembre,<br />14:52</span></td><td align="left"><span style="font-size: x-small;">30 de Octubre,<br />18:38</span></td><td align="left"><span style="font-size: x-small;">7 de Noviembre,<br />20:51</span></td><td align="left"><span style="font-size: x-small;">22 de Octubre,<br />21:14</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">14 de Diciembre,<br />01:06</span></td><td align="left"><span style="font-size: x-small;">29 de Noviembre,<br />13:18</span></td><td align="left"><span style="font-size: x-small;">7 de Diciembre,<br />10:03</span></td><td align="left"><span style="font-size: x-small;">21 de Noviembre,<br />09:33</span></td></tr>
<tr><td align="left"><span style="font-size: x-small;">29 de Diciembre,<br />07:53</span></td><td align="left"><span style="font-size: x-small;">21 de Diciembre,<br />02:56</span></td></tr>
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<span style="font-family: inherit;"><b>Fecha actual en distintos calendarios</b></span></div>
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<span style="font-family: inherit;"><b>(Calendarios antiguos)</b><br clear="none" /><br clear="none" />Calendario Maya (cuenta larga): 13.0.3.1.15 (baktun.katun.tun.uinal.kin). Fin del baktun 13 el domingo, 25 de Marzo de 2407.<br clear="none" />Calendario Juliano: domingo, 28 de Diciembre (mes 12) de 2015. Próximo año nuevo el jueves, 14 de Enero de 2016.<br clear="none" />Calendario Hindú solar (antiguo): Ravivara, 26 de Dhanu (mes 9) de 5116. Próximo año nuevo el sábado, 16 de Abril de 2016.<br clear="none" />Calendario Egipcio: 26 de Pachon (mes 9) de 2764. Próximo año nuevo el martes, 19 de Abril de 2016.<br clear="none" />Calendario Francés: Decadi II, Decadi, 20 de Nivose (mes 4) de 224. Próximo año nuevo el jueves, 22 de Septiembre de 2016.<br clear="none" />Calendario Francés (modificado): Decadi III, Primidi, 21 de Nivose (mes 4) de 224. Próximo año nuevo el jueves, 22 de Septiembre de 2016.<br clear="none" />Calendario Persa (antiguo aritmético): Yek-shanbeh, 20 de Dey (mes 10) de 1394. Próximo año nuevo el domingo, 20 de Marzo de 2016.<br clear="none" /><br clear="none" /><b>(Calendarios utilizados en la actualidad)</b><br clear="none" /><br clear="none" />Calendario Islámico (aritmético): yaum al-ahad, 29 de Rabi I (mes 3) de 1437. Próximo año nuevo el lunes, 3 de Octubre de 2016.<br clear="none" />Calendario Islámico (observacional): yaum al-ahad, 29 de Rabi I (mes 3) de 1437. Próximo año nuevo el lunes, 3 de Octubre de 2016.<br clear="none" />Calendario Hebreo: yom rishon, 29 de Tevet (mes 10) de 5776. Próximo año nuevo el lunes, 3 de Octubre de 2016.<br clear="none" />Calendario Hindú solar: Ravivara, 26 de Pausha (mes 9) de 1937. Próximo año nuevo el miércoles, 13 de Abril de 2016.<br clear="none" />Calendario Persa (astronómico): Yek-shanbeh, 20 de Dey (mes 10) de 1394. Próximo año nuevo el domingo, 20 de Marzo de 2016.<br clear="none" />Calendario Cóptico: Tkyriaka, 1 de Tubah (mes 5) de 1732. Próximo año nuevo el domingo, 11 de Septiembre de 2016.<br clear="none" />Calendario Etíope: Ihud, 1 de Ter (mes 5) de 2008. Próximo año nuevo el domingo, 11 de Septiembre de 2016.<br clear="none" />Calendario Armenio: Miashabathi, 21 de Arach (mes 6) de 1465. Próximo año nuevo el sábado, 23 de Julio de 2016.<br clear="none" />Calendario Chino: ciclo 78, año 32 (4713, Yi-Wei), mes 12 (Xin-Chou), mes bisiesto no, día 1. Próximo año nuevo el sábado, 28 de Enero de 2017.<br clear="none" />Calendario ISO: 2016, semana 1, día 7.<br clear="none" /><br clear="none" />Fecha de Pascua: 27 de Marzo.<br clear="none" />Fecha de Pentecostés: 15 de Mayo.</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuNB9zswxxhzDLDMI_DXOwYsQKVu-T7lDoIeo_glm-4I10RTve3OzT9caZ3krWEOkRGxTzlyTk-P0awRMJwB64pNwF3twpFjCtSryclwN9NiQuhunUNQ8UwIzAVEdOwkP7RqsxX6KKU4E/s1600/cambios+horarios.jpg" imageanchor="1" style="background-color: white; clear: left; float: left; font-family: Verdana, Arial, sans-serif; font-weight: bold; line-height: 20.8px; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuNB9zswxxhzDLDMI_DXOwYsQKVu-T7lDoIeo_glm-4I10RTve3OzT9caZ3krWEOkRGxTzlyTk-P0awRMJwB64pNwF3twpFjCtSryclwN9NiQuhunUNQ8UwIzAVEdOwkP7RqsxX6KKU4E/s320/cambios+horarios.jpg" width="320" /></a><span style="font-family: inherit;"><br /></span><br />
<span style="font-family: inherit;">El cambio al horario de verano comenzará el 27 de Marzo, 02:00, y terminará el 30 de Octubre, 03:00.</span></div>
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" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqVA9K1yNj4kfEnPfkGYz9U8a3cJ_wc0LVj2zsxeG7Uu2U-2NRPLe8FmMah88DTv3apvPpVtuUODovhon8vEMMi6jGQZtQ_6ErdstxpseLhlZwtnUsX57qr5MxdqjuS9KKKTuCwXKBA4/s1600/descarga.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqVA9K1yNj4kfEnPfkGYz9U8a3cJ_wc0LVj2zsxeG7Uu2U-2NRPLe8FmMah88DTv3apvPpVtuUODovhon8vEMMi6jGQZtQ_6ErdstxpseLhlZwtnUsX57qr5MxdqjuS9KKKTuCwXKBA4/s640/descarga.png" width="640" /></a></div>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 20.8px; text-align: center;"><br /></span></span>
<span style="background-color: white; font-family: inherit; line-height: 20.8px; text-align: center;">Aspecto del cielo en todas direcciones desde Villanueva del Pardillo. </span><span style="background-color: white; font-family: inherit; line-height: 20.8px; text-align: center;">El cenit se muestra en el centro de la imagen, y el horizonte en el borde circular para cada dirección de acimut. La estrella Polar señala el norte (permanece casi fija mientras la Tierra rota), y aparece entre el cenit y borde superior (horizonte norte). La banda de luz plateada y rojiza representa la Vía Láctea, visible como una débil nube en cielos oscuros lejos de la ciudad.</span><br />
<span style="background-color: white; line-height: 20.8px;"><span style="font-family: inherit;"><br /></span></span>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 20.8px;">También disponéis de un programa de simulación interactivo para ver el aspecto del cielo en cualquier momento del año disponible </span><a href="javascript:mostrarApplet('coordSystem=3&country=Spain&loc=Pozuelo de Alarc%C3%B3n&exec=true&colorMode=1&object=skyloc_hor_0_45')" style="background-color: white; line-height: 20.8px;">aquí</a><span style="background-color: white; line-height: 20.8px;">. Este programa </span><a href="http://www.oan.es/servidorEfem/simuladorFirmamento.zip" style="background-color: white; line-height: 20.8px;">puede descargarse</a><span style="background-color: white; line-height: 20.8px;"> para su uso sin necesidad de conexión a Internet.</span></span></div>
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<span style="font-family: inherit;"><b>Efemérides actualizadas de planetas y cuerpos menores del Sistema Solar</b></span></div>
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<span style="font-family: inherit;">En los gráficos anteriores se muestran estrellas hasta la magnitud 5, que son las más débiles visibles a simple vista desde cielos urbanos. A continuación se muestran las efemérides actuales de los principales cuerpos del Sistema Solar desde Pozuelo de Alarcón, hasta la magnitud 12. Cualquier planeta, salvo Neptuno, debe ser observable a simple vista desde un lugar oscuro, salvo que se encuentre muy cerca del Sol (baja elongación) y su brillo lo impida. Si algún cuerpo menor presenta en este momento una magnitud más brillante (menor que) 6.5 también será visible a simple vista desde un lugar libre de contaminación. 6.5 es la magnitud límite observando a simple vista, por lo que la tabla contiene objetos mucho más débiles aún, que requieren de binoculares para ser vistos, o de un telescopio en el caso de magnitudes superiores a 9. Puede hacer clic en el nombre de cualquiera de los objetos para mostrar un gráfico detallado de su situación en el cielo y ampliar información.</span></div>
<table class="mce-item-table" style="color: black; line-height: 20px;"><tbody style="line-height: 1.42857em;">
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Nombre</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Ascensión recta</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Declinación</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Magnitud</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Distancia (UA)</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Fase</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Elongación</span></strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><span style="font-family: inherit; font-size: x-small;">Constelación</span></strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Sol</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19h 26m 19.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-21° 57' 14"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-26.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.983</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Mercurio</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">20h 00m 16.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-18° 27' 32"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.701</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.06</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">8° 41' 47.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Venus</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">16h 51m 16.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-20° 49' 35"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-3.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.227</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.80</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">36° 0' 48.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Ophiuchus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Marte</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">14h 08m 45.9s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-11° 24' 47"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.587</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.91</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">76° 1' 52.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Júpiter</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11h 37m 09.8s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">03° 52' 07"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-2.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">4.904</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">116° 42' 40.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Saturno</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">16h 43m 39.9s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-20° 37' 33"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.4</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.771</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">37° 48' 5.9"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Ophiuchus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Urano</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">01h 02m 23.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">05° 58' 04"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">5.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">20.007</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">86° 43' 3.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Pisces</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Neptuno</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">22h 39m 04.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-09° 22' 44"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">7.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">30.611</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">47° 51' 21.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Luna</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19h 57m 53.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-16° 55' 21"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-4.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.003</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.01</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">8° 58' 46.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Cometa C/2013 US10 <br clear="none" />(Catalina) MPC 96865</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">14h 05m 27.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">38° 19' 13"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">4.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.756</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.83</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">96° 12' 33.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Canes Venatici</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(4) Vesta</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">00h 43m 08.0s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-02° 46' 46"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">8.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.499</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">78° 56' 58.6"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Cetus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(27) Euterpe</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">05h 57m 12.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">23° 40' 59"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">9.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.994</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">159° 24' 51.0"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Taurus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(1) Ceres</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">21h 53m 24.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-21° 23' 27"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">9.3</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.740</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">34° 5' 34.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Capricornus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(15) Eunomia</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">00h 42m 16.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">17° 36' 53"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">9.5</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.975</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.95</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">86° 48' 22.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Pisces</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Cometa P/2010 V1 <br clear="none" />(Ikeya-Murakami) MPC 91611</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">09h 50m 18.1s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">32° 47' 28"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">9.6</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.760</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">146° 26' 19.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(5) Astraea</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10h 13m 16.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">09° 36' 52"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">9.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.247</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">138° 8' 28.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(30) Urania</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">07h 46m 50.6s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">22° 09' 35"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.286</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">175° 14' 26.0"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Gemini</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(16) Psyche</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">04h 42m 30.1s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">18° 06' 48"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.2</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.884</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">141° 26' 31.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Taurus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(115) Thyra</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">08h 50m 39.9s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">20° 50' 44"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.3</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.230</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">160° 21' 6.3"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Cancer</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(29) Amphitrite</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">01h 38m 45.8s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">16° 42' 29"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.3</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.010</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">98° 57' 23.1"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Pisces</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(40) Harmonia</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">09h 42m 46.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">17° 53' 02"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.4</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.435</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">147° 44' 11.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(2) Pallas</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19h 33m 27.0s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">01° 59' 57"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.5</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">4.269</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">24° 0' 58.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquila</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(192) Nausikaa</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">03h 14m 09.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">28° 52' 17"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.6</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.325</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">123° 16' 52.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aries</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(39) Laetitia</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">02h 44m 31.6s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">02° 27' 56"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.072</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">109° 2' 13.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Cetus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(6) Hebe</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">12h 29m 38.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">05° 12' 19"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.381</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">105° 4' 18.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(52) Europa</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10h 08m 29.1s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">12° 57' 51"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.956</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">140° 25' 13.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(230) Athamantis</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">04h 46m 55.8s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">15° 26' 04"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.467</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">141° 48' 11.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Orion</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(10) Hygiea</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11h 57m 31.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-03° 59' 49"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.529</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">108° 52' 33.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(747) Winchester</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">04h 58m 41.0s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">02° 23' 08"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.279</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">139° 9' 31.1"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Orion</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(471) Papagena</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">01h 38m 55.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-00° 24' 33"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.949</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.95</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">92° 46' 5.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Cetus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(9) Metis</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">23h 51m 46.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-05° 04' 51"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.0</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.400</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">66° 12' 8.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(11) Parthenope</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19h 12m 01.9s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-21° 16' 05"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.228</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3° 23' 28.5"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(532) Herculina</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19h 31m 40.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-22° 34' 38"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.823</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1° 23' 10.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(18) Melpomene</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">18h 55m 29.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-17° 19' 25"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.227</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">8° 36' 27.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(3) Juno</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">14h 33m 18.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-08° 15' 41"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.1</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.312</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">71° 26' 43.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(12) Victoria</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">07h 36m 10.0s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">10° 43' 39"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.2</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.861</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">168° 31' 42.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Canis Minor</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(28) Bellona</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11h 38m 23.6s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">04° 04' 38"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.3</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.773</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">116° 30' 30.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Cometa 22P/Kopff <br clear="none" />MPC 94283</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">21h 12m 50.1s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-17° 41' 53"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.3</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.578</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">25° 22' 29.8"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Capricornus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Cometa 10P/Tempel<br clear="none" />MPC 92984</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">22h 12m 44.4s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-18° 29' 27"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.4</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.173</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">39° 4' 41.0"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(7) Iris</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">15h 46m 25.8s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-22° 40' 59"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.4</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.462</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">50° 33' 17.3"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Libra</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(88) Thisbe</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">07h 39m 39.5s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19° 25' 17"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.4</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.202</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">175° 58' 56.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Gemini</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(63) Ausonia</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">05h 37m 47.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">31° 14' 18"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.5</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.781</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">154° 6' 31.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Auriga</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(349) Dembowska</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">18h 40m 26.0s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-28° 40' 03"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.5</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.915</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">12° 20' 35.1"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(14) Irene</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">01h 59m 45.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">05° 36' 01"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.6</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.512</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">99° 49' 35.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Pisces</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(198) Ampella</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">06h 33m 58.1s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">19° 27' 51"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.6</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.514</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">167° 30' 41.6"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Gemini</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(37) Fides</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11h 50m 33.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">03° 17' 52"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.970</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">113° 24' 27.3"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Virgo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(8) Flora</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">16h 04m 04.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-16° 16' 30"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.7</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.093</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">47° 54' 26.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Scorpius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(196) Philomela</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11h 03m 23.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">15° 50' 08"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.8</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.438</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">128° 32' 40.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Leo</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(68) Leto</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">22h 48m 50.6s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-12° 37' 42"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.784</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">49° 1' 4.2"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(22) Kalliope</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">23h 52m 51.2s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-11° 41' 54"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">2.984</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.97</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">64° 8' 59.7"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Aquarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(20) Massalia</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">18h 17m 42.3s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-22° 54' 25"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.671</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.00</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">15° 52' 33.4"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Sagittarius</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(354) Eleonora</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">16h 56m 08.8s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-08° 08' 34"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">11.9</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">3.485</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.99</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">38° 39' 13.9"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Ophiuchus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(386) Siegena</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">02h 58m 02.6s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">-08° 53' 45"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">12.0</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.995</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.96</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">107° 24' 35.1"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Eridanus</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit; font-size: x-small;">Asteroide <br clear="none" />(49) Pales</span></a></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">03h 40m 13.7s</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">21° 52' 56"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">12.0</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">1.768</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">0.98</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">127° 53' 5.3"</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit; font-size: x-small;">Taurus</span></td></tr>
</tbody></table>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4LZFCgySB72T417t57q4T1aBHF3l1UjdQhbby5089nww-l64ogpWO1A0TYBG2foEmW58zwVZh7pP3MYl_In0IOUVi6hgYVfOctHNgD5HdnVfL0o3laZRqynqek_QnO1YXwOYjLqhPsUA/s1600/eclipse-solar.jpg" imageanchor="1" style="background-color: white; font-family: Verdana, Arial, sans-serif; font-weight: bold; line-height: 20.8px; text-align: justify;"><img border="0" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4LZFCgySB72T417t57q4T1aBHF3l1UjdQhbby5089nww-l64ogpWO1A0TYBG2foEmW58zwVZh7pP3MYl_In0IOUVi6hgYVfOctHNgD5HdnVfL0o3laZRqynqek_QnO1YXwOYjLqhPsUA/s640/eclipse-solar.jpg" width="640" /></a><br />
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<div class="tabbertab " style="border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-left-color: rgb(170, 170, 170); border-left-style: solid; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-width: 0px 1px 1px; padding: 5px;" title="">
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<span style="font-family: inherit;">Eclipses visibles desde España en 2016</span></div>
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<span style="font-family: inherit;">Todos los eclipses del año 2016 serán visibles desde Asia, África, y el Océano Pacífico. Los eclipses de Sol serán en 9 de marzo y el 1 de septiembre, mientras que los dos eclipses de Luna, ambos penumbrales, serán el 23 de marzo y el 16 de septiembre. El eclipse solar del 1 de septiembre se verá desde las Islas Canarias al amanecer, con el Sol a apenas 7 grados de elevación aproximadamente a las 8:19 hora local canaria, con un porcentaje de ocultación del 5% solamente. El eclipse penumbral de Luna del 16 de septiembre será visible desde España cuando la Luna salga por el horizonte. Al ser penumbral y con el máximo a 5 grados de elevación a las 20:54 hora local, el eclipse pasará del todo desapercibido.</span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;">Eclipses no visibles desde España</span></div>
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<span style="font-family: inherit;"><b>Eclipses penumbrales de Luna, 23 de marzo y 16 de septiembre</b></span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;">Se trata de eclipses penumbrales, en los a simple vista no resulta posible observar oscurecimiento alguno. El primero de ellos se podrá observar desde Australia y el Océano Pacífico, mientras que el segundo beneficiará a Asia y el este de Europa y África.</span></div>
<div style="margin-bottom: 0em; margin-top: 0.25em; min-width: 950px; padding: 12px; vertical-align: top;">
<a href="http://www.oan.es/servidorEfem/rss/lunarEclipse_Madrid_2016-03-23.png" style="background-color: white; clear: left; float: left; line-height: 20.8px; margin-bottom: 1em; margin-right: 1em;"><span style="color: black; font-family: inherit;"><img align="center" src="http://www.oan.es/servidorEfem/rss/lunarEclipse_Madrid_2016-03-23.png" height="320" width="238" /></span></a><span style="background-color: white; font-family: inherit; line-height: 20.8px;"> <a href="http://www.oan.es/servidorEfem/rss/lunarEclipse_Madrid_2016-09-16.png"><img align="center" src="http://www.oan.es/servidorEfem/rss/lunarEclipse_Madrid_2016-09-16.png" height="320" width="238" /></a> </span></div>
<span style="font-size: x-small;">La imagen izquierda muestra en gradaciones la región de visibilidad del eclipse penumbral del 23 de marzo, mientras que la derecha corresponde al eclipse del 16 de septiembre.</span><br />
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;"><b>Eclipse total de Sol el 9 de marzo</b></span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;">Este eclipse será visible como parcial desde el este de Asia, Australia, y el Océano Pacífico. La totalidad cruzará Indonesia desde la isla de Sumatra hacia Borneo, islas Célebes, y las Molucas, y continuando por el Océano Pacífico sin tocar tierra.</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;"><b>Eclipse anular de Sol el 1 de septiembre</b></span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;">Este eclipse será visible como parcial en África y el Océano Índico. El eclipse anular comenzará al noroeste de la Isla de Ascensión, continuando en África por Gabón, Congo, Tanzania, y Mozambique, y continuará posteriormente por Madagascar y la isla de Reunión.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.oan.es/servidorEfem/rss/solarEclipse_Madrid_2016-03-09.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img align="center" src="http://www.oan.es/servidorEfem/rss/solarEclipse_Madrid_2016-03-09.png" height="320" width="239" /></a></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; min-width: 950px; padding: 12px; text-align: center; vertical-align: top;">
<a href="http://www.oan.es/servidorEfem/rss/solarEclipse_Madrid_2016-09-01.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="center" src="http://www.oan.es/servidorEfem/rss/solarEclipse_Madrid_2016-09-01.png" height="320" width="239" /></a><span style="font-size: x-small;"><span style="font-family: inherit;"> L</span><span style="font-family: inherit; line-height: 20.8px;">a imagen izquierda muestra en gradaciones la región de visibilidad del eclipse total del 9 de marzo, mientras que la derecha corresponde al eclipse anular del 1 de septiembre. Ninguno de ellos es visible desde España.</span></span></div>
<span style="background-color: white; font-family: inherit; line-height: 20.8px;"><a href="https://draft.blogger.com/null" name="eclList"></a></span><br />
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;"><br /></span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;"><br /></span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit; line-height: 20.8px;">Lista de eclipses y tránsitos para los próximos años</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; vertical-align: top;">
<span style="font-family: inherit;">Los próximos tránsitos de planetas sobre el disco solar serán los tránsitos de Mercurio del <a href="https://draft.blogger.com/null">9 de mayo de 2016</a>, <a href="https://draft.blogger.com/null">11 de noviembre de 2019</a>, y <a href="https://draft.blogger.com/null">13 de noviembre de 2032</a>. Los dos primeros estarán en muy buenas condiciones para observarse desde España, ambos entre las 12:30h y las 20h aproximadamente hora local de Madrid.</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px;">
<span style="font-family: inherit; line-height: 20.8px;">La siguiente tabla muestra todos los eclipses de Sol y Luna hasta el año 2034, con su tipo, la fecha con la hora aproximada del máximo, el ciclo Saros al que corresponde, el Inex, el número de eclipse y el total de eclipses de ese ciclo Saros, y las condiciones de visibilidad desde España. En las condiciones de visibilidad se proporciona la magnitud aproximada del eclipse desde España, salvo que se trate de un eclipse solar no visible desde nuestro pais.</span></div>
<table border="1" cellpadding="0" cellspacing="1" style="background-color: white; line-height: 20.8px; width: 100%px;"><tbody>
<tr><td align="left"><b><span style="font-family: inherit;">Eclipse</span></b></td><td align="left"><b><span style="font-family: inherit;">Tipo</span></b></td><td align="left"><b><span style="font-family: inherit;">Fecha</span></b></td><td align="left"><b><span style="font-family: inherit;">Saros</span></b></td><td align="left"><b><span style="font-family: inherit;">Inex</span></b></td><td align="left"><b><span style="font-family: inherit;">Eclipse #/total</span></b></td><td align="left"><b><span style="font-family: inherit;">Desde España</span></b></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2015-03-20 10:36</span></td><td align="left"><span style="font-family: inherit;">120</span></td><td align="left"><span style="font-family: inherit;">79</span></td><td align="left"><span style="font-family: inherit;">61/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.65)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2015-04-04 14:05</span></td><td align="left"><span style="font-family: inherit;">132</span></td><td align="left"><span style="font-family: inherit;">36</span></td><td align="left"><span style="font-family: inherit;">30/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (1.01)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2015-09-13 08:41</span></td><td align="left"><span style="font-family: inherit;">125</span></td><td align="left"><span style="font-family: inherit;">71</span></td><td align="left"><span style="font-family: inherit;">54/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2015-09-28 04:50</span></td><td align="left"><span style="font-family: inherit;">137</span></td><td align="left"><span style="font-family: inherit;">28</span></td><td align="left"><span style="font-family: inherit;">26/78</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.28)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><b><span style="font-family: inherit;">2016-03-09 02:54</span></b></td><td align="left"><span style="font-family: inherit;">130</span></td><td align="left"><span style="font-family: inherit;">63</span></td><td align="left"><span style="font-family: inherit;">52/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><b><span style="font-family: inherit;">2016-03-23 13:00</span></b></td><td align="left"><span style="font-family: inherit;">142</span></td><td align="left"><span style="font-family: inherit;">20</span></td><td align="left"><span style="font-family: inherit;">18/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.80)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><b><span style="font-family: inherit;">2016-09-01 11:03</span></b></td><td align="left"><span style="font-family: inherit;">135</span></td><td align="left"><span style="font-family: inherit;">55</span></td><td align="left"><span style="font-family: inherit;">39/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (Islas Canarias, 0.01)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><b><span style="font-family: inherit;">2016-09-16 21:05</span></b></td><td align="left"><span style="font-family: inherit;">147</span></td><td align="left"><span style="font-family: inherit;">12</span></td><td align="left"><span style="font-family: inherit;">8/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.93)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2017-02-11 01:32</span></td><td align="left"><span style="font-family: inherit;">114</span></td><td align="left"><span style="font-family: inherit;">65</span></td><td align="left"><span style="font-family: inherit;">59/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.01)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2017-02-26 15:58</span></td><td align="left"><span style="font-family: inherit;">140</span></td><td align="left"><span style="font-family: inherit;">47</span></td><td align="left"><span style="font-family: inherit;">29/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2017-08-07 20:10</span></td><td align="left"><span style="font-family: inherit;">119</span></td><td align="left"><span style="font-family: inherit;">57</span></td><td align="left"><span style="font-family: inherit;">61/82</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.25)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2017-08-21 20:30</span></td><td align="left"><span style="font-family: inherit;">145</span></td><td align="left"><span style="font-family: inherit;">39</span></td><td align="left"><span style="font-family: inherit;">22/77</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.21)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2018-01-31 14:26</span></td><td align="left"><span style="font-family: inherit;">124</span></td><td align="left"><span style="font-family: inherit;">49</span></td><td align="left"><span style="font-family: inherit;">49/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (1.32)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2018-02-15 22:05</span></td><td align="left"><span style="font-family: inherit;">150</span></td><td align="left"><span style="font-family: inherit;">31</span></td><td align="left"><span style="font-family: inherit;">17/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2018-07-13 04:47</span></td><td align="left"><span style="font-family: inherit;">117</span></td><td align="left"><span style="font-family: inherit;">84</span></td><td align="left"><span style="font-family: inherit;">69/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2018-07-27 22:20</span></td><td align="left"><span style="font-family: inherit;">129</span></td><td align="left"><span style="font-family: inherit;">41</span></td><td align="left"><span style="font-family: inherit;">38/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.61)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2018-08-11 11:57</span></td><td align="left"><span style="font-family: inherit;">155</span></td><td align="left"><span style="font-family: inherit;">23</span></td><td align="left"><span style="font-family: inherit;">6/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2019-01-06 02:28</span></td><td align="left"><span style="font-family: inherit;">122</span></td><td align="left"><span style="font-family: inherit;">76</span></td><td align="left"><span style="font-family: inherit;">58/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2019-01-21 06:16</span></td><td align="left"><span style="font-family: inherit;">134</span></td><td align="left"><span style="font-family: inherit;">33</span></td><td align="left"><span style="font-family: inherit;">27/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.20)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2019-07-02 21:16</span></td><td align="left"><span style="font-family: inherit;">127</span></td><td align="left"><span style="font-family: inherit;">68</span></td><td align="left"><span style="font-family: inherit;">58/82</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2019-07-16 23:38</span></td><td align="left"><span style="font-family: inherit;">139</span></td><td align="left"><span style="font-family: inherit;">25</span></td><td align="left"><span style="font-family: inherit;">21/79</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.66)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2019-12-26 06:13</span></td><td align="left"><span style="font-family: inherit;">132</span></td><td align="left"><span style="font-family: inherit;">60</span></td><td align="left"><span style="font-family: inherit;">46/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2020-01-10 20:21</span></td><td align="left"><span style="font-family: inherit;">144</span></td><td align="left"><span style="font-family: inherit;">17</span></td><td align="left"><span style="font-family: inherit;">16/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.92)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2020-06-05 21:12</span></td><td align="left"><span style="font-family: inherit;">111</span></td><td align="left"><span style="font-family: inherit;">70</span></td><td align="left"><span style="font-family: inherit;">67/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.59)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2020-06-21 08:41</span></td><td align="left"><span style="font-family: inherit;">137</span></td><td align="left"><span style="font-family: inherit;">52</span></td><td align="left"><span style="font-family: inherit;">36/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2020-07-05 06:44</span></td><td align="left"><span style="font-family: inherit;">149</span></td><td align="left"><span style="font-family: inherit;">9</span></td><td align="left"><span style="font-family: inherit;">3/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.38)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2020-11-30 10:29</span></td><td align="left"><span style="font-family: inherit;">116</span></td><td align="left"><span style="font-family: inherit;">62</span></td><td align="left"><span style="font-family: inherit;">58/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.85)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2020-12-14 17:16</span></td><td align="left"><span style="font-family: inherit;">142</span></td><td align="left"><span style="font-family: inherit;">44</span></td><td align="left"><span style="font-family: inherit;">23/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2021-05-26 13:13</span></td><td align="left"><span style="font-family: inherit;">121</span></td><td align="left"><span style="font-family: inherit;">54</span></td><td align="left"><span style="font-family: inherit;">55/82</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.72)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2021-06-10 12:52</span></td><td align="left"><span style="font-family: inherit;">147</span></td><td align="left"><span style="font-family: inherit;">36</span></td><td align="left"><span style="font-family: inherit;">23/80</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.01)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2021-11-19 09:57</span></td><td align="left"><span style="font-family: inherit;">126</span></td><td align="left"><span style="font-family: inherit;">46</span></td><td align="left"><span style="font-family: inherit;">45/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.98)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2021-12-04 08:43</span></td><td align="left"><span style="font-family: inherit;">152</span></td><td align="left"><span style="font-family: inherit;">28</span></td><td align="left"><span style="font-family: inherit;">13/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2022-04-30 22:27</span></td><td align="left"><span style="font-family: inherit;">119</span></td><td align="left"><span style="font-family: inherit;">81</span></td><td align="left"><span style="font-family: inherit;">66/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2022-05-16 06:14</span></td><td align="left"><span style="font-family: inherit;">131</span></td><td align="left"><span style="font-family: inherit;">38</span></td><td align="left"><span style="font-family: inherit;">34/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.42)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2022-10-25 12:48</span></td><td align="left"><span style="font-family: inherit;">124</span></td><td align="left"><span style="font-family: inherit;">73</span></td><td align="left"><span style="font-family: inherit;">55/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.12)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2022-11-08 12:02</span></td><td align="left"><span style="font-family: inherit;">136</span></td><td align="left"><span style="font-family: inherit;">30</span></td><td align="left"><span style="font-family: inherit;">20/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (1.36)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2023-04-20 06:12</span></td><td align="left"><span style="font-family: inherit;">129</span></td><td align="left"><span style="font-family: inherit;">65</span></td><td align="left"><span style="font-family: inherit;">52/80</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2023-05-05 19:34</span></td><td align="left"><span style="font-family: inherit;">141</span></td><td align="left"><span style="font-family: inherit;">22</span></td><td align="left"><span style="font-family: inherit;">24/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.97)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2023-10-14 19:55</span></td><td align="left"><span style="font-family: inherit;">134</span></td><td align="left"><span style="font-family: inherit;">57</span></td><td align="left"><span style="font-family: inherit;">44/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2023-10-28 22:24</span></td><td align="left"><span style="font-family: inherit;">146</span></td><td align="left"><span style="font-family: inherit;">14</span></td><td align="left"><span style="font-family: inherit;">11/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.11)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2024-03-25 08:00</span></td><td align="left"><span style="font-family: inherit;">113</span></td><td align="left"><span style="font-family: inherit;">67</span></td><td align="left"><span style="font-family: inherit;">64/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (Islas Canarias, 0.98)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2024-04-08 20:20</span></td><td align="left"><span style="font-family: inherit;">139</span></td><td align="left"><span style="font-family: inherit;">49</span></td><td align="left"><span style="font-family: inherit;">30/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2024-09-18 04:34</span></td><td align="left"><span style="font-family: inherit;">118</span></td><td align="left"><span style="font-family: inherit;">59</span></td><td align="left"><span style="font-family: inherit;">52/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.10)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2024-10-02 20:49</span></td><td align="left"><span style="font-family: inherit;">144</span></td><td align="left"><span style="font-family: inherit;">41</span></td><td align="left"><span style="font-family: inherit;">17/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2025-03-14 07:54</span></td><td align="left"><span style="font-family: inherit;">123</span></td><td align="left"><span style="font-family: inherit;">51</span></td><td align="left"><span style="font-family: inherit;">53/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.18)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2025-03-29 11:57</span></td><td align="left"><span style="font-family: inherit;">149</span></td><td align="left"><span style="font-family: inherit;">33</span></td><td align="left"><span style="font-family: inherit;">21/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.16)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2025-09-07 20:08</span></td><td align="left"><span style="font-family: inherit;">128</span></td><td align="left"><span style="font-family: inherit;">43</span></td><td align="left"><span style="font-family: inherit;">41/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.37)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2025-09-21 21:53</span></td><td align="left"><span style="font-family: inherit;">154</span></td><td align="left"><span style="font-family: inherit;">25</span></td><td align="left"><span style="font-family: inherit;">7/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2026-02-17 13:01</span></td><td align="left"><span style="font-family: inherit;">121</span></td><td align="left"><span style="font-family: inherit;">78</span></td><td align="left"><span style="font-family: inherit;">61/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2026-03-03 12:37</span></td><td align="left"><span style="font-family: inherit;">133</span></td><td align="left"><span style="font-family: inherit;">35</span></td><td align="left"><span style="font-family: inherit;">27/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.72)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2026-08-12 19:36</span></td><td align="left"><span style="font-family: inherit;">126</span></td><td align="left"><span style="font-family: inherit;">70</span></td><td align="left"><span style="font-family: inherit;">48/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (total)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2026-08-28 06:18</span></td><td align="left"><span style="font-family: inherit;">138</span></td><td align="left"><span style="font-family: inherit;">27</span></td><td align="left"><span style="font-family: inherit;">29/82</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.93)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2027-02-06 16:56</span></td><td align="left"><span style="font-family: inherit;">131</span></td><td align="left"><span style="font-family: inherit;">62</span></td><td align="left"><span style="font-family: inherit;">51/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (Islas Canarias, 0.17)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2027-02-21 00:23</span></td><td align="left"><span style="font-family: inherit;">143</span></td><td align="left"><span style="font-family: inherit;">19</span></td><td align="left"><span style="font-family: inherit;">18/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.94)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2027-07-18 17:44</span></td><td align="left"><span style="font-family: inherit;">110</span></td><td align="left"><span style="font-family: inherit;">72</span></td><td align="left"><span style="font-family: inherit;">72/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.01)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2027-08-02 12:04</span></td><td align="left"><span style="font-family: inherit;">136</span></td><td align="left"><span style="font-family: inherit;">54</span></td><td align="left"><span style="font-family: inherit;">38/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.88)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2027-08-17 09:28</span></td><td align="left"><span style="font-family: inherit;">148</span></td><td align="left"><span style="font-family: inherit;">11</span></td><td align="left"><span style="font-family: inherit;">4/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.56)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2028-01-12 05:03</span></td><td align="left"><span style="font-family: inherit;">115</span></td><td align="left"><span style="font-family: inherit;">64</span></td><td align="left"><span style="font-family: inherit;">58/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.06)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2028-01-26 16:12</span></td><td align="left"><span style="font-family: inherit;">141</span></td><td align="left"><span style="font-family: inherit;">46</span></td><td align="left"><span style="font-family: inherit;">24/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.95)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2028-07-06 20:10</span></td><td align="left"><span style="font-family: inherit;">120</span></td><td align="left"><span style="font-family: inherit;">56</span></td><td align="left"><span style="font-family: inherit;">58/83</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.39)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2028-07-22 05:01</span></td><td align="left"><span style="font-family: inherit;">146</span></td><td align="left"><span style="font-family: inherit;">38</span></td><td align="left"><span style="font-family: inherit;">28/76</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2028-12-31 17:48</span></td><td align="left"><span style="font-family: inherit;">125</span></td><td align="left"><span style="font-family: inherit;">48</span></td><td align="left"><span style="font-family: inherit;">49/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.25)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2029-01-14 18:24</span></td><td align="left"><span style="font-family: inherit;">151</span></td><td align="left"><span style="font-family: inherit;">30</span></td><td align="left"><span style="font-family: inherit;">15/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2029-06-12 05:50</span></td><td align="left"><span style="font-family: inherit;">118</span></td><td align="left"><span style="font-family: inherit;">83</span></td><td align="left"><span style="font-family: inherit;">69/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2029-06-26 05:22</span></td><td align="left"><span style="font-family: inherit;">130</span></td><td align="left"><span style="font-family: inherit;">40</span></td><td align="left"><span style="font-family: inherit;">35/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.85)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2029-07-11 17:51</span></td><td align="left"><span style="font-family: inherit;">156</span></td><td align="left"><span style="font-family: inherit;">22</span></td><td align="left"><span style="font-family: inherit;">2/69</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2029-12-05 15:52</span></td><td align="left"><span style="font-family: inherit;">123</span></td><td align="left"><span style="font-family: inherit;">75</span></td><td align="left"><span style="font-family: inherit;">54/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2029-12-20 23:46</span></td><td align="left"><span style="font-family: inherit;">135</span></td><td align="left"><span style="font-family: inherit;">32</span></td><td align="left"><span style="font-family: inherit;">24/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.12)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2030-06-01 08:21</span></td><td align="left"><span style="font-family: inherit;">128</span></td><td align="left"><span style="font-family: inherit;">67</span></td><td align="left"><span style="font-family: inherit;">59/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.79)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2030-06-15 20:40</span></td><td align="left"><span style="font-family: inherit;">140</span></td><td align="left"><span style="font-family: inherit;">24</span></td><td align="left"><span style="font-family: inherit;">25/77</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.51)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2030-11-25 07:46</span></td><td align="left"><span style="font-family: inherit;">133</span></td><td align="left"><span style="font-family: inherit;">59</span></td><td align="left"><span style="font-family: inherit;">46/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2030-12-09 23:40</span></td><td align="left"><span style="font-family: inherit;">145</span></td><td align="left"><span style="font-family: inherit;">16</span></td><td align="left"><span style="font-family: inherit;">12/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.97)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2031-05-07 05:39</span></td><td align="left"><span style="font-family: inherit;">112</span></td><td align="left"><span style="font-family: inherit;">69</span></td><td align="left"><span style="font-family: inherit;">66/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.90)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2031-05-21 09:17</span></td><td align="left"><span style="font-family: inherit;">138</span></td><td align="left"><span style="font-family: inherit;">51</span></td><td align="left"><span style="font-family: inherit;">32/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2031-06-05 13:58</span></td><td align="left"><span style="font-family: inherit;">150</span></td><td align="left"><span style="font-family: inherit;">8</span></td><td align="left"><span style="font-family: inherit;">2/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (0.15)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2031-10-30 08:32</span></td><td align="left"><span style="font-family: inherit;">117</span></td><td align="left"><span style="font-family: inherit;">61</span></td><td align="left"><span style="font-family: inherit;">53/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (Islas Canarias, 0.73)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2031-11-14 22:09</span></td><td align="left"><span style="font-family: inherit;">143</span></td><td align="left"><span style="font-family: inherit;">43</span></td><td align="left"><span style="font-family: inherit;">24/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2032-04-25 17:09</span></td><td align="left"><span style="font-family: inherit;">122</span></td><td align="left"><span style="font-family: inherit;">53</span></td><td align="left"><span style="font-family: inherit;">57/74</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (1.20)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2032-05-09 15:35</span></td><td align="left"><span style="font-family: inherit;">148</span></td><td align="left"><span style="font-family: inherit;">35</span></td><td align="left"><span style="font-family: inherit;">22/75</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2032-10-18 20:58</span></td><td align="left"><span style="font-family: inherit;">127</span></td><td align="left"><span style="font-family: inherit;">45</span></td><td align="left"><span style="font-family: inherit;">43/72</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (1.11)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2032-11-03 06:45</span></td><td align="left"><span style="font-family: inherit;">153</span></td><td align="left"><span style="font-family: inherit;">27</span></td><td align="left"><span style="font-family: inherit;">10/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2033-03-30 19:51</span></td><td align="left"><span style="font-family: inherit;">120</span></td><td align="left"><span style="font-family: inherit;">80</span></td><td align="left"><span style="font-family: inherit;">62/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2033-04-14 21:17</span></td><td align="left"><span style="font-family: inherit;">132</span></td><td align="left"><span style="font-family: inherit;">37</span></td><td align="left"><span style="font-family: inherit;">31/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.83)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">parcial</span></td><td align="left"><span style="font-family: inherit;">2033-09-23 15:39</span></td><td align="left"><span style="font-family: inherit;">125</span></td><td align="left"><span style="font-family: inherit;">72</span></td><td align="left"><span style="font-family: inherit;">55/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2033-10-08 12:57</span></td><td align="left"><span style="font-family: inherit;">137</span></td><td align="left"><span style="font-family: inherit;">29</span></td><td align="left"><span style="font-family: inherit;">27/78</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible (1.36)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">total</span></td><td align="left"><span style="font-family: inherit;">2034-03-20 11:14</span></td><td align="left"><span style="font-family: inherit;">130</span></td><td align="left"><span style="font-family: inherit;">64</span></td><td align="left"><span style="font-family: inherit;">53/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.23)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2034-04-03 21:18</span></td><td align="left"><span style="font-family: inherit;">142</span></td><td align="left"><span style="font-family: inherit;">21</span></td><td align="left"><span style="font-family: inherit;">19/73</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.88)</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Sol</span></td><td align="left"><span style="font-family: inherit;">anular</span></td><td align="left"><span style="font-family: inherit;">2034-09-12 18:13</span></td><td align="left"><span style="font-family: inherit;">135</span></td><td align="left"><span style="font-family: inherit;">56</span></td><td align="left"><span style="font-family: inherit;">40/71</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">no visible</span></a></td></tr>
<tr><td align="left"><span style="font-family: inherit;">Luna</span></td><td align="left"><span style="font-family: inherit;">penumbral</span></td><td align="left"><span style="font-family: inherit;">2034-09-28 04:56</span></td><td align="left"><span style="font-family: inherit;">147</span></td><td align="left"><span style="font-family: inherit;">13</span></td><td align="left"><span style="font-family: inherit;">9/70</span></td><td align="left"><a href="https://draft.blogger.com/null"><span style="font-family: inherit;">visible (0.02)</span></a></td></tr>
</tbody></table>
</div>
</div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify; vertical-align: top;">
<div style="border: 0px; font-weight: normal; line-height: 20px; margin-bottom: 0.714285em; padding: 0px; text-align: start;">
<div style="border: 0px; margin-bottom: 0.714285em; padding: 0px;">
<span style="font-family: inherit;"><b>Lluvias de estrellas fugaces</b></span></div>
<span style="font-family: inherit;">Esta tabla muestra las lluvias de meteoros visibles durante el año. El radiante es la posición en el cielo en coordenadas ecuatoriales desde donde los meteoros parecen venir, la cual resulta de la intersección de las trayectorias que siguen los meteoros que aparecen en distintas posiciones del cielo cuando esas trayectorias se extienden en dirección opuesta a la de la estela. Habitualmente esta dirección coincide con el este a medianoche porque a esa hora la Tierra se mueve en esa dirección en su órbita alrededor del Sol, barriendo e</span><span style="font-family: inherit;">l espacio de las pequeñas partículas que constituyen las estrellas fugaces. El THZ es la tasa de meteoros por hora que se puede esperar al observar en condiciones ideales: cerca del pico del máximo de la lluvia, lejos de la ciudad, y sin la presencia de la Luna sobre el horizonte.</span></div>
<table class="mce-item-table" style="color: black; line-height: 20px;"><tbody style="line-height: 1.42857em;">
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Nombre de la lluvia</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Instante del máximo (intervalo de observación)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Posición del radiante</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">THZ</strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Cuadrántidas (QUA)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">4 de Enero de 2016, 09:05</a> (2 de Enero al 6 de Enero)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">15h 20.5m, 48° 56.6'</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">120</strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">delta-Cáncridas (DCA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">17 de Enero de 2016, 22:59</a> (1 de Enero al 24 de Enero)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">08h 40.9m, 19° 56.6'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">4</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">alfa-Centáuridas (ACE)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">8 de Febrero de 2016, 19:28</a> (29 de Enero al 22 de Febrero)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">14h 01.1m, -59° 04.6'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">6</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">delta-Leónidas (DLE)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">25 de Febrero de 2016, 10:53</a> (16 de Febrero al 11 de Marzo)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">11h 12.8m, 15° 54.8'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">2</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">gamma-Nórmidas (GNO)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">13 de Marzo de 2016, 10:06</a> (25 de Febrero al 22 de Marzo)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">16h 37.2m, -51° 01.9'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">8</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Virgínidas (VIR)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">24 de Marzo de 2016, 11:40</a> (25 de Enero al 15 de Abril)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">13h 00.8m, -04° 05.2'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Líridas (LYR)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">22 de Abril de 2016, 08:04</a> (16 de Abril al 25 de Abril)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">18h 04.6m, 34° 00.1'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">18</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">pi-Púppidas (PPU)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">23 de Abril de 2016, 13:07</a> (14 de Abril al 27 de Abril)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">07h 20.5m, -45° 01.8'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">eta-Acuáridas (ETA)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">5 de Mayo de 2016, 21:36</a> (21 de Diciembre al 28 de Mayo)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">22h 32.8m, -00° 55.0'</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">60</strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Sagitáridas (SAG)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">19 de Mayo de 2016, 21:14</a> (22 de Enero al 14 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">16h 29.0m, -22° 02.1'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Bootidas de Junio (JBO)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">27 de Junio de 2016, 05:38</a> (26 de Junio al 2 de Julio)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">14h 56.5m, 47° 56.2'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Pegásidas (JPE)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">9 de Julio de 2016, 14:36</a> (7 de Julio al 13 de Julio)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">22h 40.8m, 15° 05.0'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Phoenícidas de Julio (PHE)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">13 de Julio de 2016, 06:41</a> (10 de Julio al 16 de Julio)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">02h 08.6m, -47° 55.5'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Piscis Austrínidas (PAU)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">27 de Julio de 2016, 22:46</a> (14 de Julio al 9 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">22h 44.9m, -29° 54.9'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">delta-Acuáridas Sur (SDA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">27 de Julio de 2016, 22:46</a> (11 de Julio al 18 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">22h 36.9m, -15° 55.0'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">20</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">alfa-Capricórnidas (CAP)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">30 de Julio de 2016, 00:58</a> (3 de Julio al 15 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">20h 28.9m, -09° 56.8'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">4</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">iota-Acuáridas Sur (SIA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">4 de Agosto de 2016, 06:20</a> (25 de Julio al 15 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">22h 16.9m, -14° 55.2'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">2</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">delta-Acuáridas Norte (NDA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">8 de Agosto de 2016, 10:31</a> (15 de Julio al 25 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">22h 20.8m, -04° 55.2'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">4</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Perseidas (PER)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">12 de Agosto de 2016, 14:35</a> (17 de Julio al 24 de Agosto)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">03h 05.2m, 58° 03.7'</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">100</strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">kappa-Cígnidas (KCG)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">17 de Agosto de 2016, 19:31</a> (3 de Agosto al 25 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">19h 04.2m, 59° 01.5'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">iota-Acuáridas Norte (NIA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">19 de Agosto de 2016, 21:25</a> (11 de Agosto al 31 de Agosto)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">21h 48.8m, -05° 55.5'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">alfa-Aurígidas (AUR)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">31 de Agosto de 2016, 21:55</a> (24 de Agosto al 7 de Septiembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">05h 37.1m, 42° 00.5'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">10</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">delta-Aurígidas (DAU)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">9 de Septiembre de 2016, 06:23</a> (5 de Septiembre al 10 de Octubre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">04h 01.2m, 47° 02.7'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Píscidas (SPI)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">19 de Septiembre de 2016, 20:11</a> (1 de Septiembre al 30 de Septiembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">00h 20.8m, -00° 54.7'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Dracónidas (GIA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">8 de Octubre de 2016, 03:59</a> (6 de Octubre al 10 de Octubre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">17h 28.3m, 53° 59.3'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">épsilon-Gemínidas (EGE)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">18 de Octubre de 2016, 06:26</a> (14 de Octubre al 27 de Octubre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">06h 49.0m, 26° 58.9'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">2</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Oriónidas (ORI)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">21 de Octubre de 2016, 06:54</a> (2 de Octubre al 7 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">06h 20.9m, 15° 59.5'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">23</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Táuridas Sur (STA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">5 de Noviembre de 2016, 06:17</a> (1 de Octubre al 25 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">03h 28.9m, 13° 03.3'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Tauridas Norte (NTA)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">12 de Noviembre de 2016, 05:34</a> (1 de Octubre al 25 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">03h 52.9m, 22° 02.8'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Leónidas (LEO)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">17 de Noviembre de 2016, 11:11</a> (14 de Noviembre al 21 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">10h 12.9m, 21° 55.2'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">20+</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">alfa-Monocerótidas (AMO)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">21 de Noviembre de 2016, 11:31</a> (15 de Noviembre al 25 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">07h 48.8m, 00° 57.6'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">chi-Oriónidas (XOR)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">2 de Diciembre de 2016, 00:43</a> (26 de Noviembre al 15 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">05h 29.0m, 23° 00.7'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Phoenícidas Dic (PHO)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">6 de Diciembre de 2016, 05:14</a> (28 de Noviembre al 9 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">01h 12.7m, -52° 54.9'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">var</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Púppidas/Vélidas (PUP)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">6 de Diciembre de 2016, 22:58</a> (30 de Noviembre al 14 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">08h 12.5m, -45° 02.9'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">10</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Monocerótidas (MON)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">8 de Diciembre de 2016, 22:13</a> (26 de Noviembre al 16 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">06h 40.9m, 07° 59.1'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">3</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">sigma-Hídridas (HYD)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">11 de Diciembre de 2016, 21:05</a> (2 de Diciembre al 14 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">08h 28.8m, 01° 56.8'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">2</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">Gemínidas (GEM)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">14 de Diciembre de 2016, 01:02</a> (7 de Diciembre al 17 de Diciembre)</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">07h 29.0m, 32° 58.0'</strong></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><strong style="line-height: 1.42857em;">120</strong></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Coma Berenícidas (COM)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">19 de Diciembre de 2016, 17:51</a> (12 de Diciembre al 15 de Noviembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">11h 40.8m, 24° 54.7'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">5</span></td></tr>
<tr style="line-height: 1.42857em;"><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">Úrsidas (URS)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;"><a data-mce-href="#" href="https://www.evernote.com/Home.action?csrfBusterToken=U%3D26d023c%3AP%3D%2F%3AE%3D1522cba3db4%3AS%3D2f03b1031eb18c1b55b525d839865ba6#" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">22 de Diciembre de 2016, 09:29</a> (17 de Diciembre al 26 de Diciembre)</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">14h 28.0m, 75° 55.7'</span></td><td colspan="1" rowspan="1" style="line-height: 1.42857em; padding: 0.2em 2em 0.2em 0px; vertical-align: top;"><span style="font-family: inherit;">10</span></td></tr>
</tbody></table>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Efemérides más concretas y consultas</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify;">
<span style="font-family: inherit;">Existe un formulario a su disposición para pedir <a href="http://www.oan.es/servidorEfem/formulario.html" target="_blank">efemérides de cualquier objeto para una fecha y lugar de observación seleccionables</a>. Este formulario permite obtener efemérides durante un intervalo de tiempo, por ejemplo para obtener la hora de la salida y puesta del Sol para cada día del año. En el caso de requerir una información más específica puede enviar una consulta a la dirección de correo electrónicoconsultas@oan.es.</span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify; vertical-align: top;">
<span style="font-family: inherit;">Planetario para Android</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify;">
<span style="font-family: inherit;">Existe un planetario disponible para la plataforma Android desarrollado por el Observatorio Astronómico Nacional en <a href="https://play.google.com/store/apps/details?id=jparsec.androidlite" target="_blank">esta dirección</a>. Se trata de un planetario sencillo de usar que destaca sobre otros por la precisión de los resultados proporcionados. Si dispone de telescopio existe una versión de pago especialmente dirigida a astrónomos aficionados.</span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify; vertical-align: top;">
<span style="font-family: inherit;">Otros recursos</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify;">
<span style="font-family: inherit;">Está página está focalizada en proporcionar información astronómica clara, fiable, y actualizada, apoyada por gráficos de alta calidad. Para lograrlo, los cálculos y gráficos presentados en esta página son generados mediante una librería de algoritmos escrita en el lenguaje de programación Java, y desarrollada por el Observatorio Astronómico Nacional. Esta librería puede ser útil para el aprendizaje o enseñanza de astronomía de posición y dinámica celeste. El código de JPARSEC es de uso libre y puede descargarse desde <a href="http://conga.oan.es/~alonso/doku.php?id=jparsec" target="_blank">esta dirección</a>. En JPARSEC se utilizan los modelos numéricos más modernos para las efemérides de planetas y satélites naturales, lo que permite garantizar una precisión de 0.1" durante varios siglos alrededor del año 2000.</span></div>
<div style="background-color: white; font-weight: bold; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify; vertical-align: top;">
<span style="font-family: inherit;">Enlaces de interés</span></div>
<div style="background-color: white; line-height: 20.8px; margin-bottom: 0em; margin-top: 0.25em; padding: 12px; text-align: justify;">
<br />
<ul>
<li><a href="http://www.heavens-above.com/" style="font-family: inherit; line-height: 20.8px;" target="_blank">www.heavens-above.com</a><span style="font-family: inherit; line-height: 20.8px;">: Página relativamente sencilla para consultar eventos astronómicos, principalmente relacionados con satélites artificiales.</span></li>
<li><a href="https://www.calsky.com/" style="font-family: inherit; line-height: 20.8px;" target="_blank">www.calsky.com</a><span style="font-family: inherit; line-height: 20.8px;">: Otra página para consultar eventos astronómicos (sólo en inglés). Si bien es interesante, su información es muy técnica o numérica para un usuario medio, y se presenta de manera algo dispersa.</span></li>
<li><a href="http://solarviews.com/span/homepage.htm" style="line-height: 20.8px;" target="_blank"><span style="color: black; font-family: inherit;">Información detallada sobre cuerpos del Sistema Solar.</span></a></li>
<li><a href="http://www.astrofisicayfisica.com/" style="font-family: inherit; line-height: 20.8px;" target="_blank">Blog con noticias sobre astronomía.</a></li>
<li><a href="http://www.madrimasd.org/blogs/astrofisica/" style="font-family: inherit; line-height: 20.8px;" target="_blank">Otra fuente de información, algo más general en su contenido, sobre astronomía.</a></li>
<li><a href="https://www.zooniverse.org/" style="font-family: inherit; line-height: 20.8px;" target="_blank">Herramientas colaborativas para la divulgación e investigación en astronomía (Inglés).</a></li>
<li><a href="http://www.sky-live.tv/" style="font-family: inherit; line-height: 20.8px;" target="_blank">Retransmisiones en directo de eventos astronómicos.</a></li>
<li><a href="http://www.planetmad.es/" style="font-family: inherit; line-height: 20.8px;" target="_blank">Planetario de Madrid.</a></li>
<li><a href="http://federacionastronomica.es/" style="font-family: inherit; line-height: 20.8px;" target="_blank">FAAE</a><span style="font-family: inherit; line-height: 20.8px;">: Página web de la Federación de Asociaciones Astronómicas de España. En su sección de actividades y eventos aparece un calendario con las charlas y sesiones de observación próximas organizadas por las diferentes agrupaciones astronómicas de España.</span></li>
<li><a href="http://www.sea-astronomia.es/" style="font-family: inherit; line-height: 20.8px;" target="_blank">SEA</a><span style="font-family: inherit; line-height: 20.8px;">: Página web de la Sociedad Española de Astronomía.</span></li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-65179916712119225092016-01-10T19:08:00.000+01:002016-01-10T19:08:10.134+01:00La ciudad de Madrid en mapas<div style="border: 0px; line-height: 20px; margin: 0px; padding: 0px;">
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<span style="font-family: inherit;">La ciudad de Madrid, como ocurre con todas las urbes del mundo, ha ido tomando su forma a lo largo de los siglos. ¿Pero cómo ha sido ese proceso? Es lo que se busca analizar hoy en un viaje que nos llevará desde el Madrid de la época árabe a la ciudad que actualmente conocemos y que constituye la tercera urbe más grande de Europa, sólo por detrás de Londres y Berlín en lo que a su término municipal se refiere.</span></div>
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<span style="font-family: inherit;"><img alt="Madrid en el plano de Frederic de Wit y Antonio Marcelli, hacia 1622-1635." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/0703c4e7-d42f-4cba-9efe-687bcaae4ddb.jpg?resizeSmall&width=786" name="0703c4e7-d42f-4cba-9efe-687bcaae4ddb" src="https://www.evernote.com/shard/s279/res/0703c4e7-d42f-4cba-9efe-687bcaae4ddb.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Madrid en el plano de Frederic de Wit y Antonio Marcelli, hacia 1622-1635. Wikipedia.</span></div>
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<span style="font-family: inherit;">Originariamente Madrid (Mayrit) fue un <strong style="line-height: 1.42857em;">asentamiento árabe</strong>. Hacia el año 850, por orden del quinto emir omeya de Al-Andalus, Muhammad I, se inició la construcción del alcázar de la ciudad y de la ciudadela militar que le daría servicio, planteando un primer recinto defensivo. La fortaleza, al igual que muchas otras ubicadas en las inmediaciones, estaban en tierra de nadie, entre los territorios cristiano y árabe, en lo que entonces se conocía como la Marca Media.</span></div>
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<span style="font-family: inherit;">Así, la muralla árabe de Madrid, de la que se conservan algunos vestigios cerca de la catedral de la Almudena, se edificó en un promontorio situado junto al río Manzanares, por entonces llamado Guadarrama. El emplazamiento de Mayrit, además de sus ventajas estratégicas y militares, contaba con las condiciones geográficas óptimas. Se situaba en lo alto de una colina, perfectamente defendible por las grandes vaguadas que la rodeaban y muy cerca de un río, pero a la suficiente distancia también para que no causase problemas de salubridad.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/301002f5-ab2d-40a4-9773-5cd652c6b36b.jpg?resizeSmall&width=786" name="301002f5-ab2d-40a4-9773-5cd652c6b36b" src="https://www.evernote.com/shard/s279/res/301002f5-ab2d-40a4-9773-5cd652c6b36b.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Detalle del dibujo realizado por Anton Van der Wyngaerde en 1562, donde se aprecia la muralla musulmana de Madrid.</span></div>
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<span style="font-family: inherit;">El Madrid musulmán presentaba dos áreas urbanas bien diferenciadas. Por un lado se encontraba la fortaleza y el barrio noble, ubicados en la almudaina y por otro los dos barrios residenciales con que contaba entonces la ciudad, la medina. La medina estaba constituida por dos barrios residenciales, uno poblado por musulmanes y el otro por cristianos.</span></div>
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<span style="font-family: inherit;"><img alt="Plano de Madrid hacia el siglo X. La trama naranja es la ciudadela-almudaina, la rosa el barrio musulmán y la verde el barrio mozárabe. " class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/f22a48e4-f8c1-46bf-a591-ee3a0bd72e04.jpg?resizeSmall&width=786" name="f22a48e4-f8c1-46bf-a591-ee3a0bd72e04" src="https://www.evernote.com/shard/s279/res/f22a48e4-f8c1-46bf-a591-ee3a0bd72e04.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano de Madrid hacia el siglo X. La zona naranja es la ciudadela-almudaina, la cruda es el barrio musulmán y la verde el barrio mozárabe.</span></div>
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<span style="font-family: inherit;">Una vez que la villa pasó a la Corona de Castilla, se construyó una ampliación del primitivo recinto amurallado para dar cabida a los nuevos barrios surgidos tras la Reconquista. La <strong style="line-height: 1.42857em;">muralla cristiana de Madrid</strong> protegía un recinto de algo más de 33 hectáreas, ocho veces mayor que el espacio comprendido dentro de la inicial muralla musulmana.</span></div>
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<span style="font-family: inherit;"><img alt="Madrid en el siglo XII." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/46b15e0e-4ff7-4cc4-9671-b80b2b5e9fb8.jpg?resizeSmall&width=786" name="46b15e0e-4ff7-4cc4-9671-b80b2b5e9fb8" src="https://www.evernote.com/shard/s279/res/46b15e0e-4ff7-4cc4-9671-b80b2b5e9fb8.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Madrid en el siglo XII.</span></div>
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<span style="font-family: inherit;">Tenía una longitud aproximada de 2.200 metros. Se estima que podía haber entre 130 y 140 torres, una cada 10 o 15 metros. La muralla estaba rodeada de un foso exterior, en buena parte de su perímetro. Así se desprende de la toponimia de algunas vías madrileñas, como es el caso de las calles de la Cava Alta, de la Cava Baja o de la Cava de San Miguel, que fueron trazadas sobre este foso o <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">cava</em>, una vez que quedó cegado.</span></div>
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<span style="font-family: inherit;">En el siglo XV, la Villa seguía creciendo, como había ocurrido desde el siglo IX. Algo que sucedía hacia el este, aumentando la superficie habitada hasta llegar a desbordar los límites de la muralla. Madrid era una ciudad pequeña, aunque tenia su importancia entre las ciudades castellanas medievales. Era uno de los diecisiete lugares con voto en Cortes.</span></div>
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<span style="font-family: inherit;"><img alt="Arrabales de Madrid" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/81475949-03fa-4ae8-b5fa-370be4ce7b45.jpg?resizeSmall&width=786" name="81475949-03fa-4ae8-b5fa-370be4ce7b45" src="https://www.evernote.com/shard/s279/res/81475949-03fa-4ae8-b5fa-370be4ce7b45.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Arrabales de Madrid</span></div>
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<span style="font-family: inherit;">A lo largo de la segunda mitad del siglo XV se incrementó la población, de 5.000 a unos 12.000 habitantes en los comienzos del XVI. Para dar cabida a esa nueva población, una <strong style="line-height: 1.42857em;">nueva cerca llamada del Arrabal</strong> encerró las tierras que a partir del siglo XII se fueron poblando en las afueras del recinto cristiano.</span></div>
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<span style="font-family: inherit;">La cerca se construyó con fines fundamentalmente administrativos e higiénicos, debido a una gran epidemia de peste. Dentro de esta cerca se encontraba la llamada Plaza del Arrabal, que más tarde pasaría a ser, tras sus sucesivas reformas la Plaza Mayor de Madrid.</span></div>
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<span style="font-family: inherit;"><img alt="Madrid en el siglo XV" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/1db09d59-ef3f-4aa1-8cc1-8c481407c07f.jpg?resizeSmall&width=786" name="1db09d59-ef3f-4aa1-8cc1-8c481407c07f" src="https://www.evernote.com/shard/s279/res/1db09d59-ef3f-4aa1-8cc1-8c481407c07f.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Madrid en el siglo XV</span></div>
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<span style="font-family: inherit;">Fue Felipe II quien decidió localizar la capital del reino en Madrid en 1561. El Madrid de Felipe II era una villa de apenas 15.000 habitantes, una pequeña ciudad que comenzó a crecer de modo exponencial desde el momento en que se convirtió en la sede de la poderosa corte.</span></div>
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<span style="font-family: inherit;">Así, se observa un progresivo florecimiento de nuevos establecimientos, sobre todo conventuales y hospitalarios, que acompañan al crecimiento de la ciudad y que se situarán en los espacios limítrofes del arrabal y en exterior de la ciudad. En este sentido, destaca el establecimiento extramuros de los conventos de San Jerónimo el Real y Nuestra Señora de Atocha. Ante el crecimiento de la ciudad, en 1566 <strong style="line-height: 1.42857em;">Felipe II ordenó construir una nueva cerca</strong> para el control fiscal y sanitario. Abarcaba una superficie de 125 hectáreas y tenía 8 puertas y postigos de acceso.</span></div>
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<span style="font-family: inherit;"><img alt="Plano de Madrid de Pedro Teixeira (1656)." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/c8828814-c240-4272-957b-953945518572.png?resizeSmall&width=786" name="c8828814-c240-4272-957b-953945518572" src="https://www.evernote.com/shard/s279/res/c8828814-c240-4272-957b-953945518572.png?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano de Madrid de Pedro Teixeira (1656).</span></div>
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<span style="font-family: inherit;">Durante el reinado de Felipe IV la población se triplicó con respecto a la existente en la época de su abuelo, Felipe II. De este modo, fue necesario ampliar los límites de Madrid y construir una nueva cerca para sustituir a las anteriores, las de Felipe II y del Arrabal, que habían sido superadas ante el crecimiento de la población. La nueva cerca, llamada de Felipe IV o <strong style="line-height: 1.42857em;">Real Cerca de Felipe IV</strong>, rodeó la ciudad de Madrid entre 1625 y 1868.</span></div>
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<span style="font-family: inherit;"><img alt="Plano de la cerca de Felipe IV, con puertas y portillos, publicado en 1847 en el Semanario Pintoresco Español." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/48a132a1-1dd3-4e0b-ab97-ec78eed5ed32.jpg?resizeSmall&width=786" name="48a132a1-1dd3-4e0b-ab97-ec78eed5ed32" src="https://www.evernote.com/shard/s279/res/48a132a1-1dd3-4e0b-ab97-ec78eed5ed32.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano de la cerca de Felipe IV, con puertas y portillos, publicado en 1847 en el Semanario Pintoresco Español.</span></div>
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<span style="font-family: inherit;">Al igual que ocurría con las anteriores, no se trataba de un muro defensivo, sino que tenía fundamentalmente un carácter fiscal y de vigilancia. Con su construcción se buscaba controlar el acceso de mercancías a la ciudad así como asegurar el cobro de impuestos, y vigilar quien entraba y salía de Madrid. Los materiales empleados para la construcción fueron el ladrillo, la argamasa y la tierra. Su mayor inconveniente fue que impidió el crecimiento de la ciudad hacinando su población durante más de doscientos años.</span></div>
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<span style="font-family: inherit;"><img alt="Plano de Madrid de 1762" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/e48c4067-2bf0-4be0-ab98-3a386855fbf1.jpg?resizeSmall&width=786" name="e48c4067-2bf0-4be0-ab98-3a386855fbf1" src="https://www.evernote.com/shard/s279/res/e48c4067-2bf0-4be0-ab98-3a386855fbf1.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano de Madrid de 1762</span></div>
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<span style="font-family: inherit;">El primer crecimiento significativo de Madrid se produjo hacia 1860, cuando la burguesía consiguió la demolición de la cerca de Felipe IV, gracias al ‘<strong style="line-height: 1.42857em;">Plan Castro</strong>‘ y la realización de los Ensanches. La denominación del plan tiene su origen en Carlos María de Castro, uno de los urbanistas madrileños promotores del mismo. La idea fue la de acomodar el crecimiento ordenado de la ciudad a una separación de barrios.</span></div>
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<span style="font-family: inherit;">No fue hasta la ejecución de este plan cuando el <strong style="line-height: 1.42857em;">primer cinturón de circunvalación</strong> de la ciudad quedó delimitado encerrando la zona que ocupa el que a día de hoy el que se puede considerar casco histórico de Madrid (distrito Centro). El cinturón, también en ocasiones denominado <strong style="line-height: 1.42857em;">M-10</strong>, sigue aproximadamente lo que en su día fue la cerca de Felipe IV.</span></div>
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<span style="font-family: inherit;">Cada uno de sus tramos tienen origen diverso, lo que hace que para la mayor parte de los habitantes de la ciudad no exista como tal, y tengan mayor entidad cada una de sus partes (eje <a data-mce-href="https://es.wikipedia.org/wiki/Paseo_del_Prado" href="https://es.wikipedia.org/wiki/Paseo_del_Prado" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Paseo del Prado">Prado</a>–<a data-mce-href="https://es.wikipedia.org/wiki/Paseo_de_Recoletos" href="https://es.wikipedia.org/wiki/Paseo_de_Recoletos" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Paseo de Recoletos">Recoletos</a>, <a data-mce-href="https://es.wikipedia.org/wiki/Las_Rondas" href="https://es.wikipedia.org/wiki/Las_Rondas" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Las Rondas">las Rondas</a> y <a data-mce-href="https://es.wikipedia.org/wiki/Los_Bulevares_(Madrid)" href="https://es.wikipedia.org/wiki/Los_Bulevares_(Madrid)" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Los Bulevares (Madrid)">los Bulevares</a>).</span></div>
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<span style="font-family: inherit;"><img alt="Ensanche de Madrid : anteproyecto. Plano general de la zona de Ensanche y del emplazamiento y distribución del nuevo caserio, ejecutado por Real orden de 8 de Abril de 1857 Carlos Mª de Castro ; F. Perez Baquero grabó" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/02bce467-b570-40c5-89d4-bd99265f8d39.jpg?resizeSmall&width=786" name="02bce467-b570-40c5-89d4-bd99265f8d39" src="https://www.evernote.com/shard/s279/res/02bce467-b570-40c5-89d4-bd99265f8d39.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Ensanche de Madrid: anteproyecto. Plano general de la zona de Ensanche y del emplazamiento y distribución del nuevo caserio, ejecutado por Real orden de 8 de Abril de 1857</span></div>
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<span style="font-family: inherit;">El proyecto de ensanche decimonónico de Madrid planteaba originalmente un gran vial de circunvalación denominado <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">paseo de Ronda</em> que marcaría el límite del nuevo desarrollo urbano de la ciudad y que serviría a su vez como área de esparcimiento y servicios para la nueva urbe.</span></div>
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<span style="font-family: inherit;">Sería el <strong style="line-height: 1.42857em;">segundo cinturón de la ciudad</strong>, considerado como <strong style="line-height: 1.42857em;">M-20</strong>, y que comprende las actuales calles de San Francisco de Sales, General Ibáñez de Íbero, Avenida de la Reina Victoria, Raimundo Fernández Villaverde, Joaquín Costa, Francisco Silvela, Doctor Esquerdo, Pedro Bosch y Avenida del Planetario.</span></div>
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<span style="font-family: inherit;">No obstante, el rápido desarrollo de arrabales a finales del s. XIX fuera de dicho recinto (con los barrios de Tetuán, Prosperidad o Guindalera, entre otros) así como el también veloz desarrollo de las nuevas instalaciones ferroviarias e industriales entre el casco histórico de la ciudad y el río Manzanares, produjeron un desigual e irregular desarrollo urbano del ensanche.</span></div>
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<span style="font-family: inherit;">De este modo, el trazado de dicho <em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;">paseo de Ronda</em> sigue en buena medida el plan original especialmente en el arco norte y oeste (entre Cuatro Caminos y Pacífico), pero se encuentra desdibujado y no presenta un recorrido del todo continuo y coherente conforme llega al río Manzanares.</span></div>
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<span style="font-family: inherit;"><img alt="Distritos y barrios de Madrid en 1929." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/ab5ed6ed-c7b8-4bda-841a-6553085dec6f.jpg?resizeSmall&width=786" name="ab5ed6ed-c7b8-4bda-841a-6553085dec6f" src="https://www.evernote.com/shard/s279/res/ab5ed6ed-c7b8-4bda-841a-6553085dec6f.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Distritos y barrios de Madrid en 1929.</span></div>
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<span style="font-family: inherit;">Durante el siglo XX, desde 1929 se proyectó crear un tercer anillo de circunvalación en torno a la ciudad. No obstante, no existió un proyecto oficial hasta el Plan General de Ordenación Urbana (Plan Bidagor, en honor al urbanista <a data-mce-href="https://es.wikipedia.org/wiki/Pedro_Bidagor_Lasarte" href="https://es.wikipedia.org/wiki/Pedro_Bidagor_Lasarte" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank" title="Pedro Bidagor Lasarte">Pedro Bidagor Lasarte</a>), aprobado en 1946. El Plan Bigador se basa en los estudios anteriores a la Guerra Civil y preveía la construcción de dos anillos exteriores de circulación, el primero de los cuales sería la <strong style="line-height: 1.42857em;">M-30</strong>.</span></div>
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<span style="font-family: inherit;"><img alt="Plan Bigador. " class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/855ffc09-703a-46ed-98c6-fa28657a1e05.jpg?resizeSmall&width=786" name="855ffc09-703a-46ed-98c6-fa28657a1e05" src="https://www.evernote.com/shard/s279/res/855ffc09-703a-46ed-98c6-fa28657a1e05.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plan Bidagor. 1941.</span></div>
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<span style="font-family: inherit;">La periferia urbana actual corresponde con el espacio exterior a la conocida como “<strong style="line-height: 1.42857em;">almendra central</strong>” definida por la M-30 y corresponde en su mayor parte a los antiguos municipios absorbidos tras la Guerra Civil.</span></div>
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<span style="font-family: inherit;">Además de los cascos históricos de esas poblaciones, que lógicamente aún pueden reconocerse en la trama de la conurbación, las nuevas áreas residenciales creadas en el antiguo suelo agrícola son barrios de chabolas posteriormente reedificados, como El Pozo del Tío Raimundo, o zonas de planificación de los años 1950, como San Blas; o promociones privadas de especulación urbanística de los años 1970, como el Barrio del Pilar.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/71b6c791-0709-4170-8303-35a55a8e7f23.jpg?resizeSmall&width=786" name="71b6c791-0709-4170-8303-35a55a8e7f23" src="https://www.evernote.com/shard/s279/res/71b6c791-0709-4170-8303-35a55a8e7f23.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano actual de la ciudad de Madrid. <a data-mce-href="http://www.101viajes.com/sites/default/files/mapas/Mapa_Madrid_Bicicleta.jpg" href="http://www.101viajes.com/sites/default/files/mapas/Mapa_Madrid_Bicicleta.jpg" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Fuente</a>.</span></div>
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<span style="font-family: inherit;">La autopista <strong style="line-height: 1.42857em;">M-40</strong> es el teórico cuarto cinturón de circunvalación de Madrid, que circunvala todos estos nuevos barrios, así como otras localidades de la Comunidad. Las obras comenzaron en 1987 y quedó finalizada en 1996. La<strong style="line-height: 1.42857em;"> M-50</strong> sería el quinto cinturón de circunvalación, que comenzó a contruirse en 1990, si bien no se encuentra cerrada al no haberse ejecutado los túneles de El Pardo, que la cerrarían en el norte.</span></div>
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<span style="font-family: inherit;"><img alt="Plano de los PAUS de Madrid." class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/6e5bbf21-3d3b-4d86-9568-c1dce460efd6.png?resizeSmall&width=786" name="6e5bbf21-3d3b-4d86-9568-c1dce460efd6" src="https://www.evernote.com/shard/s279/res/6e5bbf21-3d3b-4d86-9568-c1dce460efd6.png?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;">Plano de los PAUS de Madrid (en naranja). <a data-mce-href="http://www.madrid.es/UnidadesDescentralizadas/UrbanismoyVivienda/Urbanismo/GrandesDesarrollosUrbanisticos/EvolucionNuevosDesarrollos/Fichas05_15.pdf" href="http://www.madrid.es/UnidadesDescentralizadas/UrbanismoyVivienda/Urbanismo/GrandesDesarrollosUrbanisticos/EvolucionNuevosDesarrollos/Fichas05_15.pdf" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Fuente</a>.</span></div>
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<span style="font-family: inherit;">La última versión del crecimiento de Madrid son los denominados<strong style="line-height: 1.42857em;"> PAU</strong> o Programas de actuación Urbanística, que han supuesto la ordenación y urbanización de terrenos clasificados como suelo urbanizable no programado para la creación de nuevos barrios, a menudos calificados como poco sostenibles en su concepción. Estos nuevos barrios, como los de <strong style="line-height: 1.42857em;">Las Tablas</strong>, <strong style="line-height: 1.42857em;">Montecarmelo</strong>, <strong style="line-height: 1.42857em;">Sanchinarro</strong>, en el Norte, o los PAU de <strong style="line-height: 1.42857em;">Vallecas</strong> o<strong style="line-height: 1.42857em;"> Carabanchel</strong>, comenzaron a planificarse a partir de 1997, hasta la actualidad en que prácticamente están acabados.</span></div>
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<em style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><span style="font-family: inherit;">En el siguiente vídeo puedes ver la evolución del plano de Madrid en los últimos 130 años en una producción del Instituto Geográfico Nacional (IGN).</span></em></div>
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<iframe allowfullscreen="" frameborder="0" height="450" src="https://www.youtube.com/embed/WB7Sq21D3NI" width="700"></iframe>
<span style="line-height: 22.8571px;"><b>Vía: </b></span><a href="http://www.geografiainfinita.com/2016/01/de-como-la-ciudad-de-madrid-fue-tomando-su-forma/" style="font-family: inherit; line-height: 0.9523em;">Geografía infinita</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-39219124156464799272016-01-07T23:53:00.001+01:002016-01-07T23:53:19.925+01:00El Jardín de las Delicias en su versión más rockera<div style="text-align: justify;">
Os presento este curioso vídeo basado en Ell Jardín de las Delicias de El Bosco. Se trata de una versión animada de la tabla que representa el infierno en el famoso tríptico del pintor holandés.<br />
Como no podía ser de otra manera, la música que lo "acompaña" es una luciferina composición de rock metalero sólo apto para verdaderos amantes de los ángeles del infierno titulada Spokes On The Wheel of Torment de Buckethead. El guitarrista del sombrero del Kentucky Fried Chicken, que durante un tiempo acompañó a Axl Rose en su esperpéntica aventura, es el culpable de esta mini obra maestra del género videomusical<br />
Comentario musical de: <a href="http://www.elzo-meridianos.blogspot.com/2008/01/el-jardn-de-las-delicias-versin-rock.html">Meridianos</a>).</div>
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<b><span style="font-family: inherit;"><span class="post-author vcard" style="background-color: #f9f9f9; line-height: 17.28px; margin-left: 0px; margin-right: 1em;">Vía <span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/07348414359754442889" rel="author" style="text-decoration: none;" title="author profile">http://tom-historiadelarte.blogspot.com.es/2009/04/version-animada-y-musicada-del-jardin.html</a></span></span></span></b><br />
<span style="font-family: inherit;">Music video based upon Hieronymus Bosch's The Garden of Earthly Delights.</span><br />
<span style="font-family: inherit;"> Directed and animated by Syd & Eric.</span>Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-57958542823429500542016-01-07T19:48:00.000+01:002016-01-07T19:50:12.071+01:00Catálogo visual de los desastres urbanisticos de la crisis inmobiliaria<div style="border: 0px; line-height: 20px; margin: 0px; padding: 0px;">
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<span style="font-family: inherit; font-size: small; line-height: 1.111em;">La web nacionrotonda.com documenta desde 2013 los desastres urbanísticos, las edificaciones abandonadas y, también, las rotondas más absurdas</span></h1>
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<span style="font-family: inherit;"><a data-mce-href="http://nacionrotonda.com/" href="http://nacionrotonda.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Nación Rotonda</a> nació a mediados de 2013, cuando el ingeniero Miguel Álvarez trabajaba cada día con Google Earth. “Se me ocurrió mirar qué había pasado con la crisis inmobiliaria, pero desde un punto de vista urbanístico”. Muchos habían tratado los efectos económicos de la burbuja, incluidos los desahucios, pero nadie había llevado a cabo un inventario visual de los desastres urbanísticos, más allá de los proyectos fallidos más emblemáticos de la fiebre de la construcción, <a data-mce-href="http://economia.elpais.com/economia/2013/09/25/vivienda/1380130428_936676.html" href="http://economia.elpais.com/economia/2013/09/25/vivienda/1380130428_936676.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">como Seseña</a> y <a data-mce-href="http://economia.elpais.com/economia/2012/10/27/actualidad/1351362942_631449.html" href="http://economia.elpais.com/economia/2012/10/27/actualidad/1351362942_631449.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Valdeluz</a>.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/5ae2058e-af98-4a2c-81ff-fd789253956f.jpg?resizeSmall&width=786" name="5ae2058e-af98-4a2c-81ff-fd789253956f" src="https://www.evernote.com/shard/s279/res/5ae2058e-af98-4a2c-81ff-fd789253956f.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/7c7c5e68-89d0-4a09-b32c-97893f5f8832.jpg?resizeSmall&width=786" name="7c7c5e68-89d0-4a09-b32c-97893f5f8832" src="https://www.evernote.com/shard/s279/res/7c7c5e68-89d0-4a09-b32c-97893f5f8832.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"></a><a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">JuxtaposeJS</span></a></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2014/06/valdeluz-guadalajara.html" href="http://www.nacionrotonda.com/2014/06/valdeluz-guadalajara.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Valdeluz (Guadalajara)</span></a></em></div>
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<span style="font-family: inherit;">Álvarez sumó a este proyecto al arquitecto Guillermo Trapiello y a los también ingenieros Esteban García y Rafael Trapiello. Llevan más de 650 imágenes publicadas. “Y lo que queda”, añade García.</span></div>
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<span style="font-family: inherit;">Se trata de una iniciativa sobre todo visual, en el que las imágenes de obras abandonadas y campos de golf sin regar se ofrecen sin más contexto que el antes y el después. No hace falta más explicación que lo evidente: España está llena de pisos piloto perdidos en solares y de urbanizaciones fantasma.</span></div>
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<span style="font-family: inherit;"><a data-mce-href="http://nacionrotonda.com/" href="http://nacionrotonda.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Nación Rotonda</a> no está sola: se han unido a <a data-mce-href="http://basurama.org/" href="http://basurama.org/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Basurama</a> y a <a data-mce-href="http://www.ecologistasenaccion.es/" href="http://www.ecologistasenaccion.es/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Ecologistas en Acción</a>, entre otras entidades, para crear <a data-mce-href="http://www.cadaveresinmobiliarios.org/" href="http://www.cadaveresinmobiliarios.org/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Cadáveres inmobiliarios</a>, una web que reunirá una base de datos, cruce de estadísticas y estudios en profundidad para hacer lo que Rafael Trapiello cataloga de “evaluación de daños” de esta posguerra de la burbuja inmobiliaria. </span></div>
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<span style="font-family: inherit;">De hecho, ni siquiera hay un listado de pisos vacíos en España, al haber suelo que se ha abandonado en todas las fases de la construcción, como explica Guillermo Trapiello. La cifra de <a data-mce-href="http://www.theguardian.com/society/2014/feb/23/europe-11m-empty-properties-enough-house-homeless-continent-twice?CMP=twt_gu" href="http://www.theguardian.com/society/2014/feb/23/europe-11m-empty-properties-enough-house-homeless-continent-twice?CMP=twt_gu" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">tres millones y medio</a> de viviendas sin habitar no es oficial, añade García, y la única que hay pública son las 100.000 viviendas de <a data-mce-href="https://www.sareb.es/es-es/Paginas/web-Sareb.aspx" href="https://www.sareb.es/es-es/Paginas/web-Sareb.aspx" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Sareb</a>, la sociedad que gestiona <a data-mce-href="http://economia.elpais.com/economia/2015/01/28/actualidad/1422468640_956981.html" href="http://economia.elpais.com/economia/2015/01/28/actualidad/1422468640_956981.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">los activos de los cuatro bancos nacionalizados</a>, que no es una base de datos completa.</span></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Las rotondas, el símbolo de la crisis</span></strong></div>
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<span style="font-family: inherit;"><a data-mce-href="http://nacionrotonda.com/" href="http://nacionrotonda.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Nación Rotonda</a> no se centra sólo en las rotondas, pero sí que las ha escogido como marca de su proyecto, por lo que representan en el contexto de la crisis: “El el símbolo del urbanismo de los últimos quince o veinte años”, afirma Rafael Trapiello.</span></div>
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<span style="font-family: inherit;">¿Por qué hay tantas? No hay una sola causa, pero Trapiello comenta que la principal es el modelo de planificación urbana, “que beneficia más al coche que al peatón o a quienes se quieran mover en bicicleta, y que al final resulta en ciudades dormitorio”. Además de eso, las rotondas cuentan como zona verde, por lo que se pueden restar de los parques que se deban construir.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/bb9df7b6-9993-4755-b4c8-fc278b172c66.jpg?resizeSmall&width=786" name="bb9df7b6-9993-4755-b4c8-fc278b172c66" src="https://www.evernote.com/shard/s279/res/bb9df7b6-9993-4755-b4c8-fc278b172c66.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2013/05/chiloeches-guadalajara.html" href="http://www.nacionrotonda.com/2013/05/chiloeches-guadalajara.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Chiloeches (Guadalajara)</span></a></em></div>
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<span style="font-family: inherit;">En cuanto a la decoración de las rotondas, hay una cuestión importante a tener en cuenta: “La ley dice que hay que dedicar un porcentaje del presupuesto total de una obra a la promoción del patrimonio cultural -sigue Trapiello-. Se puede intentar restaurar un monumento de la zona, se puede promover la cultura de la zona de otras maneras o se puede adquirir una obra, siempre que se quede en la zona de influencia”.</span></div>
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<span style="font-family: inherit;">Se tiende a comprar o encargar esculturas para colocarlas en rotondas, con el problema de que resulta casi imposible saber si el precio de esta obra de arte es adecuado o excesivo. E incluso en el caso de que la obra tenga valor, es muy posible que una rotonda no sea el lugar adecuado para exponerla.</span></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Todo el mundo quería construir</span></strong></div>
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<span style="font-family: inherit;">En plena burbuja, todo el mundo se puso a edificar. Las promotoras querían hacer negocio y al mismo tiempo, “la principal fuente de ingresos de los ayuntamientos era el suelo”, como explica Rafael Trapiello.</span></div>
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<span style="font-family: inherit;">Álvarez añade que las comunidades autónomas podrían haber intervenido, con un argumento que ahora nos parece obvio: no todos los municipios pueden doblar su población en pocos años. Esta intervención no se llevó a cabo porque hubiera supuesto un conflicto político importante y porque, como recuerda García, estos planes no tienen un límite temporal: “¿Cómo puedes decirle a un pueblo que no va a crecer lo que cree en diez o veinte años?”.</span></div>
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<span style="font-family: inherit;">Además y por supuesto, había demanda, como muestra el hecho de que no todos estos proyectos urbanísticos han quedado a medio edificar ni a medio vender. Alguno incluso se ha hecho bien, pero otros, como <a data-mce-href="http://economia.elpais.com/economia/2013/09/11/vivienda/1378920843_992581.html" href="http://economia.elpais.com/economia/2013/09/11/vivienda/1378920843_992581.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Arroyomolinos</a>, simplemente “tienen la suerte de que se acaban de construir y se venden antes de que comience la crisis, en 2004 en lugar de en 2007”, explica Álvarez.</span></div>
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<span style="font-family: inherit;">Otro ejemplo: Paracuellos del Jarama, que ha crecido tanto “que ahora mismo es el municipio de Madrid más grande sin tren”. De hecho, muchos decidieron comprar una vivienda fuera de los grandes núcleos urbanos no sólo por el precio más asequible, sino también confiando en servicios que luego no llegaron.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/b9cbed64-88d2-426b-b0f1-ae07581d16fd.jpg?resizeSmall&width=786" name="b9cbed64-88d2-426b-b0f1-ae07581d16fd" src="https://www.evernote.com/shard/s279/res/b9cbed64-88d2-426b-b0f1-ae07581d16fd.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><span style="font-family: inherit;">Paracuellos del Jarama (Madrid)</span></em></div>
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<span style="font-family: inherit;">Este exceso de ambición se ve no sólo en las zonas residenciales, sino también y por ejemplo en proyectos como el Parque Tecnológico del Reciclado de Zaragoza, al que Nación Rotonda dedicó un vídeo. Este “superpolígono industrial”, fruto de unas previsiones "demasiado ambiciosas" se ha quedado prácticamente vacío. “Tiene tres rotondas magníficas, con su bola del mundo, ese avión que despega y esa noria”, cuenta Rafael Trapiello.</span></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Se acabó el dinero</span></strong></div>
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<span style="font-family: inherit;">Si echamos un vistazo a las fotografías que recoge Nación Rotonda, vemos barrios con calles, pero sin edificios, chalets aislados y proyectos a medio levantar. ¿Se puede hacer algo al respecto? ¿Merece la pena acabar de edificar? ¿Es mejor tirarlo todo abajo y comenzar de cero?</span></div>
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<span style="font-family: inherit;">No hay fórmula mágica: “Este es el gran problema de una generación de técnicos”, sobre todo teniendo en cuenta que gran parte de las propiedades están en manos privadas, explica Álvarez. “Hay que hacer una ley de reparación de los efectos de la burbuja inmobiliaria”, a lo que Trapiello sugiere permitir dar otros usos a este suelo.</span></div>
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<span style="font-family: inherit;">Este bloqueo se ve en uno de los ejemplos favoritos de Álvarez: se suprime el camping Sertorium de Villajoyosa (Alicante) para construir viviendas. El proyecto se suspende y ahora sólo quedan las calles y un buen puñado de rotondas. “¿No podemos reutilizar el terreno y las infraestructuras como camping y que así se aproveche la zona al menos hasta que se construya todo dentro de diez años o cuando sea?". Parece que no.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/495d06e6-5873-4590-bc63-b970292b8d1e.jpg?resizeSmall&width=786" name="495d06e6-5873-4590-bc63-b970292b8d1e" src="https://www.evernote.com/shard/s279/res/495d06e6-5873-4590-bc63-b970292b8d1e.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2013/05/vilajoyosa-alicante2002-2012.html" href="http://www.nacionrotonda.com/2013/05/vilajoyosa-alicante2002-2012.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Villajoyosa (Alicante)</span></a></em></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Un modelo equivocado</span></strong></div>
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<span style="font-family: inherit;">Pero como recuerda Guillermo Trapiello, incluso aunque todos estos proyectos se acabaran completando y vendiendo, “seguiría sin gustarnos este planteamiento que prima el vehículo privado”.</span></div>
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<span style="font-family: inherit;">En Nación Rotonda no tienen nada en contra del crecimiento, pero sí contra esta forma de crecer. Este modelo residencial que promueve el uso del coche incluso para tomar un café, viene determinado sobre todo por la normativa de edificabilidad, explica Guillermo Trapiello. Esta regulación prevé que el territorio esté separado por zonas de forma rígida, haciendo difícil que se mezclen usos y favoreciendo grandes centros residenciales y centros comerciales separados, sin una vida de barrio similar a la que aún vemos en las ciudades: “No hay lugar a la espontaneidad” que favorecería que surgieran iniciativas de vecinos, como mercados efímeros, por ejemplo.</span></div>
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<span style="font-family: inherit;">Estos núcleos residenciales tampoco “se adaptan a su entorno -añade Rafael Trapiello-. Todos estos proyectos se parecen y todos presentan las mismas soluciones a problemas diferentes”. Se trata de una forma de construir que es fácil, rápida y muy lucrativa, porque lo que se hace en un lugar se copia en otros sin mayor dificultad, y por eso se popularizó tanto en un momento en el que los proyectos se acumulaban.</span></div>
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<span style="font-family: inherit;">Se trata de procedimientos de trabajo que una vez llegada la crisis las empresas españolas han querido trasladar a los países donde han tenido que llevar su actividad. Pero se han encontrado con “una administración menos tolerante -explica García-. En España había connivencia entre la administración y los contratistas, y en el extranjero son <a data-mce-href="http://economia.elpais.com/economia/2015/01/31/actualidad/1422727262_607458.html" href="http://economia.elpais.com/economia/2015/01/31/actualidad/1422727262_607458.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">más estrictos con los plazos y los presupuestos</a>”.</span></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Campos de golf y modelos de vida</span></strong></div>
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<span style="font-family: inherit;">Las soluciones estaban apoyadas además por el marketing de las propias inmobiliarias, que las presentaban como modelos residenciales óptimos, con su centro comercial cerca y, en ocasiones, con su campo de golf, un símbolo de los excesos de la burbuja tan llamativo como las propias rotondas.</span></div>
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<span style="font-family: inherit;">“Se popularizaron sobre todo en sitios donde hacía buen tiempo y no tenían agua”, explica García. Pero que, eso sí, respondían al modelo publicitario ideal. “Se usaban como imán de viviendas. Algunos promotores hacían primero el campo esperando atraer compradores y luego edificaban”. Rafael Trapiello recuerda al respecto que las comunidades autónomas con más campos de golf son Andalucía, Cataluña y Murcia. Además, “es una actividad que realiza poca gente en comparación con la extensión que necesita”.</span></div>
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<span style="font-family: inherit;">Un ejemplo de desastre con campo de golf incluido es el del pantano Valdecañas, en la provincia de Cáceres que tiene campo de golf en plena área protegida y <a data-mce-href="http://sociedad.elpais.com/sociedad/2014/02/06/actualidad/1391699356_016010.html" href="http://sociedad.elpais.com/sociedad/2014/02/06/actualidad/1391699356_016010.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">sentencia de derribo firme</a>. Una "construcción absurda" en medio de un paraje natural, que muchos vieron como "<a data-mce-href="http://es.simpsons.wikia.com/wiki/Springfield_Monorail" href="http://es.simpsons.wikia.com/wiki/Springfield_Monorail" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">el monorraíl</a>" de la zona, ironiza Álvarez.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/f42c9683-e799-4c5a-9fe4-3502aa9c55a2.jpg?resizeSmall&width=786" name="f42c9683-e799-4c5a-9fe4-3502aa9c55a2" src="https://www.evernote.com/shard/s279/res/f42c9683-e799-4c5a-9fe4-3502aa9c55a2.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/66cb3c16-5950-4e08-8c7f-d804661d9530.jpg?resizeSmall&width=786" name="66cb3c16-5950-4e08-8c7f-d804661d9530" src="https://www.evernote.com/shard/s279/res/66cb3c16-5950-4e08-8c7f-d804661d9530.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.857412em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2013/11/golf-valdecanas-caceres_1876.html" href="http://www.nacionrotonda.com/2013/11/golf-valdecanas-caceres_1876.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Golf de Valdecañas (Cáceres)</span></a></em></div>
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<span style="font-family: inherit;">Los campos de golf no son la única herramienta que se ha utilizado para subir los precios de las viviendas. Muchos promotores construían varios proyectos a la vez en la misma zona, “haciéndose la competencia y subiendo el valor de los pisos, ya que no se podía decir que se tratara de una urbanización perdida en medio de la nada, al haber ya otras construcciones”, cuanta Álvarez. También se permitió construir antes incluso de que se pudiera garantizar que llegaba agua a las viviendas, <a data-mce-href="http://elpais.com/diario/2010/01/04/espana/1262559608_850215.html" href="http://elpais.com/diario/2010/01/04/espana/1262559608_850215.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">como en el caso de Trampolín Hills</a>. “En el año 2011 se comienza a construir el depósito de agua para esta urbanización que ya no existe”, remata García.</span></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">Los faraones de la construcción en España</span></strong></div>
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<span style="font-family: inherit;">No se trata sólo de querer ganar dinero: los promotores quieren dejar huella: “Es el complejo de faraón que tienen muchos promotores inmobiliarios”, cuenta Guillermo Trapiello, en referencia a proyectos en los que “ponen a las avenidas principales los nombres de su mujer y de sus hijos”. “En las rotondas la decoración es faraónica precisamente por eso, porque quieren dejar huella”, añade García.</span></div>
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<span style="font-family: inherit;">Un caso de este estilo es el de Ciudad Quesada, proyecto de Justo Quesada, fallecido en 2010. Esta pedanía de Alicante, cuenta con más de 16.000 habitantes, muchos de ellos noruegos. En <a data-mce-href="http://es.wikipedia.org/wiki/Ciudad_Quesada_%28Alicante%29" href="http://es.wikipedia.org/wiki/Ciudad_Quesada_%28Alicante%29" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">la entrada de la Wikipedia</a> del centro se puede leer un texto casi promocional: “Se trata de una ciudad nueva fruto del sueño de Justo Quesada, que de la nada creó una gran comunidad".</span></div>
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<a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"></a><a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">JuxtaposeJS</span></a></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2013/07/ciudad-quesada-i-alicante.html" href="http://www.nacionrotonda.com/2013/07/ciudad-quesada-i-alicante.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Ciudad Quesada (Alicante)</span></a></em></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">La burbuja y el fútbol</span></strong></div>
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<span style="font-family: inherit;">Dada la crisis de crédito, a los equipos de fútbol les pasó algo parecido a lo ocurrido con los ayuntamientos: el único recurso que podían vender eran sus terrenos. De ahí lo ocurrido, por ejemplo, en <a data-mce-href="http://www.nacionrotonda.com/2014/04/nuevo-mestalla-valencia.html" href="http://www.nacionrotonda.com/2014/04/nuevo-mestalla-valencia.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Mestalla</a>, o la “<a data-mce-href="http://deportes.elpais.com/deportes/2013/09/15/album/1379261587_730701.html#1379261587_730701_1379412643" href="http://deportes.elpais.com/deportes/2013/09/15/album/1379261587_730701.html#1379261587_730701_1379412643" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">bilbainada</a> del Athletic que es demoler un campo de fútbol para construir otro unos metros más lejos”, o el pelotazo de <a data-mce-href="http://ccaa.elpais.com/ccaa/2013/04/03/madrid/1364986438_361915.html" href="http://ccaa.elpais.com/ccaa/2013/04/03/madrid/1364986438_361915.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">la ciudad deportiva del Real Madrid</a>, o el proyecto del Atlético de Madrid, cuyo proyecto de cinco torres formando una estrella <a data-mce-href="http://www.elmundo.es/madrid/2014/11/21/546e741ce2704eae1c8b456f.html" href="http://www.elmundo.es/madrid/2014/11/21/546e741ce2704eae1c8b456f.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">busca excusa incluso en el tarot y en la cerveza</a>.</span></div>
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<span style="font-family: inherit;"><img alt="" class="en-media" data-mce-src="https://www.evernote.com/shard/s279/res/b10bf22e-bdaf-4df5-bb41-1da6a8bb9fbf.jpg?resizeSmall&width=786" name="b10bf22e-bdaf-4df5-bb41-1da6a8bb9fbf" src="https://www.evernote.com/shard/s279/res/b10bf22e-bdaf-4df5-bb41-1da6a8bb9fbf.jpg?resizeSmall&width=786" style="border: 0px; height: auto; margin: 0.714285em 0px 1.286em; max-width: 100%; padding: 0px;" /></span></div>
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<a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"></a><a data-mce-href="http://juxtapose.knightlab.com/" href="http://juxtapose.knightlab.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">JuxtaposeJS</span></a></div>
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<em style="border: 0px; line-height: 1.42857em; margin: 0px; padding: 0px;"><a data-mce-href="http://www.nacionrotonda.com/2014/07/ciudad-deportiva-del-real-madrid-madrid.html" href="http://www.nacionrotonda.com/2014/07/ciudad-deportiva-del-real-madrid-madrid.html" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank"><span style="font-family: inherit;">Ciudad deportiva del Real Madrid</span></a></em></div>
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<strong style="line-height: 1.42857em;"><span style="font-family: inherit;">No hemos aprendido nada</span></strong></div>
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<span style="font-family: inherit;">El proyecto del Atlético de Madrid es reciente y muestra que no hemos aprendido nada de la crisis inmobiliaria: “Un 15% de viviendas vacías en España y se sigue construyendo”, dice García. Se trata de proyectos que nacen ya dados, sin informar ni consultar a los ciudadanos. Álvarez recuerda que durante la etapa en la que trabajó en Sydney le llamó la atención la participación pública: a los vecinos les llegaba información de las obras de su barrio a sus casas, y podían presentar alegaciones de forma mucho más fácil que en España.</span></div>
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<span style="font-family: inherit;">Por ejemplo, en la información pública del proyecto de renovación de la plaza España de Madrid, <a data-mce-href="http://www.madrid.es/portales/munimadrid/es/Inicio/Buscador-Simple/Proceso-de-Renovacion-de-la-Plaza-de-Espana?vgnextfmt=default&vgnextoid=5d87337466086410VgnVCM2000000c205a0aRCRD&vgnextchannel=8db7566813946010VgnVCM100000dc0ca8c0RCRD&idCapitulo=7529054" href="http://www.madrid.es/portales/munimadrid/es/Inicio/Buscador-Simple/Proceso-de-Renovacion-de-la-Plaza-de-Espana?vgnextfmt=default&vgnextoid=5d87337466086410VgnVCM2000000c205a0aRCRD&vgnextchannel=8db7566813946010VgnVCM100000dc0ca8c0RCRD&idCapitulo=7529054" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">hay un plano de Pedro de Teixeira del siglo XVII</a>, además de otros planos a baja resolución y ni un sólo dato económico, explica Álvarez, a lo que García añade que “les escribí para pedir información y me dijeron que lo que les pedía no estaba disponible”. Este es precisamente uno de los objetivos de <a data-mce-href="http://nacionrotonda.com/" href="http://nacionrotonda.com/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Nación Rotonda</a> y de <a data-mce-href="http://cadaveresinmobiliarios.org/" href="http://cadaveresinmobiliarios.org/" shape="rect" style="border: 0px; color: #047ac6; line-height: 1.42857em; margin: 0px; padding: 0px;" target="_blank">Cadáveres Inmobiliarios</a>, afirma Álvarez: “Hacer visible la información inaccesible”.</span></div>
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<span style="font-family: inherit;">“En Madrid hemos entrado en una espiral de locura”, añade Álvarez, en referencia a estos proyectos que nacen en búsqueda de una forma fácil de crear puestos de empleo, tras los fiascos de Eurovegas y los Juegos Olímpicos. Además, las iniciativas se lanzan con independencia de si son positivas para la ciudad y de si se van a cumplir las expectativas y sin prever si, una vez más, todo va a quedar todo en solares (y rotondas) abandonados.</span></div>
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<span style="font-family: inherit;">En todo caso, a los autores de Nación Rotonda les daría igual que se cumplieran esas expectativas: “Si resulta que se construye todo lo que hemos inventariado, seguiría sin parecernos un modelo adecuado -insiste Guillermo-. </span><br />
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Vía: <a href="http://verne.elpais.com/verne/2015/02/23/articulo/1424700957_297346.html">Verne</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-48775403488240260542016-01-04T14:25:00.000+01:002016-01-04T14:25:29.822+01:00Arte y Ciencia: Una Relación Inevitable <div id="watch-uploader-info" style="background: rgb(255, 255, 255); border: 0px; color: #333333; line-height: 17px; margin: 0px; padding: 0px; text-align: justify;">
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<span style="background-color: transparent; font-family: inherit;">En algunos casos el arte o la ciencia se encuentran lejos de la experiencia humana. El Renacimiento fue uno de los periodos más interesantes en el que los científicos y los artistas construyeron juntos una gran imaginación cultural. En este sentido, el momento actual tiene muchas similitudes con el Renacimiento.</span></div>
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<span style="color: #333333; font-family: inherit; line-height: 17px;"><span style="background-color: transparent; font-family: inherit;">“Un laboratorio científico en 1910 y el estudio de Pablo Picasso no tenían nada que ver. Eran entornos de trabajo muy distintos” afirma</span></span></div>
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<span style="color: #333333; font-family: inherit; line-height: 17px;"><span style="background-color: transparent; font-family: inherit;">Roger Malina, astrofísico del Laboratorio de Astronomía Espacial de Marsella. “Por el contrario hoy un estudio de arte y mi laboratorio hablan el mismo lenguaje”, continua.</span></span></div>
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<span style="color: #333333; font-family: inherit; line-height: 17px;"><span style="background-color: transparent; font-family: inherit;">En el programa se repasan los principales movimientos artísticos y científicos y como estos han impregnado la cultura de cada época.</span><span style="background-color: transparent; font-family: inherit;"> </span></span></div>
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<span style="color: #333333; font-family: inherit; line-height: 17px;"><span style="background-color: transparent; font-family: inherit;">“La cuestión más interesante que se va a plantear en los próximos 50 años- concluye Malina- será ver como las humanidades y las artes son capaces de introducir algunas de sus ideas y métodos en las ciencias y la tecnología para cambiar la orientación de la ciencia y la tecnología en el futuro”.</span></span></div>
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<span style="color: #333333; font-family: inherit; line-height: 17px;"><span style="background-color: transparent; font-family: inherit;">En el programa intervienen también Semir Zeki, neurólogo de la UCL, Gavin Parkinson , historiador del arte de la universidad de Oxford, Derrik de Kerkhove, de la Universidad de Toronto, Roy Ascott, de la Universidad de Plymouth y Michael Naimark, artista independiente. Todos ellos participaron en las Jornadas de Arte-Ciencia-Tecnología que se realizaron en Gijón.</span></span><br />
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<span style="font-family: inherit;">Publicado el 2 ene. 2016 :</span><br />
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<tr><td style="margin: 0px;"><a href="http://www.youtube.com/attribution_link?a=Q7_PSh4gjwI&u=/watch%3Fv%3Dji7Ji4trRXw%26feature%3Dem-uploademail" style="color: #1155cc; text-decoration: none;" target="_blank"><span style="color: #222222; font-weight: bold; line-height: 15px;" valign="center"><span style="font-family: inherit;">Arte y Ciencia: Una Relación Inevitable (Capítulo REDES 340)</span></span></a></td></tr>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-35917610424672261292015-12-31T20:35:00.000+01:002015-12-31T20:35:01.897+01:00Para ver claro el ejército romano <span style="color: #252525; font-family: inherit;"><span style="line-height: 25.7143px;">Esta animación explica la estructura del ejército romano de forma clara y simple:</span></span><br />
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<iframe allowfullscreen="" frameborder="0" height="450" src="https://www.youtube.com/embed/wCBNxJYvNsY" width="700"></iframe>Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-24357556469359644402015-12-11T01:12:00.001+01:002015-12-11T01:13:19.248+01:00 La ciencia detrás del mito: La Odisea de Homero<div style="text-align: justify;">
<span style="text-align: start;">La ciencia detrás del mito: La Odisea de Homero por Matt Kaplan</span></div>
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La "Odisea" de Homero relata las aventuras del héroe griego Ulises durante su viaje de regreso a Itaca tras la guerra de Troya. Aunque algunas partes pueden considerarse basadas en hechos reales, en su mayoría los encuentros con monstruos, gigantes y magos se consideran pura ficción. Pero, ¿podría haber tras el mito más de lo que parece? Matt Kaplan explica intenta mostrar lo que puede haber de realidad en la "Odisea", mucho más de lo que se cree.</div>
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<span style="background-color: white;"><span style="color: #333333; font-family: "roboto" , "arial" , sans-serif;"><span style="font-size: 13px; line-height: 17px;">Si vais a la página original podéis encontrar preguntas sobre el vídeo, ampliaciones y refuerzos de los contenidos y debates: </span></span></span><a class="yt-uix-redirect-link" dir="ltr" href="http://ed.ted.com/lessons/the-science-behind-the-myth-homer-s-odyssey-matt-kaplan" rel="nofollow" style="background: rgb(255, 255, 255); border: 0px; color: #167ac6; cursor: pointer; font-family: Roboto, arial, sans-serif; font-size: 13px; line-height: 17px; margin: 0px; padding: 0px; text-decoration: none;" target="_blank" title="http://ed.ted.com/lessons/the-science-behind-the-myth-homer-s-odyssey-matt-kaplan">http://ed.ted.com/lessons/the-science...</a></div>
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The science behind the myth: Homer's "Odyssey" by Matt Kaplan<br />
Homer’s "Odyssey" recounts the adventures of the Greek hero Odysseus during his journey home from the Trojan War. Though some parts may be based on real events, the encounters with monsters, giants and magicians are considered to be complete fiction. But might there be more to these myths than meets the eye? Matt Kaplan explains why there might be more reality behind the "Odyssey" than many realize.<br />
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<span style="background-color: white; color: #333333; font-family: "roboto" , "arial" , sans-serif; font-size: 13px; line-height: 17px;">Lesson by Matt Kaplan, animation by Mike Schell.</span></div>
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<span style="color: #333333; font-family: "roboto" , "arial" , sans-serif;"><span style="font-size: 13px; line-height: 17px;"><br /></span></span><span style="background-color: white; color: #333333; font-family: "roboto" , "arial" , sans-serif; font-size: 13px; line-height: 17px;">View full lesson: </span><a class="yt-uix-redirect-link" dir="ltr" href="http://ed.ted.com/lessons/the-science-behind-the-myth-homer-s-odyssey-matt-kaplan" rel="nofollow" style="background: rgb(255, 255, 255); border: 0px; color: #167ac6; cursor: pointer; font-family: Roboto, arial, sans-serif; font-size: 13px; line-height: 17px; margin: 0px; padding: 0px; text-decoration: none;" target="_blank" title="http://ed.ted.com/lessons/the-science-behind-the-myth-homer-s-odyssey-matt-kaplan">http://ed.ted.com/lessons/the-science...</a><br />
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-60791239922163407672015-12-11T00:52:00.001+01:002015-12-11T00:55:48.566+01:00Ponerle nombre a las nubes<div id="watch-uploader-info" style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Roboto, arial, sans-serif; font-size: 13px; line-height: 17px; margin: 0px; padding: 0px;">
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<span style="line-height: 20px;"><span style="font-family: inherit;">El estudio de las nubes ha sido siempre la ciencia de los soñadores. De hecho, fue creada por un joven soñador cuya actividad favorita era mirar el cielo por la ventana. Richard Hamblyn narra la historia de Luke Howard, el hombre que clasificó las nubes y cambió para siempre la comprensión que tenemos de estas formaciones variables y misteriosas.</span></span></div>
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<span style="color: black; line-height: 20px;"><span style="font-family: inherit;">The study of clouds has always been a daydreamer’s science, aptly founded by a thoughtful young man whose favorite activity was staring out of the window at the sky. Richard Hamblyn tells the history of Luke Howard, the man who classified the clouds and forever changed humanity’s understanding of these changeable, mysterious objects. </span></span></div>
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<span style="background-color: white; color: #333333; line-height: 17px;"><span style="font-family: inherit;">Publicado el 24 nov. 2015</span></span></div>
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<span style="font-family: inherit;">View full lesson: <a class="yt-uix-redirect-link" dir="ltr" href="http://ed.ted.com/lessons/how-did-clouds-get-their-names-richard-hamblyn" rel="nofollow" style="background: transparent; border: 0px; color: #167ac6; cursor: pointer; margin: 0px; padding: 0px; text-decoration: none;" target="_blank" title="http://ed.ted.com/lessons/how-did-clouds-get-their-names-richard-hamblyn">http://ed.ted.com/lessons/how-did-clo...</a></span></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-9666163728853290212015-10-12T17:19:00.000+02:002015-10-12T17:34:57.734+02:00Evolución de la población mundial a través del tiempo<div style="text-align: justify;">
“Historia Mundial de la Población” es una simulación gráfica de crecimiento de la población humana a través del tiempo, desde la dinastía Han hasta nuestros días, además de una previsión de crecimiento hasta el 2050. Este video, de algo más de 5 minutos, permite apreciar cómo han afectado y qué impacto han tenido los grandes inventos, las guerras, las hambrunas o las exploraciones en la evolución geográfica de la población mundial.</div>
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El continuo crecimiento de las zonas urbanas, o la urbanización, significa que hoy en día hay más gente en el mundo que viven en pueblos y ciudades que en el campo. ¿Qué población soportará la Tierra?<br />
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<span style="color: black; text-align: start;">Vía: <a href="https://labrujuladeltiempo.wordpress.com/2015/10/08/the-earths-population-cities-and-urban-areas/">La brujula del tiempo</a></span><br />
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<span style="color: black; text-align: start;">Vía: <a href="http://historiasdelahistoria.com/2015/09/19/evolucion-de-la-poblacion-mundial-a-traves-del-tiempo">Historias de la historia</a></span></div>
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<span style="color: black; text-align: start;">Fuente: </span><a href="http://worldpopulationhistory.org/" style="text-align: start;">World Population History</a></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-16642625849199013072015-07-05T12:10:00.000+02:002015-07-05T12:10:16.240+02:00Visita virtual a Segóbriga<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: inherit;"> Por fin tenemos acceso a la nueva Web del Parque arqueológico de Segóbriga. En esta entrada os la mostramos: podréis conocer los principales edificios públicos de la ciudad y extramuros mediante procedimientos visuales, estupendas fotos aéreas y reconstrucciones 3D. También podréis acceder a los distintos servicios que ofrece el Parque mediante su menú.</span></div>
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<span style="font-family: inherit;"> Haciendo clic en las cartelas se accede a cada edificio con información también muy gráfica sobre él. El edificio tendrá anidadas cartelas para explicar sus pormenores. Así, el visitante de internet tiene una idea bastante precisa del sitio arqueológico, y ya sabemos que ver un sitio en Internet no ahorra la visita real, todo lo contrario, la incentiva. La experiencia física de la visita no se puede sustituir por una visita virtual, aunque puede ser frustrante si no sabes lo que estás viendo. Para eso sirve la visita virtual.</span></div>
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<span style="font-family: inherit;"> Segóbriga es un punto neurálgico en la provincia de Cuenca. Está situada en la autovía A-3 en el km 100. Mucha gente acude a Segóbriga tanto desde Madrid como desde Valencia y la Diputación de Cuenca ha entendido que es una vía principal de entrada a los visitantes para los muchos recursos turísticos y Patrimoniales que la provincia ofrece. De ahí su apuesta por esta web, en la que se ha tratado de se refleje la inmensidad, tanto del concepto urbanístico romano como del paisaje de la propia provincia.</span></div>
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<span style="font-family: inherit;"> La web está optimizada para pantalla full HD y para tablets. La resolución es de1920x1080 para representar las imágenes lo más grandes y espléndidas posible. Éste ha sido el criterio principal en su realización. En otros casos, dependiendo de la resolución de la pantalla de tu dispositivo, tendrás que navegar utilizando el scroller.</span></div>
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<span style="font-family: inherit;">La dirección es </span><a href="http://www.segobriga.org/" style="font-family: inherit;">www.segobriga.org</a></div>
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<span style="font-family: inherit;">Vía: </span><span style="border: 0px; color: #373737; font-family: inherit; font-size: 15px; font-style: inherit; font-weight: inherit; line-height: 24.375px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><a href="https://joseluissite.wordpress.com/2015/06/18/nueva-web-de-segobriga/" rel="home" style="border: 0px; color: #116ebf; font-family: inherit; font-size: 30px; font-style: inherit; font-weight: bold; line-height: 36px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">balawat.com</a> </span><span style="color: #116ebf; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; font-weight: inherit; line-height: 24.375px;">Arqueología multimedia.</span></div>
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<span style="font-family: inherit;"> Aunque Balawat es nominalmente una empresa porque así lo exige Hacienda, en realidad son un pequeño taller de diseño gráfico para la arqueología. “Taller” si se permite entendido como los talleres de los artistas: provienen del mundo de las Bellas Artes, y se han educado con las vanguardias y les gusta la innovación y la experimentación. El mundo de la Comunicación del Patrimonio ofrece inmensas posibilidades de innovación gracias a las nuevas tecnologías y a ello se dedican. Está todo por hacer.</span></div>
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<span style="font-family: inherit;"> En próximas entradas continuarán contando los pormenores y dificultades que han encontrado en la realización de esta web. Quieren que el concepto que tienen de la Comunicación de la Arqueología prospere, y para lograrlo hay que enseñarlo a la gente.</span></div>
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<span style="font-family: inherit;"> Propusieron la página web de Segóbriga como una forma distinta de representar un sitio arqueológico en Internet. Distinta y creen optimizada a la experiencia del visitante de un sitio arqueológico. Ya tuvieron hace unos años otra experiencia web monumental en la casa de la Diana Arcaizante en Pompeya, realizada en Flash. </span></div>
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<span style="font-family: inherit;"> Las luchas en el mercado han dejado Flash relegado a los ordenadores de sobremesa sin que apareciera una herramienta que lo sustituyese. Poco a poco van apareciendo recursos HTLM y Balawat vuelve a la idea de que hay que representar la arqueología en Internet fundamentalmente mediante la imagen.</span></div>
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<span style="font-family: inherit;"> Desde Gutenberg la ciencia arqueológica se transmitía por medio de la palabra escrita en un libro, siendo las ilustraciones subsidiarias del texto. Un sitio arqueológico sucede en un espacio, y el espacio se representa por medio de imágenes, no de palabras. La palabras son adecuadas para los acontecimientos que suceden en el tiempo y son lineales, como la Historia y la literatura, y en nuestro caso, para explicar las imágenes. Así que el actual momento de explosión de lo visual es excelente para difundir los sitios arqueológicos.</span></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-81495177183893426632015-06-08T21:36:00.000+02:002015-06-08T21:36:19.835+02:00Radiografía de la Tierra<div style="text-align: justify;">
<span style="font-family: inherit;">Porqué se producen los terremotos o las erupciones volcánicas, qué hay en el centro de nuestro planeta o qué puede haber en otros más lejanos; REDES ofrece una radiografía de la Tierra y un sondeo del espacio.</span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Es muy posible que dentro de quince o veinte años nuestra tecnología esté preparada para detectar planetas habitados fuera de nuestro Sistema Solar. Debra Shepherd, investigadora en el Observatorio de Radioastronomía de Socorro (Nuevo México) y experta en el campo de la formación de sistemas planetarios, está convencida de que así será. Eduard Punset entrevista a esta afamada científica, que ha descubierto un sistema planetario en plena formación y que puede dar datos fundamentales para comprender cómo se formó nuestro propio sistema.</span></span></div>
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<span style="font-family: inherit;">El origen de la Luna o la versión científica del Diluvio Universal son algunas de las incógnitas que despejan los reportajes de este programa. Y aunque la tecnología no permite hacerlo todavía, sí permite imaginarlo, ¿cómo sería el Viaje al centro de la Tierra de Jules Verne? Acompáñenos en un paseo virtual por las entrañas de nuestro planeta, donde descubrirá qué tipo de seres sobreviven a más de 5.000 metros bajo tierra y sin luz.</span><span style="font-family: inherit;"></span></div>
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<span style="font-family: inherit; text-align: justify;">Un dato: Europa y América se separan más de dos centímetros al año. Está claro que nos hallamos en un planeta que está vivo y da muchas pruebas de ello. De esto y de otras muchas cosas conversarán en el plató María Luisa Arboleya, catedrática de Geodinámica Interna en la Universidad Autónoma de Barcelona, y Miguel Herraiz, profesor titular de Geofísica y Vicedecano de la Facultad de Ciencias Físicas de la Universidad Complutense de Madrid.</span><span style="font-family: inherit;"></span><br />
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<br /><br />Vía: RTVE REDES (Capítulo 243)<div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-91133963458631270962015-05-24T17:45:00.001+02:002015-05-24T17:45:13.235+02:00El agujero de la capa de ozono cumple 30 años<div style="text-align: justify;">
<span style="font-family: inherit;">Se denomina agujero de la capa de ozono a la zona de la atmósfera terrestre donde se producen reducciones anormales de ozono, fenómeno anual observado durante la primavera en las regiones polares y que es seguido de una recuperación durante el verano. El contenido en ozono se mide en Unidades Dobson (siendo UD= 2.69 × 1016 moléculas/cm² ó 2.69 × 1020 moléculas/m²).</span><img height="543" src="https://fisquimed.files.wordpress.com/2015/05/ozono.jpg?w=199&h=170" style="font-family: inherit;" width="640" /></div>
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<span style="font-family: inherit;">El 16 de Mayo de 1985, la revista Nature publicó el descubrimiento del agujero de la capa de ozono. En 1987 todos los países del mundo firmaron el protocolo de Montreal para abandonar el uso de CFC´s (compuestos clorofluorocarbonados), que destruyen la capa de ozono. En 2011 se observaron los primeros indicios de recuperación: es el primer éxito de las políticas internacionales para evitar emisiones.</span></div>
Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-80970683987850734032015-05-24T17:40:00.001+02:002015-05-24T17:41:12.828+02:00¿Has leído… “Una breve historia de casi todo”, de Bill Bryson?<div id="articleHeader" style="border: 0px; color: #1f0909; font-stretch: inherit; line-height: 24px; margin: 0px; padding: 0px; vertical-align: baseline;">
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<span style="font-family: inherit;">Si no has leído esta obra maestra de la divulgación científica, ya estás tardando… pero mucho. </span><span style="font-family: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;">Este libro del periodista y escritor norteamericano</span><span style="font-family: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;"> </span><a href="http://es.wikipedia.org/wiki/Bill_Bryson" style="border: 0px; color: #1f0909; font-family: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">Bill Bryson</a><span style="font-family: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;"> </span><span style="font-family: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;">es una obra de imprescindible lectura. Vale que el contenido de algunos de sus capítulos quizás te los sepas ya de memoria porque tu profe te haya desvelado sus secretos, pero con toda seguridad hay otros muchos que te descubrirán una gran cantidad de información valiosa e interesantísima.</span></div>
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<span style="font-family: inherit;">El título, además, está magníficamente escogido: “<a href="http://es.wikipedia.org/wiki/Una_breve_historia_de_casi_todo" style="border: 0px; color: #1f0909; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank"><em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Una breve historia de casi todo</em></a>”, porque trata de <strong style="border: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">casi todas las disciplinas científicas importantes</strong>, desde la cosmología hasta la genética, pasando por la astronomía, la física, las matemáticas, la química, la geología, la paleontología, la antropología, la botánica, la biología… y alguna disciplina más que me dejo en el tintero. Y es<strong style="border: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Una breve historia</strong> porque eso es lo que es el libro: una serie de capítulos breves, de quizás 25 ó 30 páginas cada uno, en los que se explica no sólo la información más relevante e interesante sobre cada disciplina científica de las que habla, sino que además describe los antecedentes que llevaron a la propia creación de la disciplina de que se trate.</span></div>
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<span style="font-family: inherit;">Información rigurosa, sí, pero en su justa medida, con su pequeña dosis de anécdotas y sucesos que hacen amena la lectura. Un libro que no puede faltar en la biblioteca del tamicero o del cedacero de pro. ¡Y además es un regalo perfecto a un precio estupendo!</span></div>
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<span style="color: #1f0909; font-family: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;">Bill Bryson es un periodista y escritor que, según cuenta en el prefacio del libro, en cierta ocasión, viajando de costa a costa de los EE.UU. se quedó mirando el horizonte y pensando en que en realidad él no sabía prácticamente nada del mundo que habitaba, por ejemplo por qué el mar es salino, pero los Grandes Lagos no lo son, y tampoco sabía si la salinidad marina aumentaba o disminuía… ni mucho menos si debería estar preocupado por ello.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="color: #1f0909; font-size: small; text-align: justify;">Corte de la Tierra: componentes.</span></td></tr>
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<span style="font-family: inherit;">El caso es que una cosa llevó a otra, y le recordó una ilustración de su libro de ciencias de cuarto o quinto<span style="border: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">[<a href="http://eltamiz.com/elcedazo/2015/05/23/has-leido-una-breve-historia-de-casi-todo-de-bill-bryson/#footnote_1_33323" id="identifier_1_33323" style="border: 0px; color: #1f0909; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank" title="No me preguntéis cuántos años tenía Bill cuando cursó cuarto o quinto en los EE.UU., no tengo ni la menor idea.">2</a>]</span> en la que se veía el globo terráqueo al que le faltaba un gajo de una cuarta parte de su volumen, lo que permitía ver el interior con sus capas bien diferenciadas: la corteza, el manto, el núcleo y todo eso, y se preguntaba Bill entonces, cuando estaba en cuarto o quinto, que dónde estaría exactamente el gajo que faltaba y lo peligroso que sería, por ejemplo, circular por alguna carretera interestatal de esas que atraviesan en Medio Oeste norteamericano, con sus interminables rectas de decenas de millas, cuando llegaran al borde del precipicio de 6.400 Km de profundidad. Más valía que estuviera muy bien señalizado, pues si no los automovilistas se caerían por el inmenso agujero hasta llegar al mismo centro de la Tierra…</span></div>
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<span style="font-family: inherit;">Muchos años después, mirando aburrido por la ventanilla del tedioso vuelo que le llevaba de un lado al otro del continente, recordaba su ingenuo temor pero a la vez comenzó a preguntarse cómo se descubrían las cosas, cómo se enunciaban y se demostraban las nuevas teorías, y cómo es que tantas y tantas personas se hubieran dedicado en vida y alma a la ciencia, a descubrir nuevas Leyes de la Naturaleza, a encontrar una galaxia más lejana, a demostrar nuevas ecuaciones o a inventar nuevos procedimientos para aislar un elemento, una bacteria o un virus… cuando eso a él, periodista y, por consiguiente, un “hombre de letras”, no le llamaba la atención lo más mínimo, le era completamente extraño. ¿Qué llevaría a gente como Evariste Galois a dedicar sus últimas horas antes del duelo que, de forma casi inevitable, acabaría con su vida,<span style="border: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">[<a href="http://eltamiz.com/elcedazo/2015/05/23/has-leido-una-breve-historia-de-casi-todo-de-bill-bryson/#footnote_2_33323" id="identifier_2_33323" style="border: 0px; color: #1f0909; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank" title="Su contrincante era nada menos que el campeón de esgrima del ejército francés, así que pocas posibilidades tenía de salir con bien del lance.">3</a>]</span> en escribir frenéticamente sus descubrimientos sobre la novedosa teoría de grupos, en vez de a descansar o quizás a ejercitarse en las armas que debería usar en la mañana siguiente, o mejor aún, a huir para salvar la vida? ¿Qué placer podría encontrar Mendel, un tranquilo y oscuro monje austríaco, en experimentar durante años con sus guisantes hasta descubrir las leyes primigenias de la genética, descubrimiento que fue displicentemente olvidado durante muchos años antes de ser redescubierto para crear una nueva y emocionante disciplina científica?</span></div>
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<span style="font-family: inherit;">Bryson tomó la determinación de intentar averiguar, en lo posible, esas motivaciones, y el porqué de que tantos brillantes individuos hayan dedicado su vida a la búsqueda de una respuesta. Y no sólo tomó la determinación, sino que, y eso sí que tiene mérito, ¡convenció a su editor de que el esfuerzo merecía la pena! Como consecuencia de ello, Bill pasó tres años de su vida viajando de Londres a Australia, de París a Los Ángeles, entrevistándose con científicos señalados de las más diversas disciplinas científicas, piadosas personas que estuvieran dispuestas a responder sus estúpidas preguntas de neófito, buscando comprender, en primer lugar, de qué va y por qué es importante la propia disciplina científica en sí; y en segundo, su historia: cómo nació, quiénes fueron sus fundadores o divulgadores, qué dificultades hubo de vencer hasta consolidarse y qué hallazgos importantes ha conseguido a lo largo del tiempo.</span></div>
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<span style="font-family: inherit;">Pero lo más difícil de su tarea no fue eso, sino utilizar toda su capacidad como periodista para plasmar toda esa información en forma de relato ágil, interesante, ameno y, sin embargo, riguroso y con buena cantidad de información científica. En una palabra, dar las pinceladas exactas de cada rama científica para que un lector curioso pero sin gran formación científica se sienta atrapado desde el comienzo. Y, ojo, en realidad prácticamente todo el mundo se encuadra en la definición anterior, pues aunque uno sea físico nuclear, seguro que de geología, o de paleontología o de botánica, por ejemplo, sabe tanto como tú, lector, o como yo: más bien poco. Y eso lo consigue Bryson a base de mezclar hábilmente las pequeñas historias de los protagonistas con la Historia con mayúsculas de la rama del saber de que se trate, la descripción de la disciplina con la presentación de algunos datos, no muchos, pero que permiten centrar las ideas de forma exacta… Los que <a href="http://eltamiz.com/" style="border: 0px; color: #1f0909; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">leéis a Pedro</a> podéis haceros una idea de qué estoy hablando: alguien que es capaz de soltarte un ladrillo sobre física cuántica o sobre la teoría de la relatividad especial y que, encima, ¡te guste tanto que esperes ansioso a la publicación del siguiente artículo!</span></div>
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<span style="font-family: inherit;">El libro, publicado en 2003, se divide en seis grandes apartados, dedicados cada uno a una de las, por así decirlo, grandes disciplinas de la ciencia, estando a su vez cada uno de ellos dividido en varios capítulos, entre tres y seis dependiendo del grupo.</span></div>
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<span style="font-family: inherit;">El primer apartado del libro, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Perdidos en el cosmos</em>, habla de Cosmología y Astronomía, del Universo y del Sistema Solar y cómo hemos ido descubriendo en el cielo objetos cada vez más lejanos y enigmáticos.</span></div>
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<span style="font-family: inherit;">El segundo, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">El tamaño de la Tierra</em>, habla de los esfuerzos que los seres humanos hemos realizado para conocer el tamaño de nuestro planeta y, de paso, del resto de objetos del Universo, y no sólo de su tamaño, sino de la edad de nuestro planeta y cómo su edad estimada fue variando conforme los diversos descubrimientos paleontológicos, físicos y químicos fueron variando nuestros conocimientos.</span></div>
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<span style="font-family: inherit;">El tercer apartado, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Nace una nueva era</em>, nos introduce directamente en los hallazgos de principios del siglo XX a cargo de Einstein, de Planck, Bohr, Fermi, Feynman y tantos otros que derribaron literalmente nuestra concepción de la física, ésa a la que a fines del Siglo XIX, en palabras de Lord Kelvin, “tan sólo le faltaba por resolver unas pocas pequeñas cosas para estar completa”. Lástima que una de esas pequeñas cosas fuera el efecto fotoeléctrico, por cuya explicación se concedió a Albert Einstein el Premio Nobel, y no por su Teoría de la Relatividad (Especial o General), o la “catástrofe del ultravioleta”, cuya explicación dio origen a la mecánica cuántica…</span></div>
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<span style="font-family: inherit;">El cuarto apartado, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Un planeta peligroso</em>, habla de las entrañas de la Tierra, de geología y vulcanismo, de tectónica de placas y terremotos catastróficos… que cualquier día pueden cambiar nuestro mundo, como desgraciadamente han podido comprobar en los últimos años en Sumatra, en Cachemira, en Irán, en Haití o, muy recientemente, en Nepal.</span></div>
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<span style="font-family: inherit;">El quinto, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">La vida misma</em>, habla de la eclosión de la vida en nuestro planeta, cómo se ha desarrollado y cómo hemos ido paulatinamente conociendo más sobre nuestros antepasados, hasta llegar a Darwin y su teoría de la evolución y, finalmente, al descubrimiento del ADN.</span></div>
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<span style="font-family: inherit;">Y el sexto y último apartado, <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">El camino hacia nosotros</em>, nos introduce en nuestra historia y la de nuestros antepasados directos, la historia de un mono cascarrabias que tomó una senda evolutiva diferente hace unos pocos millones de años y que ahora “domina” el planeta… o al menos eso nos creemos.</span></div>
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<span style="font-family: inherit;">Un lujo de libro, un lujo de regalo para adolescentes inquietos, cónyuges curiosos, padres inteligentes y amigos del alma… y lo digo por experiencia, pues yo mismo he regalado muchas veces <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Una breve historia de casi todo</em>, con gran éxito… y por poco dinero, porque la edición de bolsillo no llega a los diez euros (aunque muchas veces está agotada) y la edición lujosa de tapa dura anda por los veinte. El libro lleva ya unas veinte ediciones sólo en español, y ni me imagino cuántas más en inglés o en otros idiomas, y desde luego que debe llevar varios millones de ejemplares vendidos en todo el mundo. Años después Bill Bryson escribió una versión para niños del libro, titulada “Una <em style="border: 0px; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">muy</em> breve historia de casi todo”, creo que ilustrada, aunque yo no la conozco. Porque, eso sí, el libro no contiene ni una sola ilustración más allá de la de la Tierra sin su gajo del principio del artículo… ¡ni falta que le hace!</span></div>
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<span style="font-family: inherit;">En fin, un libro estupendo que cumple magníficamente su función: divulgación científica de calidad que se lee de corrido. Un lujo, ya digo. Disfrutadlo.</span></div>
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<span style="font-family: inherit;">Portada del libro. ¡Ojo! Como ha habido muchas ediciones, la portada ha variado a lo largo de los años. Ahora seguro que es diferente. Pero el contenido es el mismo. Supongo.</span></div>
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<a href="http://eltamiz.com/elcedazo/2015/05/23/has-leido-una-breve-historia-de-casi-todo-de-bill-bryson/" target="_blank">Vía El Cedazo</a> <span style="background-color: white; color: #72905b; font-family: georgia, times, serif; font-size: 12px; line-height: 18px; text-align: center;">Publicado por </span><span class="entry-author author vcard" style="background-color: white; color: #72905b; font-family: georgia, times, serif; font-size: 12px; line-height: 18px; text-align: center;"><a class="url fn" href="http://eltamiz.com/elcedazo/author/macluskey/" style="color: #517a32;" title="View all posts by Macluskey">Macluskey</a></span><span style="background-color: white; color: #72905b; font-family: georgia, times, serif; font-size: 12px; line-height: 18px; text-align: center;"> el </span><abbr class="published" style="background-color: white; border: none; color: #72905b; cursor: text; font-family: georgia, times, serif; font-size: 12px; line-height: 18px; text-align: center;" title="2015-05-23T20:44:58+0000">Sábado, mayo 23, 2015</abbr></div>
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Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0tag:blogger.com,1999:blog-5859966285958020008.post-50441767652464772212015-04-30T00:39:00.001+02:002015-04-30T00:39:35.877+02:00¿Cuál es la causa del terremoto de Nepal?<div style="text-align: justify;">
<span style="font-family: inherit;"> </span><a href="http://www.eldiariony.com/muertos-por-terremoto-en-nepal-superan-los-3700" style="font-family: inherit;">Al menos 4.000 personas han muerto</a><span style="font-family: inherit;"> y cerca de 7.000 han resultado heridas, según las últimas cifras, por el devastador terremoto de 7,9 grados en la escala de Richter que sacudió Nepal el pasado sábado, según el último balance ofrecido por las autoridades del país. Tanto el terremoto como sus réplicas han causado una gran devastación en el país y en la región. A la catástrofe humanitaria, se añade </span><a href="http://www.elconfidencial.com/cultura/2015-04-28/diez-joyas-del-patrimonio-convertidas-en-ruinas-tras-el-terremoto-en-nepal_783762/" style="font-family: inherit;">la gran pérdida cultural</a><span style="font-family: inherit;"> de uno de los lugares del mundo con mayor riqueza histórica y artística.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><b style="font-size: medium; text-align: justify;">Localización terremoto Nepal</b></td></tr>
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<span style="font-family: inherit; text-align: justify;">Pero ¿cuál es la causa del terremoto? La explicación hay que encontrarla en que en la zona del Himalaya convergen dos placas tectónicas en una línea de falla. Se trata de la </span><a href="http://es.wikipedia.org/wiki/Placa_%C3%8Dndica" style="font-family: inherit; text-align: justify;">placa de la India</a><span style="font-family: inherit; text-align: justify;"> o Placa Índica, que se mueve hacia el norte, y la </span><a href="http://es.wikipedia.org/wiki/Placa_Euroasi%C3%A1tica" style="font-family: inherit; text-align: justify;">placa Euroasiática</a><span style="font-family: inherit; text-align: justify;">. Precisamente del choque de estas dos placas surgió en su día el Himalaya.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibEe_wEAUz0lxVbDHNvLyRJc8OWGcxvqB7G7s18hyCmh35VFwTKonLqvN5WxWCXNaFW1J3AdYrSfDEkRXWKCVLc8ssmFO7dLa6-sjucBOEuUG9eO2dsN__FrnvBEG0Hx9IZrqCovKRtuc/s1600/Himalaya-formation.gif" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibEe_wEAUz0lxVbDHNvLyRJc8OWGcxvqB7G7s18hyCmh35VFwTKonLqvN5WxWCXNaFW1J3AdYrSfDEkRXWKCVLc8ssmFO7dLa6-sjucBOEuUG9eO2dsN__FrnvBEG0Hx9IZrqCovKRtuc/s1600/Himalaya-formation.gif" height="400" width="220" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b style="font-size: medium; text-align: justify;">La formación del Himalaya</b></td></tr>
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<span style="font-family: inherit;"> En la actualidad la placa Índica está desplazándose hacia el noreste con una velocidad de 5 cm/año, mientras que la placa Eurasiática se está desplazando hacia el norte a solo 2 cm/año. Esto está causando la deformación de la placa Eurasiática, mientras que la placa India se está comprimiendo con una velocidad de 4 mm/año.</span></div>
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<span style="font-family: inherit;"> En el lugar del terremoto del sábado, cerca de 80 kilómetros al noreste de la capital nepalí de Katmandú es donde la placa de la India converge con la de Eurasia, lo que impulsa el levantamiento de la cordillera del Himalaya, la más alta del planeta, que alberga el Monte Everest (8.848 metros).</span></div>
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<span style="font-family: inherit;"> Los primeros datos sismológicos obtenidos de las ondas sonoras que viajan a través de la tierra tras un terremoto, indican que el suelo bajo la capital de Katmandú se ha desplazado tres metros hacia el sur a causa del suceso natural. Sin embargo, por el momento no está claro si estos cambios son lo suficientemente grandes como para requerir ajustes en los mapas de más alta precisión del mundo.</span></div>
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<span style="font-family: inherit;"><div style="text-align: justify;">
<span style="font-family: inherit;">Sobre un posible cambio en la morfología del Everest, </span><a href="http://www.theguardian.com/world/2015/apr/28/nepal-earthquake-moves-kathmandu-but-everest-height-unchanged-experts" style="font-family: inherit;">un equipo de expertos de la Universidad de Cambridge ha asegurado</a><span style="font-family: inherit;"> que la altura del conocido como techo del mundo sigue siendo la misma. Otros expertos creen que, como mucho, la diferencia representará apenas unos pocos milímetros: “El deslizamiento principal de la placa estaba al oeste del Everest y la montaña no estaba directamente encima del plano de la falla”, aclara Sandy Steacy, de la Universidad de Adelaida (Australia). Y es que tres metros en dirección horizontal no suponen mucho en dirección.</span></div>
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<span style="font-family: inherit;">Las placas tectónicas son delgadas y relativamente rígidas y se mueven una respecto a la otra en la superficie exterior de la Tierra. Están siempre en leve movimiento, pero se quedan atascadas en sus bordes debido a la fricción. Cuando la presión sobre el borde supera la fricción, es cuando se produce un terremoto que libera energía en ondas que viajan a través de la corteza terrestre. Esas ondas son las causantes de los terremotos.</span></div>
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<span style="font-family: inherit;"><div style="text-align: justify;">
<span style="font-family: inherit;">El terremoto tuvo lugar a una profundidad de sólo 11 kilómetros, lo que se considera poca profundidad en términos geológicos. Así, a menor profundidad del seísmo, mayor es el poder destructivo que éste implica, como es el caso del de Nepal.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjejPqKRzvfI4e2Ix71_x7bLSamk-8D_gIJZTW-8_lcdtcl4kR5t_cpgyQEA9BXWtKl2teFz23DdtK4K5L90QOpRQs8QooXuJIjHysSOzgHuqE0Fjj2vwj-X4_agjEWgbGVSotWqXq41_E/s1600/Nepal_Earthquake_2015_06.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjejPqKRzvfI4e2Ix71_x7bLSamk-8D_gIJZTW-8_lcdtcl4kR5t_cpgyQEA9BXWtKl2teFz23DdtK4K5L90QOpRQs8QooXuJIjHysSOzgHuqE0Fjj2vwj-X4_agjEWgbGVSotWqXq41_E/s1600/Nepal_Earthquake_2015_06.jpg" height="360" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit; font-size: small; text-align: justify;">Las heridas en la tierra por el terremoto de Nepal. </span><a href="http://commons.wikimedia.org/wiki/File:Nepal_Earthquake_2015_06.jpg" style="font-family: inherit; font-size: medium; text-align: justify;">Fuente</a><span style="font-family: inherit; font-size: small; text-align: justify;">.</span></td></tr>
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<span style="font-family: inherit;"><div style="text-align: justify;">
<span style="font-family: inherit;"> El terremoto se sintió en puntos tan lejanos como Lahore, en Pakistán, que se encuentra a más de 1.100 kilómetros de distancia, en Lhasa (Tíbet), a más de 600 kilómetros y en Dhaka (Bangladesh), a unos 650 kilómetros.</span></div>
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<span style="font-family: inherit;"> Según el Servicio Geológico de Estados Unidos. Durante el siglo pasado, sólo cuatro eventos de magnitud 6 ó mayor han ocurrido en un radio de 250 kilómetros alrededor de la zona del terremoto del sábado. Un terremoto de magnitud 6,9 en agosto de 1988 a unas 1250 kilómetros millas al sureste del seísmo del sábado causó cerca de 1.500 víctimas mortales.</span></div>
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<span style="font-family: inherit;"><div style="text-align: justify;">
<span style="font-family: inherit;"> El evento más grande, de una magnitud 8, es el conocido como el terremoto de Nepal-Bihar. Registrado en 1934, se produjo en una ubicación similar a la del terremoto de 1988. En aquella ocasión la ciudad de Katmandú también resultó muy dañada y se cree que causó alrededor de 10.600 muertes.</span></div>
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<span style="font-family: inherit;">Vía : <a href="http://www.geografiainfinita.com/2015/04/cual-es-la-causa-del-terremoto-de-nepal/" target="_blank">Geografía Infinita </a>y </span><span style="font-family: inherit;"> </span><a href="http://www.geologyin.com/2015/04/what-caused-nepal-earthquake.html#lDBeC0LJoEiF7Wfx.99" style="font-family: inherit;">Geologyin</a></div>
</span>Anonymoushttp://www.blogger.com/profile/01423580572647352758noreply@blogger.com0