<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4503389798316966841</id><updated>2012-02-23T04:20:41.717-03:00</updated><title type='text'>LOGOS - Grupo de Investigación en Astrología Esotérica</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>95</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-6062071804847231967</id><published>2012-02-03T20:01:00.000-03:00</published><updated>2012-02-03T20:01:56.186-03:00</updated><title type='text'>Acuario</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-0uGNS8CViMg/TyxlFMCB7KI/AAAAAAAAAfI/5Tujp8Sw_Us/s1600/acuario021-225x300.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-0uGNS8CViMg/TyxlFMCB7KI/AAAAAAAAAfI/5Tujp8Sw_Us/s200/acuario021-225x300.jpg" width="150" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Acuario: el fluir de la Vida y el Amor &lt;/span&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El trabajo de Hércules relacionado con el signo de Acuario es la limpieza de los establos del rey Augías. Acuario es un signo de circulación y distribución de ideas y energías. Este trabajo representa el servicio de restaurar el flujo natural de la vida y el amor en medio de la humanidad.&lt;br /&gt;El rey Augías poseía un vasto rebaño, pero nunca cuidaba la limpieza de sus establos. Los desechos se acumularon por muchos muchos años, de forma tal que su hedor y pestilencia contaminaban todo su reino. La tarea de Hércules era limpiar toda esa suciedad.&lt;br /&gt;Cuando llego al reino de Augias, Hércules se sentó entre dos ríos que pasaban por allí y meditó sobre el problema. Una idea le vino a la mente. Entonces el derribó las paredes que cercaban los establos. Después desvió el curso de los dos ríos para que sus aguas pasaran a través de las caballerizas. Así la necesaria limpieza aconteció de forma natural.&lt;br /&gt;El rebaño en el mito representa el conjunto de mentes y corazones de toda la humanidad. La suciedad acumulada representa los pensamientos y emociones nocivos que la humanidad va generando en el transcurso del tiempo. Al pensar, sentir desear, hablar estamos lanzando al ambiente&amp;nbsp; nuestros pensamientos y emociones, frecuentemente contaminando la atmósfera mental&amp;nbsp; y psíquica del planeta con nuestro miedo, rabia, codicia, apego, tristeza etc. Como resultado, una&amp;nbsp; nube de energía mental y emocional envuelve a la tierra entera, inquietando el desarrollo natural de las personas, impidiendo percibir la belleza y alegría de la vida, y contagiando a muchos con deseos egoístas y materialistas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Pero, ¿como resolver una situación tan tremenda como esta?&lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El primer acto de Hércules fue meditar, para poder comprender la naturaleza del problema y entonces descubrir una real solución. Pero frecuentemente contraponemos meditación y acción, y tendemos a considerar que&amp;nbsp; la meditación es pasividad y perdida de tiempo y que la acción concreta es la única manera de producir cambios. Deberíamos comprender que la verdadera meditación es &lt;i&gt;una acción interna que es la causa de la acción creativa externa&lt;/i&gt;. En medio de la actual situación crítica de la humanidad, no hemos de perder el tiempo con acciones irreflexivas y precipitadas. Es imprescindible meditar, para poder comprender el qué y el como.&lt;br /&gt;Habiendo comprendido, Hércules comenzó por el derribo de las paredes, porqué la raíz del problema está en las divisiones que erigimos entre nosotros. Nos dejamos engañar por diferentes apariencias y nos consideramos separados unos de otros. Hablamos en términos de clases sociales, etnias, ideologías, religiones … y perdemos de vista a la humanidad una. El primer paso es deshacer todo sentido de separación. Debemos comprender que todos somos &lt;i&gt;una sola familia humana.&lt;/i&gt;&lt;br /&gt;Los dos ríos del mito representan las dos corrientes de energía que animan a cada persona: la energía de &lt;i&gt;Vida anclada en el corazón, y la energía de Conciencia anclada en el cerebro.&lt;/i&gt; Hércules no trató de barrer o limpiar la suciedad, es decir, no se centró en las actividades. El simplemente dejó que la energías de Vida y de Conciencia o Amor fluyeran libremente entre el y los demás. Cuando tales energías fluyen libremente y por canales adecuados, la armonía y la belleza son restauradas de forma natural. Así es el &lt;i&gt;servicio.&lt;/i&gt; No se trata de luchar contra lo que esta mal, si no mas bien de promover el flujo del bien. No es tanto un hacer, si no sobre todo es ser y amar. No es&amp;nbsp; es negar la acción, sino cualificar la. &lt;br /&gt;La pregunta es: ¿ cual es la conciencia y&amp;nbsp; cualidad de&amp;nbsp; energía&amp;nbsp; que utilizo en todo lo que hago?&lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: blue;"&gt;Ricardo A. Georgini&lt;/span&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;ricardogeorgini@yahoo.com.br&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-6062071804847231967?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/6062071804847231967/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/02/acuario.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/6062071804847231967'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/6062071804847231967'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/02/acuario.html' title='Acuario'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-0uGNS8CViMg/TyxlFMCB7KI/AAAAAAAAAfI/5Tujp8Sw_Us/s72-c/acuario021-225x300.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-2511562700402897756</id><published>2012-01-24T18:27:00.000-03:00</published><updated>2012-01-24T18:27:23.993-03:00</updated><title type='text'>Acuario, Luna nueva</title><content type='html'>&lt;div style="color: blue; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: blue; text-align: justify;"&gt;&lt;span style="color: magenta;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="color: blue; text-align: justify;"&gt;&lt;span style="color: magenta;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; LUNA NUEVA EN ACUARIO&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Durante el período de&amp;nbsp; luna nueva, nos concentramos en cómo puede manifestarse el Plan; considerando los diferentes medios, a través de los cuales "el poder de la Vida una" y el "amor del Alma una", se pueden expresar a través de los servidores del mundo. &lt;br /&gt;En la luna nueva se pone énfasis en expresar y extender la energía y la inspiración recibida, y en ese momento es interesante comprender qué energías fluyen hacia nuestro planeta a través del Signo en el cual la luna comienza su camino.&lt;br /&gt;Cada mes, la maravillosa lógica del Universo hace llegar hasta nosotros una determinada energía y si se ha estado atento a su mensaje, nos llevará en una espiral hacia delante y hacia arriba, hasta la comprensión del siguiente Signo. De esa forma, cada mes, durante doce ocasiones, nuestro ser puede evolucionar y enriquecerse con sus experiencias.&lt;br /&gt;Es muy importante para las personas reunirse en grupos para celebrar los Festivales de Luna Nueva y Llena cada mes. &lt;br /&gt;Al celebrar, pensar y hablar sobre estos festivales, conseguimos que nuestra aura y&amp;nbsp; nuestro cuerpo mental se tornen sensibles a las energías entrantes de los signos zodiacales. &lt;br /&gt;&lt;br /&gt;Cuando continuamos ésta práctica por tres, cuatro, cinco o veinte años la persona empieza a sentir las energías diferentes con su aura. En ese momento la teoría se detiene y se vuelve una experiencia práctica y tangible. A no ser que las personas experimenten estas energías con su “piel” la cual, esotéricamente, es el aura, y a no ser que finalmente se discrimine entre las energías, estas cosas serán como sueños para ellos. Vamos a “sentirla” algún día en diferentes pares de nuestro cuerpo cuando el sol entre en otro signo.&lt;br /&gt;&lt;br /&gt;Por ejemplo, un signo puede darle una carga enorme en la cabeza. Otro signo zodiacal puede darle una carga en el corazón, en la garganta, en el centro ajna y en diferentes sitios en el cuerpo. Si vamos a ser discípulos –las personas quienes practican la Enseñanza– vamos a experimentar y finalmente a sentir estas energías. Una vez que empezamos a registrar o a grabar estas energías, empieza nuestro progreso real.&lt;br /&gt;&lt;br /&gt;Podemos aprender como dirigir estas energías según el signo zodiacal que está estimulando determinadas partes de nuestros centros o cuerpo. Podemos aprender como dirigir estas energías en nuestros centros, en ciertos campos del empeño humano y en grupos, hasta que finalmente seamos dispensadores de Vida.&lt;br /&gt;La Vida es energía que viene a nosotros desde todas las constelaciones. Acuario nos enseña que si vamos a ser dispensadores de Vida, debemos traer las energías de Vida para la vitalidad física, el entusiasmo emocional, el esfuerzo mental y el fuego espiritual para las personas.&lt;br /&gt;&lt;br /&gt;Vamos a registrar y a saber;&amp;nbsp; luego a trasmitir y a dirigir estas energías. Una vez que la persona registra y trasmite estas energías su existencia empieza a cambiar. Las personas piensan que escuchando, aprendiendo, y acumulando información les beneficia, pero no es así. Sin belleza y espíritu interno, todo se convierte simplemente en información. &lt;br /&gt;&lt;br /&gt;Fluye por todo nuestro Universo en esta Luna Nueva, la energía de la Constelación de Acuario, posiblemente uno de los Signos más sagrados del Zodíaco. &lt;br /&gt;Pensemos en Cada Signo como un Sagrado Señor de Vida y el compromiso que Acuario tiene con la humanidad es conseguir el despertar de la nueva Humanidad.&lt;br /&gt;&lt;br /&gt;Acuario es la Luz del Alma Universal y todo ser que ha despertado siente la necesidad de beber del Agua Viva de Acuario, que junto a los restantes Signos que forman la Cruz Fija, en la cual es crucificada la personalidad del discípulo, está actuando sobre la Personalidad, puliéndola como el diamante que debe llegar a ser para `poder un día reconocer al Ángel Solar que medita profundamente en su interior.&lt;br /&gt;&lt;br /&gt;El Sonido y la Luz son las dos líneas paralelas que como un relámpago representan al Signo de Acuario. &lt;br /&gt;&lt;br /&gt;La voz de quienes sintonizan con el trabajo de Acuario, puede volverse “mantrica” y magnetizar con su profunda energía a quien le escucha.&lt;br /&gt;&lt;br /&gt;Una de las definiciones que hacen sagrado a este Signo, en su esencia virginal, es la intensa percepción y amor que se tiene por el entorno, por el grupo,&amp;nbsp; la sociedad y país en donde se decidió vivir ese ciclo, superando esos conceptos en significados más altos, hasta que cada ser se convierte en ciudadano del mundo.&lt;br /&gt;&lt;br /&gt;Las convulsiones de gobiernos y de estamentos financieros están comenzando a actuar fuertemente con la energía de Acuario y de Urano, revestido este intenso planeta con la Fuerza ígnea que durante años recibirá del Signo de Aries en donde está ahora situado.&lt;br /&gt;&lt;br /&gt;En Astrología ortodoxa, se nos dice que el Sol está en caída en este Signo, y esto no es debido en absoluto a una carencia de fuerza.&lt;br /&gt;&lt;br /&gt;El Sol es la identidad, la lucha por conocer todos los matices que nos pueden llevar lo más cerca posible a cómo deseamos ser. &lt;br /&gt;&lt;br /&gt;Gran parte de ese trabajo se hace bajo la comprensión del Signo de Leo. Cuando la identidad es real para la propia persona, no necesita ni empequeñecer a otros para sentirse fuerte, ni depender del exterior ni de los demás para sentir su propia fuerza.&lt;br /&gt;&lt;br /&gt;El auténtico ser de Leo se ama a si mismo y por lo tanto ama a los demás. Es la propia energía quien marca esta forma de actuar y, es entonces cuando la bella energía acuariana estalla en todo su esplendor.&lt;br /&gt;&lt;br /&gt;El Sol como identidad propia se debilita porque no necesita demostrar nada. &lt;br /&gt;Sencillamente “Es” y fundiéndose con el entorno y con&amp;nbsp; el inmenso sentido de fraternidad, se olvida de si y se convierte por ello en líder aceptado.&lt;br /&gt;&lt;br /&gt;El lugar de Acuario, como undécimo Signo del zodíaco desea hacer realidad, tal como su nota clave indica, en el más amplio sentido, colaborar con la meta de la Jerarquía.&lt;br /&gt;&lt;br /&gt;Vicente Beltrán, solía hablar mucho de la importancia de Acuario y de Urano remarcando especialmente su relación con ese avance de la humanidad.&lt;br /&gt;&lt;br /&gt;Las energías del Señor de la Constelación de Acuario….”cuyas estrellas brillan más por amor a nosotros que por ellas mismas”&amp;nbsp; decía Vicente Beltrán Anglada” se encuentran entre nosotros. &lt;br /&gt;&lt;br /&gt;En su primer período que abarca unos 700 años, Saturno tiene una gran influencia a través de pruebas, limitaciones y aprendizajes,&amp;nbsp; que dan paso en su momento adecuado a ser aptos para aprovechar las inmensas oportunidades que siempre están en el Camino.&lt;br /&gt;&lt;br /&gt;Tan sólo a través de esos cambios individuales llegaremos al cambio de la sociedad y a derribar cualquier cosa que impida la evolución del Alma Una.&lt;br /&gt;Esa palabra –CAMBIO- está totalmente unida a Acuario y a Urano.&lt;br /&gt;&lt;br /&gt;Es un pensamiento simiente totalmente necesario en los momentos que vive el Planeta Tierra.&lt;br /&gt;&lt;br /&gt;Desde el corazón, siempre.&lt;br /&gt;Joanna&lt;br /&gt;&lt;/div&gt;&lt;div style="color: blue; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-2511562700402897756?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/2511562700402897756/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/acuario-luna-nueva.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/2511562700402897756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/2511562700402897756'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/acuario-luna-nueva.html' title='Acuario, Luna nueva'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-5170003462103127081</id><published>2012-01-08T20:37:00.000-03:00</published><updated>2012-01-08T20:37:41.908-03:00</updated><title type='text'>Capricornio</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;img alt="" height="256" 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" width="320" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style="font-size: large;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Capricornio: poder servir&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Por Ricardo Georgini&lt;br /&gt;&lt;br /&gt;El trabajo de Hércules que corresponde al signo de Capricornio es enfrentar a Cerbero, el can que guarda la entrada al mundo subterráneo. Capricornio es un signo de disciplina, superación y realización. Este trabajo representa el auge del desarrollo humano y una gran conquista espiritual, tal vez la más importante de todas: la conquista del poder de servir.&lt;br /&gt;Cerbero era un terrible monstruo con tres cabezas de perro y una serpiente como cola. Guardaba el mundo subterráneo, para donde iban las almas de los muertos, y no dejaba que nadie saliese de allí. La tarea de Hércules era capturar a Cerbero y traerlo a la superfície.&lt;br /&gt;Cuando Hércules penetró en el mundo subterráneo, se encontro con el héroe Teseo vivo, aunque encadenado allí. Liberó a su amigo y entonces fue a ver a Plutón, el Señor de la Muerte y del mundo subterráneo. Plutón acordó dejar que Hércules se llevase a Cerbero, siempre que se enfrentase a la fiera sin armas. Hércules lo hizo, y agarró la cabeza central de Cerbero, ahogándola. Así controló al monstruo y lo pudo conducir hasta la superfície, hacia la luz del dia.&lt;br /&gt;Cerbero, con sus tres cabezas, representa la personalidad humana, con sus tres componentes: mental, emocional y físico. Controlar a Cerbero y llevarlo para la superfície significa autodisciplina, autoperfeccionamiento y autosuperación. Pero todo autodesarrollo debe siempre tener como motivación la búsqueda del servicio a la humanidad. Todos los conocimientos que adquirimos, las habilidades que desarrollamos, los bienes de los que disponemos, el poder que obtenemos, la influencia que ejercemos — todo debe ser usado no sólo para nuestro propio benefício individual, sino en favor de toda la colectividad.&lt;br /&gt;El mundo subterráneo simboliza el inconsciente humano, y Teseo encadenado representa la humanidad aprisionada por sus emociones y deseos ignorantes. Así como Hércules encontró a Teseo al penetrar em el mundo subterráneo, cada buscador espiritual, al penetrar em lo íntimo de sí mismo, descubre que es co-responsablel por el sufrimiento de la humanidad. Pero también descubre que, al desarrollar todo su potencial, puede contribuir a la liberación y elevación humana.&lt;br /&gt;Frecuentemente, existe confusión sobre qué es el servicio. Algunos entienden que servir es ayudar, curar, enseñar a los demás. El servicio puede incluir eso también, pero es algo más profundo. Servir es desempeñar nuestra función dentro del todo mayor. En realidad, todos los seres sirven — inevitablemente, inconscientemente. No hay manera de ser y no servir. Pero lo que es propio de nosotros, los humanos, es que podemos pasar a servir conscientemente. Podemos saber cuál es nuestro servicio, y entonces realizarlo voluntariamente, comprensivamente, inteligentemente. Esto es lo que llamamos servicio cuando hablamos de los seres humanos.&lt;br /&gt;Para poder servir así, el individuo debe ser maestro de sí mismo. Hércules mostró como alcanzar esta maestría al enfrentar a Cerbero desarmado, sin luchar contra el monstruo, sólo sofocando su cabeza central, para controlarlo. Por lo tanto, no debemos quedarnos combatiendo nuestra personalidad, sino sólo procurar conducirla conscientemente. La cabeza del medio representa las emociones y deseos — la fuente de fuerza de la personalidad. Sofocar esta cabeza significa dejar de alimentarla con tanta atención. Si no damos indebida importancia a las reacciones emocionales de la personalidad, no tendrá cómo atrapar o nuestro servicio.&lt;br /&gt;Finalmente, llevar a Cerbero a la superfície es integrar lo inferior en lo superior, unificar personalidad y alma. Entonces, la personalidad es transformada, transfigurada, dejando de ser aquella que oculta al alma, para tornarse aquella que revela el alma.&lt;br /&gt;&lt;br /&gt;Ricardo A. Georgini&lt;br /&gt;ricardogeorgini@yahoo.com.br&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-5170003462103127081?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/5170003462103127081/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/capricornio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/5170003462103127081'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/5170003462103127081'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/capricornio.html' title='Capricornio'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-3914591480967278491</id><published>2012-01-04T11:34:00.000-03:00</published><updated>2012-01-04T11:34:34.670-03:00</updated><title type='text'>la luna llena de Capricornio</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="data:image/png;base64,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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" src="data:image/png;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;b&gt;&lt;span style="color: blue;"&gt;CAPRICORNIO Y LUNA LLENA&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En la Luna Llena de Capricornio, las energías disponibles, son las energías de &lt;span style="color: blue;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;Primero, Tercero y Séptimo&lt;/b&gt; &lt;b&gt;Rayos&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: red;"&gt;.&lt;/span&gt;&lt;/b&gt; La energía de Primer Rayo da un&amp;nbsp; impulso enorme para adelantar en la propia evolución –un deseo ardiente para trascenderse a sí mismo, para conquistar limitaciones físicas, emocionales y mentales y adentrarse en un nuevo estado de conciencia.&lt;br /&gt;El Primer Rayo da el impulso, el Tercer Rayo construye el puente, y el Séptimo Rayo causa la manifestación. Esto es una combinación muy bella.&lt;br /&gt;En las Enseñanzas del Maestro D.K., a Capricornio se le llama la puerta al Reino de Dios, o el Reino de la Jerarquía Divina, o la puerta que conduce al hombre al Plan Divino. Se nos ha dicho que la energía de Capricornio nos prepara para pasar a través de esa puerta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La función principal de Capricornio es la de introducir en el ser humano el deseo de elevación y de transfiguración.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En el eje Cáncer-Capricornio se manifiesta la ‘muerte del Alma’ que entra en la prisión de la forma bajo el signo de Cáncer y la ‘muerte de esa forma física’, cuando la iniciación otorga la liberación por medio del ingreso a la energía de Capricornio. &lt;br /&gt;Ambos son&amp;nbsp;Signos Cardinales y se encuentran unidos a los Solsticios y &amp;nbsp;a su intensa relación con la naturaleza de la Luz y, por lo tanto, con el trayecto y el trabajo de la luz. &lt;br /&gt;Es bajo la influencia de Capricornio cuando nuestra personalidad anhela (habiendo dejado atrás tantos espejismos)&amp;nbsp;ser envuelta, admitida y aceptada por la sabiduría del Alma -del Ángel Solar-.&lt;br /&gt;La energía que viene de Capricornio es la energía que produce un servidor. Inmediatamente cuando empieza a absorber esta energía de Capricornio, se quiere servir porque el ser humano se vuelve radioactivo. Servicio significa ser radiactivo. El servicio significa hacer que las personas retornen al Hogar del Padre&lt;/div&gt;&lt;div style="text-align: justify;"&gt;.&lt;br /&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;Tres niveles en Capricornio: Cabra – Cocodrilo o Dragón Blanco.- Unicornio&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;En la etapa de la Cabra se nace con el firme propósito de conseguir todo lo que el mundo material ofrece, sin importar –en la mayoría de los casos– cómo obtenerlo. La cabra corre detrás de cuatro alimentos: sexual, para el estomago, posesiones, y para la vanidad; come de todo para satisfacer su hambre. Una cabra se introduce en su jardín y se come sus mejores flores y plantas, todo con un solo propósito: encontrar alimento.&lt;br /&gt;Éste es un nivel regido por la frialdad, tanto de pensamiento como de sentimiento. Esta forma de actuar resulta beneficiosa debido al deseo de construir y poseer empresas, las cuales derivan en una disponibilidad de trabajo para los demás. Precisamente y, en los tres niveles de Capricornio, la entrega y la capacidad de trabajo son muy intensas. Si este gran grupo no sublima el apego a sus posesiones (sean éstas del tipo que sean), terminan siendo aislados y separados de la corriente general de la vida debido a su tacañería material y emocional, y se convierten en personas resentidas y solitarias con una fuerte tendencia al egoísmo y a la separatividad.&lt;br /&gt;En la etapa de &lt;b&gt;&lt;span style="color: blue;"&gt;del cocodrilo,&lt;/span&gt;&lt;/b&gt; es un animal que vive en dos mundos –tierra y agua. Le gusta jugar con la materia, con el sexo, con la avaricia, con el miedo, con el odio. Luego cuando entra en calor, entra al agua, o el mundo subjetivo. &lt;br /&gt;Para poder romper la etapa de cabra y entrar a la etapa de cocodrilo, se debe hacer un progreso real, se debe reunir consigo mismo y sentarse con su Ser Superior en la Luna Llena de Capricornio.&lt;br /&gt;El tiempo de Navidad es un tiempo para la transmutación, transformación y transfiguración. La Navidad es el momento cuando Cristo toma forma en nuestro interior.&lt;br /&gt;¿Cuál es el mundo subjetivo en que el cocodrilo entra? Quizás son los Ashramas; quizás sea una entrevista con un Gran Ser; quizás sea una gran visión y un sueño que vienen y le impactan. Si se es impactado solamente una vez con una gran visión, no se vuelve a ser&amp;nbsp; ya la misma persona. Es un estadio de luchas, ya que los destellos de Luz son temporales e intermitentes y la seguridad de todo cuanto ofrece la materia sigue proporcionándole al individuo un sentido de identidad.&lt;br /&gt;En la etapa del Unicornio. El cuerno es la antena, el Antakarana, la continuidad de conciencia, el puente construido a través de los siglos para entrar en contacto con los valores superiores. Cuando se es un Unicornio, se dirige la energía y sustancia de Capricornio a través de ese báculo de poder o esa antena. Se encuentra en armonía con la intención de Capricornio, la cual &lt;b&gt;&lt;span style="color: blue;"&gt;es crear servidores mundiales.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;Este grupo ha llevado a cabo la transfiguración y sus miembros brillan desde su tercera iniciación. Ya han subido a la Montaña, que es el símbolo de la Tríada Espiritual.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Viven la nota clave de su estadio:&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; “Perdido estoy en la Luz suprema, pero a esa Luz le doy la espalda”.&lt;/span&gt;&lt;/b&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Su meta es entregar su propia luz. &lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por estar Plutón actualmente y durante muchos años en Capricornio, todo lo que tiene que ver con este Signo y con Saturno, está galvanizado y respondiendo en forma inmediata a la corrección o a la forma errada de nuestras acciones. El efecto es inmediato y ni el poder,&amp;nbsp; ni el dinero, ni la política,&amp;nbsp; lo están pudiendo solapar.&lt;br /&gt;Tiempos pues de silencios intensos, de revisión del por qué de fricciones en las relaciones, si es que las hay. Momentos de armonía con nosotros mismos, ya sea en grupo, ya sea temporalmente en solitario, puesto que el grupo de almas al que pertenecemos desde largos tiempos, permanece esperando en el plano subjetivo.&lt;br /&gt;Capricornio Luz y Sombra deja penetrar el caos, el temor, la duda…todo ello lleva inevitablemente al despertar, a decidir, a opinar y a cambiar. Compromiso, seriedad, meditación, servicio, acción…son tantas las acciones que demanda este Signo!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Procuremos subir a lo más alto de la montaña que cada uno hemos sabido construir, permitiendo que todo nuestro ser absorba la Luz. &lt;br /&gt;Esa Luz nos será necesaria al avanzar en los últimos Signos, preparándonos con Gloria para recibir al Cristo en intenso significado de renacimiento y de Amor en Aries y a Buda en Tauro, viviendo el desapego libertador que confiere el amar sin poseer, sin opinar, sin juzgar.&lt;br /&gt;&lt;br /&gt;Que la Fuerza de estas energías libere a través de nuestro interior la Energía suficiente, para que nuestro amado Planeta brille con la Luz que le corresponde!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: magenta;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: magenta;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: magenta;"&gt;Desde el corazón.&lt;/span&gt;&lt;br style="color: magenta;" /&gt;&lt;span style="color: magenta;"&gt;Joanna&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-3914591480967278491?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/3914591480967278491/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/la-luna-llena-de-capricornio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/3914591480967278491'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/3914591480967278491'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2012/01/la-luna-llena-de-capricornio.html' title='la luna llena de Capricornio'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-8911744643691327930</id><published>2011-12-22T10:40:00.000-03:00</published><updated>2011-12-22T10:40:46.935-03:00</updated><title type='text'>Sagitario: correctos pensar y hablar</title><content type='html'>&lt;div style="text-align: center;"&gt;Por Ricardo Georgini&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-nxJeBaZJ454/TvMzE0zZuII/AAAAAAAAAeY/5Eg7JxnbSbQ/s1600/Constelaci%25C3%25B3n+formando+el+arquero.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-nxJeBaZJ454/TvMzE0zZuII/AAAAAAAAAeY/5Eg7JxnbSbQ/s1600/Constelaci%25C3%25B3n+formando+el+arquero.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El trabajo de Hércules asociado al signo de Sagitario es espantar los pájaros del lago Estínfale. Sagitario es un signo de elevado idealismo,profunda reflexión y búsqueda de sabiduría. Este trabajo representa el correcto uso del pensamiento y el habla, para expresar cada vez más la verdad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La región del lago Estínfale estaba recubierta de pájaros feroces. En inmensa cantidad, devastaban la vegetación de la región y contaminaban el lago. Cuando levantaban vuelo, era imposible ver con claridad el cielo y el sol. Hércules tenía la tarea de restablecer el orden.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El héroe intentó matar los pájaros de a uno, colocando trampas y lanzando flechas. Luego percibió que ese método no sería suficiente, ya que la cantidad de aves era enorme. Entonces Hércules hizo una pausa y reflexionó sobre la cuestión. Una idea le llegó a la mente. Tomó dos címbalos de oro que había recibido de Minerva y los chocó fuertemente. Ahuyentados por el tremendo sonido, los pájaros de desbandaron, y la paz volvió a la región.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Los pájaros simbolizan los pensamientos, ya que pueden volar con libertad para lo alto y ver más lejos, en una perspectiva más elevada y abarcativa. También simbolizan el habla, ya que, volando, pueden moverse con rapidez y viajar por el mundo. El pensamiento y el habla son fuerzas creativas muy poderosas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El pensamiento nos permite ver posibilidades y captar lo nuevo. Algunas veces, una nueva visión se torna luego un nuevo modo de vida. Otras veces (probablemente en la mayoría), tiene lugar un largo proceso de maduración interna, de modo que gradualmente el nuevo pensamiento se refleja en nuestras emociones y deseos, y finalmente en nuestras acciones, comportamiento y relacionamiento. Cuando no comprendemos el funcionamiento de ese proceso interno, podemos imponernos exigencias precipitadas y entorpecer un proceso que estaba muy bien encaminado. Mas cuando comprendemos ese proceso de maduración, podemos cooperar pacientemente con él.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Los pájaros posados en el lago y alrededor representan aquellos pensamientos que no son nuevos, sino que ya se asentaron en nuestra vida emocional y física. Tales pensamientos constituyen una cristalización, condicionando y restringiendo nuestra vida. Cualquier pensamiento es siempre parcial, y sólo uno de tantas posibilidades, y sólo un grado en la escala. La verdad, el amor, la belleza, la justicia son siempre mayores que cualquier pensamiento o teoría. Por eso no debemos estancarnos en nuestra visión actual, sino siempre seguir adelante, buscando renovar nuestros pensamientos y buscando una comprensión todavía más amplia y profunda.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La pausa reflexiva de Hércules representa el silencio meditativo, cuando la mente busca ir más allá de los pensamientos e interpretaciones actuales, abriendo espacio para lo nuevo. Habiendo captado una nueva idea, Hércules usa el sonido para anclarla y dispersar los pensamientos antiguos que no le sirven más. Minerva es la Señora de la Sabiduría, y el toque de los címbalos de oro representa el uso de la palabra para expresar nuevas ideas, una comprensión renovada y un flujo fresco de inspiración. A través del poder creativo del habla, nos recreamos y transformamos nuestros patrones en la vida, sustituyendo lo viejo por lo nuevo.&lt;/div&gt;&lt;div style="text-align: right;"&gt;Ricardo A. Georgini&lt;br /&gt;ricardogeorgini@yahoo.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-8911744643691327930?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/8911744643691327930/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/12/sagitario-correctos-pensar-y-hablar.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/8911744643691327930'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/8911744643691327930'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/12/sagitario-correctos-pensar-y-hablar.html' title='Sagitario: correctos pensar y hablar'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-nxJeBaZJ454/TvMzE0zZuII/AAAAAAAAAeY/5Eg7JxnbSbQ/s72-c/Constelaci%25C3%25B3n+formando+el+arquero.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-6252646206821133909</id><published>2011-11-28T17:05:00.005-03:00</published><updated>2011-11-28T17:07:39.999-03:00</updated><title type='text'>Sagitario: veo, alcanzo esa meta y luego veo otra</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;Por Joanna García&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-lfY31hbgU-c/TtPpWnXYzHI/AAAAAAAAAeM/EOVqQsQ4XBY/s1600/Sagitario.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-lfY31hbgU-c/TtPpWnXYzHI/AAAAAAAAAeM/EOVqQsQ4XBY/s1600/Sagitario.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Saludos cordiales!!&lt;br /&gt;&lt;br /&gt;Tanto independientemente, como humanidad en si, estamos viviendo un proceso acelerado que mantiene en sentido de alerta nuestra atención.&lt;br /&gt;&lt;br /&gt;En el Equinoccio de Aries, desde ese Cero de Aries, en el cual las energías de lucha que siempre manifiesta en su primer estadio Marte, como Regente Exotérico y Mercurio como Regente Esotérico a través de la marcada acción de Armonía y Conflicto, se iniciaron un ciclo de reacciones cuyo resultado es casi vertiginoso si observamos los movimientos de la Primavera africana, el movimiento de despertar de los jóvenes de todo el mundo en su sentido de indignación ante todo cuanto de obsoleto y castrador les presenta el futuro, así como la caída de líderes que parecían intocables.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;¡¡Son realmente nuevas Metas que se abren ante millones de seres!!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Representa un despertar de la masa dormida y una búsqueda de la propia identidad. Ese proceso es totalmente necesario, para que se puedan formar los siguientes desarrollos que llevarán a un despertar distinto, esta vez hacia la evolución interior.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Escorpio ha motivado, ha encendido con más energía aún, lo iniciado en Aries. Escorpio siempre mata para renacer y en un Signo tan profundo donde Urano, el libertador de toda opresión se exalta, se exige por parte de la humanidad un cambio de los valores que forman parte del eje de Tauro-Escorpio.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;¡¡Economía, política, educación...todas las columnas que contribuyen a ese nacimiento de una nueva consciencia están siendo cuestionadas !!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Todos esos procesos han aligerado posiblemente más de lo creemos nuestro equipaje en cuanto a todo lo que no nos es necesario y, en el caso de que no lo comprendamos así, Plutón desde la fortaleza de Capricornio tomará la determinación, tanto a nivel mundial como individual,&amp;nbsp; preparándonos para recibir el mensaje y la energía de unos de los Signos más bellos y libres del Zodíaco;&amp;nbsp; Sagitario.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Júpiter, su Regente Exotérico se encuentra en Tauro, incidiendo en la protección de los valores, en todo el amplio sentido que dichos valores representan.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Presiona con su fuerza a uno de los estamentos que rige; a la Banca, a la nueva forma de tratar y comprender una de las energías más poderosas del mundo; el dinero.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sin duda alguna, dentro del caos que en ese aspecto estamos viviendo, se encuentran discípulos con un nuevo magnetismo y una nueva forma de entender ese tremendo poder.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Existe un Plan sobre la Tierra. No olvidemos no obstante, que el tiempo dentro de ese Plan, no es todo lo rápido que como seres humanos quisiéramos.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dos son los importantes significados que se mueven y aunque en diferente dimensión, ofrecen una misma oportunidad y responsabilidad, cuando hablamos de Sagitario, ya que toda la Cruz Mutable se mueve y en este caso, Géminis en especial por su poder en la palabra.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La importancia y la calidad de la palabra, del lenguaje que empleamos al hablar y especialmente, al pensar, ya que es esa la forma en que íntimamente permitimos que el alma se comunique con nosotros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Si continuamente expresamos nuestro desprecio hacia los políticos, hacia quienes cometen estafas que prácticamente duelen, hacia quienes manipulan, desafortunadamente estamos dando una fuerza indescriptible a ese negativo poder o forma de actuar.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;No quiere decir que no tengamos opinión, pero intentando hacerlos desde esa difícil, pero necesaria “indiferencia”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El don de la mente es uno de los mayores regalos que tan sólo posee el reino Humano, siendo también una de sus mayores responsabilidades.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Puede parecer infantil, pero si por cada vez que emitimos nuestra disconformidad, otras dos, enviásemos luz y ayuda para que la claridad y la luz pudiesen llegar a los centros en donde se toman decisiones que nos afectan, para que esa fuerza de nuestro pensamiento actúe sobre las mente de quienes dirigen, ¿no sería posible que todo ello tuviese efecto?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desde los Trabajos de Hércules, se otorga una tremenda importancia al insoportable ruido con los que determinados pájaros atormentaban hasta la locura a la gente del poblado.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ese mismo tormento es el que el pensamiento incontrolado, las dudas, críticas,&amp;nbsp; temores y emociones, se emiten desde la personalidad y alejan a nuestro auténtico Ser.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La intensidad de los tiempos que estamos viviendo, se incrementan con las mencionadas energías recibidas de Escorpio y que recoge Sagitario, para revitalizar el imparable despertar de la Humanidad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;6º - Marte emanando su Sexto Rayo como Regente Jerárquico en Sagitario,&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; puede lograr la devoción y el idealismo equilibrado.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;5º – Rayo. Mente controlada en proyectos válidos para la totalidad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;4º - Rayo. Necesidad, fuerza proporcionada por el fuego para conseguir las tan necesarias&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; correctas relaciones.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;2º&amp;nbsp;&amp;nbsp; Rayo. Regente exotérico de Júpiter emanando Amor-Sabiduría.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;3º&amp;nbsp;&amp;nbsp; Rayo. Regente Esotérico. La Tierra y el reto de una mente cada vez más&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; discernitiva.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Son realmente tiempos, vivencias y energías para que todos como Humanidad adelantemos, seamos ayudados y consigamos ayudar. Son momentos de unirnos en plegaria, en sentimiento íntimo y compartido de amor y de altruismo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Júpiter representa todo el trasfondo humanístico y filosófico que hemos conseguido ciclo tras ciclo, expresándose&amp;nbsp; a través de la necesidad de la comunicación con otros seres.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Cualquier persona que comprenda la importancia de la comunicación, siente alegría cuando llega el mes de Sagitario.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Con mayor o menor tino, estamos todos en el camino de la búsqueda espiritual y es este un mes para no desaprovechar un solo día.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Cada una de las Doces Casas tienen un especial interés en nuestra vida, todas ellas son partes esenciales de nuestro interior y de nuestras vivencias exteriores, son Mansiones del Alma,&amp;nbsp; pero quizás la Casa Nueve puede mostrarnos, la amplia avenida por donde discurren los mensajes del Alma.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sagitario es en especialmente la Casa del Alma; en ella encontramos nuestros deseos de autenticidad, de alegría de vivir tanto lo cotidiano, como lo que consideremos como especial.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ese es uno de los motivos&amp;nbsp; de que este mes sea tan especial. En todos nosotros está vibrante una Casa Nueve bajo el Signo que sea, pero con la energía subyacente de Sagitario. En el tema de todos, está situado Júpiter y desde la Casa en donde emite su fuerte energía, está hablando de Casa Nueve y de Sagitario.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;¿Podemos en el silencio total del alma, visualizar esos tres aspectos que hay en Sagitario?.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Centauro… dualidad adherida y fusionada&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Arquero…&amp;nbsp; no adherida.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-El Arco y la Flecha… Liberación y centralización&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La belleza entre el Centauro y el Caballo Blanco, indica que este último se ha convertido en un vehículo sabio, obediente y receptivo al Alma. Ya no debe hacer&amp;nbsp; como el Centauro volver de nuevo hacia atrás para recoger y comprender las flechas emitidas al aire con entusiasmo pero sin la necesaria madurez. Cuantos y cuan hermosos significados tiene el visualizar la imagen de un fulgurante Caballo Blanco. El sentimiento de pureza y luz acompaña esa visión, motivado por diferentes significados. La lenta evolución del ser humano en la búsqueda y anhelo de esas dos cualidades mencionadas, pueden ser intuidas en las vivencias como Centauro, posteriormente como Arquero y en la comprensión de la divina energía de Sagitario, como Arco y Flecha.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El Fuego de Sagitario y el Aire de Géminis, son un amable gesto para una mayor oportunidad de comunicación en todos los ámbitos de nuestra vida. &lt;br /&gt;Lecturas, libros, editoriales, proyectos para plasmar en un libro, las inquietudes que el Alma emite… todo ello cobra un mayor poder en este mes.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las Lunas en Sagitario, aún no siendo el Fuego, su Elemento idóneo, suelen tener una gran profundidad, un fuerte amor por la enseñanza y facilidad para traspasar lo que se siente en el interior.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Shamballa, La Jerarquía, Los Maestros y Su bendita actividad puede llegar más que en otros momentos a quienes transitan o desean hacerlo, por el Sendero.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desde el corazón.&lt;br /&gt;Joana&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-6252646206821133909?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/6252646206821133909/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/11/sagitario-veo-alcanzo-esa-meta-y-luego.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/6252646206821133909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/6252646206821133909'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/11/sagitario-veo-alcanzo-esa-meta-y-luego.html' title='Sagitario: veo, alcanzo esa meta y luego veo otra'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-lfY31hbgU-c/TtPpWnXYzHI/AAAAAAAAAeM/EOVqQsQ4XBY/s72-c/Sagitario.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-5092394379473030567</id><published>2011-11-18T10:23:00.000-03:00</published><updated>2011-11-18T10:23:51.466-03:00</updated><title type='text'>Escorpio: humildad e iluminación</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-RzZwZDDoAZo/TsZcGIdyOyI/AAAAAAAAAeE/ULlyx6gRh0o/s1600/hercules_vs_hydra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="155" src="http://2.bp.blogspot.com/-RzZwZDDoAZo/TsZcGIdyOyI/AAAAAAAAAeE/ULlyx6gRh0o/s200/hercules_vs_hydra.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;Por Ricardo Georgini&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El trabajo de Hércules vinculado al signo de Escorpio es la destrucción de la hidra de Lerna. Escorpio es un signo de conflictos y luchas, y de profundidad e intensidad. Este trabajo representa la búsqueda de una actitud más clara y abarcante respecto de los desafíos y embates de la vida – lidiando con sus causas ocultas, y no sólo tratando los &lt;i&gt;efectos&lt;/i&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La hidra era una serpiente mostruosa de nueve cabezas. Cuando era atacada, se fortalecía con cada golpe, en vez de debilitarse. Y si una cabeza le era cortada, le crecían otras dos en su lugar. Tal monstruo asqueroso había hecho su morada en el pantano de Lerna y apestado el agua de toda la región, provocando enfermedades y muertes. La tarea de Hércules era eliminar la causa de la contaminación.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En medio de la atmósfera nebulosa del pantano, Hércules buscó en vano a la hidra. Finalmente, encontró algo: una caverna profundamente oscura. Comenzó a tirar flechas llameantes al interior del cubil. La hidra salió furiosa, atacando al héroe. Y Hércules la combatió con coraje, hasta percibir que no lograba progresar en su lucha contra ella. Entonces, se arrodilló y la agarró, irguiéndola bien alto, más allá de la atmósfera del pantano. Expuesta al aire puro y la luz, la hidra no podía vivir, y sus cabezas morían.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La hidra representa los impulsos inferiores y complejos que residen en la caverna oscura del inconsciente y comtaminan la mente, el corazón y la vida humana. Es el conjunto de todos los pensamientos, emociones y deseos excesivos, desequilibrados, mal trabajados. La hidra existe en el interior de cada uno de nosotros, sin excepción, ya que hace parte de la naturaleza humana. Encontrarla y enfrentarla requiere un tremendo coraje, y es un trabajo para el Hércules que también existe en nosotros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Normalmente, al entrar en contacto con las enseñanzas espirituales, las interpretamos de manera simplista, distorsionada e ilusoria. Naturalmente, lo hacemos sin percibirlo, con mucha dedicación sincera, pero com poca inteligencia espiritual. Así, imaginamos que, en el camino espiritual, deberíamos luego librarnos de todas las tendencias inferiores, todo miedo, rabia, ambición, vanidad, orgullo, etc. Pero lo que sucede, entonces, es que todo eso sólo está escondido en nuestro inconsciente, y continúa contaminando nuestra vida interna y externa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Uno de los principales requisitos para la iluminación de la conciencia es la humildad, representada por Hércules al arrodillarse. Ella nos permite reconocer que somos como cualquier otro ser humano, sujetos a las mismas fallas, dificultades y limitaciones. Entonces, no pretendemos ser diferentes, especiales o mejores. No fingimos – para nosotros mismos y para los demás – que no tenemos dentro de sí &lt;i&gt;todas las tendencias que son comunes a todos los seres humanos&lt;/i&gt;. Así, podemos encarar con naturalidad y madurez lo que quiera que surja dentro de nosotros. Y podemos no luchar contra ello, sino elevar nuestro problema a otro nivel de comprensión.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Un problema no puede ser resuelto a partir del propio nivel en que fue creado. La resolución viene a partir de un nivel más alto. Cuando alcanzamos una perspectiva más elevada – y por lo tanto, más abarcante y comprensiva –, podemos conocer las causas de una situación y entonces cambiar la manera en que lidiamos com ella. Em las alturas de uma mentalidad sabia y amorosa (la luz y el aire puro), podemos comprender que todo lo que existe em nosotros es bueno, en tanto sea mantenido en su justa medida, en su correcto lugar y en su momento apropiado. No hay nada a ser combatido o exterminado dentro de nosotros, sino sólo &lt;i&gt;comprendido &lt;/i&gt;y &lt;i&gt;reajustado&lt;/i&gt;.&lt;/div&gt;&lt;div style="text-align: right;"&gt;Ricardo A. Georgini&lt;br /&gt;ricardogeorgini@yahoo.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-5092394379473030567?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/5092394379473030567/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/11/escorpio-humildad-e-iluminacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/5092394379473030567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/5092394379473030567'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/11/escorpio-humildad-e-iluminacion.html' title='Escorpio: humildad e iluminación'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-RzZwZDDoAZo/TsZcGIdyOyI/AAAAAAAAAeE/ULlyx6gRh0o/s72-c/hercules_vs_hydra.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-2996690758496798780</id><published>2011-10-08T12:19:00.000-03:00</published><updated>2011-10-08T12:19:20.771-03:00</updated><title type='text'>Libra: moderación y equilibrio</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;Por Ricardo Georgini&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-9EtrUwcZkxI/TpBpdt7r3YI/AAAAAAAAAds/4JmBBED5J2g/s1600/Libra-s%25C3%25ADmbolo+rojo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-9EtrUwcZkxI/TpBpdt7r3YI/AAAAAAAAAds/4JmBBED5J2g/s1600/Libra-s%25C3%25ADmbolo+rojo.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El trabajo de Hércules relacionado al signo de Libra es la captura del jabalí de Erimanto. Libra es un signo de moderación y energía equilibradora, y este trabajo representa la búsqueda y conquista de esta notable cualidad: equilibrio. Es una cualidad que podría parecer simple o banal; en verdad, es muy difícil de ser alcanzada y requiere elevada sabiduría.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En el Monte Erimanto, un jabalí gigantesco devastaba toda la región. Hércules recibió la tarea de capturar al feroz animal. En el camino a la montaña, el héroe encontró a su amigo Folo, un centauro (mitad hombre, mitad caballo). Hércules olvidó su tarea, y los dos se quedaron conversando y bebiendo. En medio de eso, se inició una lucha con otros centauros, y Hércules acabó matando accidentalmente a su amigo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Con la tragedia, el héroe recordó su tarea y retornó a ella. Persiguió al jabalí montaña arriba, de modo que huyese siempre hacia lo más alto. Em la cúspide, el jabalí no tenía mucho espacio para esquivar, com lo que Hércules colocó una trampa y luego capturó al animal. Hércules condujo al jabalí montaña abajo asegurando sus patas traseras y empujándolo como una carretilla. En el camino, todos se alegraban y reían ante tal inusitada escena.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En el mito, Hércules representa al alma o Yo Superior. El jabalí salvaje representa nuestra naturaleza inferior: nuestros apetitos, instintos, hábitos, preferencias, deseos. El trabajo consiste en equilibrar estas dos partes de nuestro ser, superior e inferior, y traerlas a un estado de cooperación, cada una desempeñando su debida función. Hércules conduciendo al jabalí representa tal equilibrio y cooperación dentro del propio individuo, de modo que el alma se exprese perfectamente a través del cuerpo.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esta conquista tiene lugar en lo alto de la montaña. Con su forma triangular, la montaña es un símbolo de la conciencia espiritual. Subir una montaña significa elevar la conciencia. Así, para alcanzar equilibrio y cooperación internos, es preciso buscar una perspectiva superior, más amplia y sabia, que pueda c&lt;i&gt;omprender el correcto rol de cada cosa&lt;/i&gt; – dentro y fuera de nosotros. Con tal visión exhaustiva, podemos juntar correctamente todas las piezas del rompecabezas de la vida, y componer un todo armonioso.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Los lados opuestos de la montaña están cada vez más próximo uno del otro a medida que subimos. En la cumbre, ya no existen lados, sino sólo un punto de síntesis. Para elevarnos, debemos estar dispuestos a soltar los extremos. Es la &lt;i&gt;moderación &lt;/i&gt;la que posibilita la elevación. En el trato con nosotros mismos, con la situaciones de la vida y con otras personas, las actitudes raciales y extremistas producen distanciamiento y separación. Nos apartamos de las personas y la realidad de la vida, y dentro de nosotros mismos las cosas también están desconectadas. La moderación es una apertura para el otro, lo diferente, lo nuevo. Hace posible la expansión y la elevación de la conciencia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pero eso tampoco significa ser condescendiente con los otros o nosotros mismos. En el mito, el encuentro de Hércules con Folo representa la búsqueda del placer independientemente del deber. Cuando Hércules quiso agradar al amigo y a sí mismo, el resultado fue el dolor. Tenemos que estar atentos, ya que siempre existe la tentación de hacer aquello que es más fácil y placentero, en vez de aquello que es justo y correcto. Por otro lado, con el cumplimiento del deber, el mito termina en risas y alegría. Cuando hollamos el camino de la moderación, atentos al deber, buscando equilibrio y cooperación, el resultado es una genuina &lt;i&gt;alegría&lt;/i&gt;, que se irradia.&lt;/div&gt;&lt;div style="text-align: right;"&gt;Ricardo A. Georgini&lt;br /&gt;ricardogeorgini@yahoo.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-2996690758496798780?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/2996690758496798780/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/10/libra-moderacion-y-equilibrio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/2996690758496798780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/2996690758496798780'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/10/libra-moderacion-y-equilibrio.html' title='Libra: moderación y equilibrio'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-9EtrUwcZkxI/TpBpdt7r3YI/AAAAAAAAAds/4JmBBED5J2g/s72-c/Libra-s%25C3%25ADmbolo+rojo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-8014270689050039018</id><published>2011-09-11T00:30:00.000-03:00</published><updated>2011-09-11T00:30:39.819-03:00</updated><title type='text'>Virgo: comprensión amorosa</title><content type='html'>&lt;div style="text-align: center;"&gt;Por Ricardo Georgini&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-sZC8P06q3rs/Tmwq_XcCR8I/AAAAAAAAAdo/NmH5Ck8Z0pw/s1600/virgo+II.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-sZC8P06q3rs/Tmwq_XcCR8I/AAAAAAAAAdo/NmH5Ck8Z0pw/s1600/virgo+II.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El trabajo de Hércules ligado al signo de Virgo es la toma del cinturón de Hipólita. Virgo es el signo de la recepción, el cuidado y la nutrición, y este trabajo representa la delicada tarea de acoger, al mismo tiempo em que buscamos orientar correctamente, todo lo que existe dentro y fuera de nosotros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Hipólita era la reina de las amazonas, uma comunidad de mujeres guerreras que vivían aisladas de los hombres. Ella recibió de Venus un cinturón, y la tarea de Hércules era obtenerlo. Luego de llegar al reino de las amazonas, el héroe se trabó em lucha com Hipólita. Le arrancó el cinturón, matándola. Sólo entonces percibió que ella no deseaba luchar y le hubiera entregado libremente lo que buscaba.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desolado ante su error, Hércules regresaba a casa por una pendiente marítima, cuando oyó los gritos de la doncella Hesíone. Um monstruo marino acababa de tragársela. Olvidándose de sí mismo y de su dolor, Hércules se lanzó al mar y nadó hasta el monstruo. Entró por la boca de la criatura y descendió hasta su estómago, tomó a Hesíone con su brazo izquierdo y con la mano derecha usó la espada para abrir la barriga del monstruo y salir de allí. Así, Hércules se redimió de su error anterior. Y sólo así el trabajo fue completado.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Parte de la belleza del mito está en el hecho de que Hércules a veces cometía errores, como nosotros, y tenía que volver atrás y reenderezarse. Venus es la Señora del Amor y la Unidad, y el cinturón del mito es un símbolo de unión. La unión es algo que sucede entre dos, y el verdadero trabajo de Hércules era unirse con Hipólita. Sin embargo no lo comprendió, y buscó obtener la unión, paradójicamente, sin tener en cuenta aquella com quien debería unirse.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las amazonas representan el lado material de la vida, cuando está disociado del espiritual. Hércules representa al Yo Superior o nuestra esencia espiritual. La meta para los seres humanos es la perfecta sintonía entre la vida material y la vida espiritual. En el camino espiritual, el cuerpo, los hábitos, la familia, el trabajo, el dinero y todo lo demás no deben ser descuidados, anulados o eliminados. Deben ser acogidos y comprendidos a partir de una perspectiva más profunda y amplia. Deben por ende ser amorosamente ajustados para que reflejen los principios y valores espirituales.&amp;nbsp; &lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;Toda la espiritualidad tiene que ver con la unión&lt;/i&gt;. La palabra “religión” viene de “religar” (lo humano com lo divino). El término oriental “yoga” significa integración o unión. La unión sucede por dentro (entre lo material y lo espiritual en nosotros) y por fuera (entre el yo y los otros, el yo y la colectividad).&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Unirse &lt;i&gt;con &lt;/i&gt;el outro es también un gran desafío. Tener a otro en cuenta es um gran desafío. Parece simples, pero muchas veces, no comprendemos que el otro es otro, no es como uno. Tiene su propia historia, sus motivaciones, su manera de pensar y de hacer las cosas...tiene su propia misión y contribución. La paz, la justicia y la fraternidad –entre personas y entre pueblos– no pueden ser impuestas unilateralmente; tienen que ser construidas conjuntamente, com la contribución propia de cada uno.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La manera em que Hércules salvó a Hesíone representa el proceso por el cual el espíritu acoge, eleva, redime e ilumina a la materia. Representa también la disposición de ir en dirección al otro, percibirlo, mantenerse a su lado y cooperar con él. En su errónea relación com Hipólita, Hércules buscaba obtener y tomar, pero en su correcta relación com Hesíone, buscó comprender, servir y dar.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: right;"&gt;Ricardo A. Georgini&lt;/div&gt;&lt;div style="text-align: right;"&gt;ricardogeorgini@yahoo.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-8014270689050039018?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/8014270689050039018/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/09/virgo-comprension-amorosa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/8014270689050039018'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/8014270689050039018'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/09/virgo-comprension-amorosa.html' title='Virgo: comprensión amorosa'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-sZC8P06q3rs/Tmwq_XcCR8I/AAAAAAAAAdo/NmH5Ck8Z0pw/s72-c/virgo+II.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-3346707329047252511</id><published>2011-08-29T18:09:00.000-03:00</published><updated>2011-08-29T18:09:09.834-03:00</updated><title type='text'>Intuición (II)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-JYTibDjgN24/Tlv94q81H6I/AAAAAAAAAdc/39-btOZ-1G8/s1600/intuicio.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-JYTibDjgN24/Tlv94q81H6I/AAAAAAAAAdc/39-btOZ-1G8/s320/intuicio.png" width="314" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: navy;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; La Intuición  ( II ) y sus correspondencias planetarias.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;La intuición es un proceso muy estrechamente relacionado con la palabra Amor o la capacidad de Unir. &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;En ultima instancia, este universo todo,  es una expresión del Amor de Dios, pero si lo analizamos desde una vertiente mas próxima y para definir el Amor utilizamos las palabras generosidad, expansión, comprensión, sensibilidad, sentimiento y imaginación,  los planetas aquí mas relacionados son: &lt;b&gt;Neptuno Jupiter y Venus.&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;b&gt;Neptuno&lt;/b&gt; es el gran rector del pisiquismo, tanto inferior como superior, de ahí que en muchos Amores llamados flechazos, reales o no,  Neptuno esté presente, y de ahí también que en su vertiente mas epiritual esté muy presente tambien  en las cartas de grandes creadores y místicos.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Observar la “impresionante” fuerza de Neptuno y la Luna en las dos cartas* de las niñas que vieron a la Virgen, tanto en Fatima como en Lourdes. En ellas se ve claramente la capacidad de Neptuno para espiritualizar la materia-Luna  (Maria) a través del Amor generado en el sentimiento devocional (plexo solar).   &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Tambien es muy importante observar en estos dos casos místicos, como el &lt;b&gt;regente esotérico del ascendente (Alma)&lt;/b&gt; participa de forma importantisima de la relación Luna-Neptuno.  &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Asi pues el planeta que marca el contacto con el principio Cristico es Neptuno, la flexibilidad, empatia, sensibilidad, imaginación ..,  son palabras clave para acceder al plano Budico, el lugar donde es posible unir la pequeña voluntad humana con la realidad suprema.  &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Neptuno, esotericamente es considerado  &lt;b&gt;“el corazón del Sol”&lt;/b&gt;  (Amor) y es junto con Urano (Voluntad Espiritual ), y Saturno (Inteligencia Practica), uno de los tres sintetizadores de  nuestro sistema solar.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Ahora bien para acceder al plano intuicional, no solo hace falta una fuerte “evocación amorosa”,  si no que ademas  hay que tener &lt;b&gt;el “don” de Jupiter:&lt;/b&gt; capacidad de expansión a traves del Amor Incluyente. Jupiter  es el gran dador de vida del zodiaco, el gran servidor capaz de incluir en su interior a todos. Por lo que la actitud positiva y la generosa confianza son necesarias para que la intuición tenga un reflejo correcto en el corazón.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Y por ultimo &lt;b&gt;Venus,&lt;/b&gt; el planeta que relaciona el Alma con  nuestro entorno, la energía que mejor unifica la dualidad. Es precisamente la cualidad Venus la que  llevará nuestra intuición al mundo objetivo como servicio a  los demás.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Antes de concluir hay que tener presente a  &lt;b&gt;Mercurio&lt;/b&gt;, ya que el es el constructor del Antakarana, el  &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;camino interno por el cual la información Espiritual es transmitida a los tres cuerpos inferiores, y por tanto su función constructora es necesaria antes de que lo expuesto mas arriba sea dado.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Solo en caso de necesidad muy extrema la intuición pude ser revelada de forma inconsciente, esto ocurre cuando el conflicto generado en los cuerpos inferiores es capaz de evocar a las fuerzas del Amor en demanda de una muy necesitada solución. Esta situación suele estar reflejada en &lt;b&gt;la Luna &lt;/b&gt;cuando vela a Neptuno, la persona no es capaz, de ahí el velo,  de comprender  el significado emocional o de Amor (Neptuno)  que reside detrás de la forma (Luna), esto le genera un fuerte malestar, la fuerza del cual es capaz, a través del Alma y de forma incosciente, de obtener una  intuición curativa. En este caso, Marte es el regente del plexo solar y no Neptuno el cual permanece velado.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;Como dice el proverbió&lt;/span&gt;&lt;span style="color: #0066cc;"&gt;:  &lt;/span&gt;&lt;span style="color: navy;"&gt;“Los arboles impiden ver el bosque”&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;La intuición es ver el bosque, ver en los muchos el “uno” y eso es posible una vez han sido explorados y agotados los recursos de la mente inferior, para dar paso a la capacidad de entrar en el mundo de las causas, pensar en el todo y sintetizar con la confianza del corazón.&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;David c.m.&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;*Lucia do Santos:  22 mars 1907 a las  20h37,   Aljustrel, Fatima (Portugal)&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&amp;nbsp;  Bernardette Soubirous:  7 enero 1844  a las 14h00,  Lourdes (France)  &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: #0066cc;"&gt;I&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-3346707329047252511?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/3346707329047252511/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/08/intuicion-ii.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/3346707329047252511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/3346707329047252511'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/08/intuicion-ii.html' title='Intuición (II)'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-JYTibDjgN24/Tlv94q81H6I/AAAAAAAAAdc/39-btOZ-1G8/s72-c/intuicio.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-747903619516420486</id><published>2011-08-25T17:23:00.000-03:00</published><updated>2011-08-25T17:23:55.857-03:00</updated><title type='text'>Virgo</title><content type='html'> &lt;br /&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Rp_NM6kpuvc/Tlau17qLZ-I/AAAAAAAAAdY/iW2Ibpwc8HQ/s1600/virgo1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-Rp_NM6kpuvc/Tlau17qLZ-I/AAAAAAAAAdY/iW2Ibpwc8HQ/s1600/virgo1.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Algerian,fantasy;"&gt;&lt;span style="font-size: large;"&gt;&lt;u&gt;LUNA NUEVA EN EL SIGNO DE VIRGO&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;De nuevo los movimientos en el firmamento nos indican la forma correcta de actuar para que nuestro avanzar en el sendero pueda tener mejores resultados.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Cuando la Luna desaparece, se crea un estado de consciencia pura, de silencio, de tendencia a la no actividad tanto física como especialmente mental. La naturaleza se recoge y repliega sus energías, para comenzar con un nuevo ciclo que inspirará con nuevos proyectos nuestro ser. En ese momento de nueva lunación, es interesante comprender qué luz y color, qué mensaje y energía fluyen hacia nosotros a través del Signo en el cual esa luminaria comienza su camino. Si no lo observamos, las propias energías que no desaparecen ni se desperdician nunca, obrarán por nosotros en forma que posiblemente no sea la más adecuada. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Si en ese momento de Luna nueva nuestro proyecto contiene espejismo o ilusión, en el bendito momento de la Luna Llena, cuando las energías más vibrantes nos inundan, será la desilusión o la dificultad lo que sentiremos y esto tan solo de nosotros depende. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Formamos parte indisoluble del Sistema Solar y somos afectados por él. Podemos absorber la paz de la “no luna” y comenzar con nuevas fuerzas, al igual que cuando hemos dormido bien durante la noche y nos encontramos con nuevas fuerzas. Nos ayudará sin duda a conseguir ese estado, una actitud de serenidad mental y espiritual.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Los Signos y los Planetas son sencillamente “vidas encarnadas”, por ello la necesidad de alinearnos al máximo con su mensaje.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;A Virgo se le llama “el vientre del tiempo” en el cual se plantan las semillas de los más grandes valores. Posiblemente sea uno de los signos más desconocido en su profunda espiritualidad ya que en el momento adecuado nos conecta con el principio Crístico.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;En Virgo encontramos las potentes energías  de:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Primer Rayo.       Voluntad de iniciar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Segundo Rayo.  Voluntad de unificar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Tercer Rayo.      Voluntad de armonizar. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Sexto Rayo.       Voluntad de Causar&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Cuarto Rayo.     Voluntad de armonizar a través del Conflicto.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;El campo energético de Virgo tanto impulsa  a un Sistema Solar, a un planeta o a un ser humano, hacia la evolución, hacia la perfección de todo aquello que sentimos como auténtico. Ese impulso, es el principio Crístico. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="JUSTIFY" style="margin-bottom: 0cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Virgo alimenta el plan de cada alma.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;&amp;nbsp;  &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;El Signo de Virgo es probablemente uno de los menos conocidos en su profundo nivel, ya que es más aparente su introversión, el excesivo análisis que puede llegar a veces hasta la obsesión, la casi inevitable opinión que como etiqueta difícil de cambiar hace de la persona que acaba de conocer, o de las opiniones nuevas que percibe. Esa es una forma realmente limitada de considerar la intensa importancia de la energía que fluye a través de Virgo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt; &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Es el signo más significativo del zodiaco por su energía de protección, de nutrición de la materia, de la forma física, para poder en el momento apropiado, revelar la realidad espiritual oculta en esas formas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Aquí, la materia de la tierra de Virgo protege el germen de la vida crística; esa materia ampara y nutre el alma oculta que espera siempre para emitir sus destellos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;En su concepto de Madre cósmica, la vemos como madre de Krishna, Budda y Cristo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;En Virgo podemos intentar comprender a Eva que sosteniendo la esfera celeste en sus manos y desde el plano mental, nos introduce en el deseo de obtener conocimientos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Desde el plano emocional,  Isis obliga a enfrentar los espejismos nacidos de esos conocimientos, viviendo devociones y misticismos que al ir lentamente apartando los velos que cubren esa verdad, nos llena de profundas aspiraciones.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;María a través del plano material nos lleva al nacimiento a través de actos de auténtico servicio, uniendo matera y espíritu.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Eva, Isis y María nos llevan a “darnos a luz a nosotros mismos”.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Virgo expresa también las grandes artes, ya sea la música, la pintura, las ideologías o los movimientos importantes que crean cualquier cambio en el campo humano. Todos estos campos son alimentados por Virgo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Al igual que la humanidad tiene un Plan, cada una de nuestras almas guarda en su interior el mismo propósito y, en Virgo se reactiva nuestro propio Plan. Por eso se dice que Virgo sirve por igual al espíritu y a la materia.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;   &lt;span style="font-family: Times New Roman,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;El espíritu se apropia de la materia, porque sin la materia el Alma no puede actuar y la materia lucha por hacer salir, brillar, facilitar la salida de la Luz que hay en su interior. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;La materia asciende y el espíritu desciende.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Este próximo domingo cuando celebremos la Luna Nueva ¿cuál será la semilla afín a nuestro propósito de Alma que plantemos en la importante energía de Virgo?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Desde el corazón.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #7030a0;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;Joanna&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.57cm;"&gt;&lt;span style="color: #000096;"&gt;&lt;span style="font-family: Cambria,serif;"&gt;&lt;span style="font-size: medium;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4503389798316966841-747903619516420486?l=logosastrologiaesoterica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://logosastrologiaesoterica.blogspot.com/feeds/747903619516420486/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/08/virgo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/747903619516420486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4503389798316966841/posts/default/747903619516420486'/><link rel='alternate' type='text/html' href='http://logosastrologiaesoterica.blogspot.com/2011/08/virgo.html' title='Virgo'/><author><name>Grupo Logos</name><uri>http://www.blogger.com/profile/16906573800894122107</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://4.bp.blogspot.com/_0Hjn7fRUJbo/SiAL10N6C5I/AAAAAAAAACg/yScxMBdTyJw/S220/Logos+LOGOS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Rp_NM6kpuvc/Tlau17qLZ-I/AAAAAAAAAdY/iW2Ibpwc8HQ/s72-c/virgo1.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4503389798316966841.post-3345246215228670426</id><published>2011-08-20T10:55:00.000-03:00</published><updated>2011-08-20T10:55:47.327-03:00</updated><title type='text'>La Intuición</title><content type='html'> &lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: #280099;"&gt;       &lt;span style="font-size: medium;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OCwBOXBV0h0/Tk-8tQu4EdI/AAAAAAAAAdU/UuhwNV7jkfQ/s1600/chakra+cor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-OCwBOXBV0h0/Tk-8tQu4EdI/AAAAAAAAAdU/UuhwNV7jkfQ/s1600/chakra+cor.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: #280099;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La intuición o el Amor como nexo de unión&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Para la  estructura de los 7 planos,  (7: físico-eterico, 6: astral-emocional, 5: mental inferior-superior, 4: Búdico-razón pura, 3: Espiritual – inteligencia,  2: Monádico – amor, 1:  Ádico – voluntad);  la intuición reside en el plano 4 o Búdico,  &lt;b&gt;justo el intermedio&lt;/b&gt; entres los trés planos superiores y los tres inferiores.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Si hacemos una analogia con los rayos cósmicos afines pares (linea de amor),  podriamos decir que el 4 rayo une a través de la Armonia y la Creatividad, el Amor Sabidura del 2 rayo con el Sentimiento Sensibilidad del 6 rayo.  &lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-style: normal; margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;Relacionando estos conceptos a los 7 “nudos” del hombre, seria decir que el chakra corazón  une a través del amor magnetico o principio Crístico, el centro ajna o agente de la expresión del Alma con el plexo solar o cuerpo de deseos y sentimientos. &lt;/span&gt; &lt;/div&gt;&lt;div style="font-style: normal; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-style: normal; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-style: normal; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-style: normal; margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;Dicho de otra forma, cuando la Necesidad  está espoleada por el Amor Incluyente se activa el plano Intuicional en el hombre, y esta nueva razón pura o armonía debe ser reflexionada en el Corazón.  De ahí que muy a menudo asociemos la intuición a “ten
