tag:blogger.com,1999:blog-9875757319624823212024-03-12T22:05:06.275-03:00Centro Cielo y Tierra (Original)_Buenos AiresELINA GOMEZ realiza: Cartas Natales y Revolución Solar.
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Blog creado para hablar de Astrología, Chamanismo. Técnica Metamórfica. Meditación. Evolución personal.Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.comBlogger93125tag:blogger.com,1999:blog-987575731962482321.post-46814615620326312692023-12-21T11:00:00.000-03:002023-12-21T11:08:07.282-03:00Meditación ESPIRITU DE LA NAVIDAD 2023<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8orckTW0bQaQYoECrF_BrS-Hug5kNDyUPvWe2nwHnWzyuhYVw_0Fl8Wef0QEdgOZ_c3QZcLAlrmbxnccL8AcO2vzGZD774BUfNszN2WFWX3Xk9KPmQ_SxS4QLeTLH1p8Nh0Ni1AOY_Lc03i37KE1ybIclSc-zs6JXQdh_jYAIsh49A-CYis0RaQ/s1043/FELICES%20FIESTAS%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1043" data-original-width="963" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8orckTW0bQaQYoECrF_BrS-Hug5kNDyUPvWe2nwHnWzyuhYVw_0Fl8Wef0QEdgOZ_c3QZcLAlrmbxnccL8AcO2vzGZD774BUfNszN2WFWX3Xk9KPmQ_SxS4QLeTLH1p8Nh0Ni1AOY_Lc03i37KE1ybIclSc-zs6JXQdh_jYAIsh49A-CYis0RaQ/w369-h400/FELICES%20FIESTAS%202023.jpg" width="369" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div>
<br /><div style="text-align: justify;"><span style="font-size: medium;"><span style="background-color: white; color: #222222; font-family: verdana; line-height: 18.48px;">Desde el 21 de diciembre y hasta el 5 de enero desciende el </span><b style="background-color: white; color: #222222; font-family: verdana; line-height: 18.48px;">ESPIRITU DE LA NAVIDAD </b><span style="background-color: white; color: #222222; font-family: verdana; line-height: 18.48px;">Con este motivo nos hemos reunido con varios grupos en <b>CENTRO CIELO Y TIERRA</b> para realizar la ceremonia de escribir deseos personales en una lista para ser releída un año después. </span></span></div>
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<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; line-height: 18.48px;"><br /></span>
<span style="color: #274e13;"><span style="font-size: medium;"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; line-height: 18.48px;"><b>Te animás a hacer tu lista del próximo año?</b></span><br />
<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; line-height: 18.48px;"><div dir="ltr" trbidi="on">La noche del 21 de Diciembre baja a la tierra el Espíritu de Navidad 🎄con la misión de DAR 🙌</div><div dir="ltr" trbidi="on"><br />Conecta tu corazón y tu conciencia con esta Amada Presencia 🙏</div><div dir="ltr" trbidi="on">Puedes armar un altar para recibirlo, te ayudará a conectar con su Amor ❣</div><div dir="ltr" trbidi="on">Saluda al Espíritu dándole la bienvenida y AGRADECIENDOLE por todas sus bendiciones recibidas durante este año🌹</div><div dir="ltr" trbidi="on">Comienza a pedir por la Humanidad y el Planeta , por la elevación de la conciencia humana o lo que sientas q debas pedir.</div><div dir="ltr" trbidi="on">Realiza tus peticiones, hazlas con ALEGRIA 😉 <br />Puedes anotar cada pedido en una lista en papel cuando finalices, la mantienes entre tus dos manos a la altura de tu corazón, siente que ya te han sido dadas, llénate de ese sentimiento! ❣<br /><br /></div><div dir="ltr" trbidi="on">Guarda la lista en un sobre para abrir en DICIEMBRE del año siguiente.</div><div dir="ltr" trbidi="on">Pide! pide para ti , para tus seres amados , pide lo que desees.</div><div dir="ltr" trbidi="on">En diciembre 20 del año siguiente abres el sobre donde estaban escritos y dar las gracias, me cuentas luego cuántas de estas cosas se han cumplido y si deseas quemas la lista y tiras las cenizas a la madre Tierra.</div><div dir="ltr" trbidi="on"><br /></div><div dir="ltr" trbidi="on">QUE SEPAS PEDIR, QUE SE CUMPLAN TUS PETICIONES, QUE EL ESPIRITU DE NAVIDAD 🎄SE QUEDE EN TI Y QUE TENGAS UN AÑO LLENO DE BENDICIONES Y ABUNDANCIA.</div><div dir="ltr" trbidi="on">HECHO ESTA 🙏</div><div dir="ltr" trbidi="on"><br />Bendice tu pedido como si ya está materializado, el Universo pulsa el PRESENTE 🙏😇</div><div dir="ltr" trbidi="on">GRACIAS GRACIAS GRACIAS </div><div dir="ltr" trbidi="on"><br /></div><div dir="ltr" trbidi="on"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="line-height: 18.48px;">Te espero en </span><b style="background-color: transparent; line-height: 18.48px;">CENTRO CIELO Y TIERRA</b><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="line-height: 18.48px;"> transmisión por ZOOM.</span></div></span></span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; line-height: 18.48px;"><span style="font-size: medium;">Inscripción gratuita al 1158507732</span><br /></span></span></span><span style="color: #274e13;">
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body" face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; line-height: 18.48px;"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0" style="font-family: verdana;"><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$19:0" /><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$28:0" style="font-size: medium;">La ceremonia consiste</span></span></span></span></span></span><span style="background-color: white; color: #274e13; font-family: verdana;"><span style="font-size: medium;"> en una armonización con sonidos sanadores, y luego meditar sobre nuestros logros, las cosas que queremos dejar partir y sobre nuestro futuro.</span> </span></div><div dir="ltr" style="text-align: left;" trbidi="on"><h2 style="text-align: left;"><span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body" face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; line-height: 18.48px;"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$28:0"><b><span style="color: #274e13; font-size: large;">Gracias a todos los </span></b></span></span></span></span></span>grupos por participar todos estos años!!!!!! </h2><h2 style="text-align: left;"><span face="Arial, Tahoma, Helvetica, FreeSans, sans-serif" style="background-color: white; line-height: 18.48px;"><span style="font-size: large;"><span style="color: red;">ELINA GÓMEZ de CENTRO CIELO Y TIERRA</span></span></span></h2>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-24006328579486469912023-06-23T21:36:00.002-03:002023-06-23T21:44:10.444-03:00NOCHE DE SAN JUAN<p> </p><div class="row" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; flex: 1 1 100%; font-family: sourcesans, sans-serif; font-size: 16px; margin: 0px -10px; outline: 0px; padding: 0px;"><div class="col-md-10 col-12" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; flex: 1 1 auto; margin: 0px; max-width: 83.3333%; 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font-weight: normal; line-height: 52px; margin: 0px 0px 15px; outline: 0px; padding: 0px;">Noche San Juan 2023: origen, significado de las hogueras, rituales y qué se quema del 23 al 24 de junio</h1><h2 class="art__hdl__opn" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-family: sourcesans, ss-ro, ss-sf, ss-se, ss-li, sans-serif; font-size: 20px; font-weight: 400; line-height: 24px; margin: 0px; outline: 0px; padding: 0px;">En la noche del 23 al 24 de junio, numerosos lugares en España celebran la Noche de San Juan, uno de los eventos más esperados cada año en nuestro país.</h2></div></div></div><div class="row" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; 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background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 0px 5px; outline: 0px; padding: 0px;">0</span></a></div></div></div></div><div class="row" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; flex: 1 1 100%; font-family: sourcesans, sans-serif; font-size: 16px; margin: 0px -10px; outline: 0px; padding: 0px;"><div class="col-md-8 col-12" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; flex: 1 1 auto; margin: 0px; max-width: 66.6667%; min-height: 1px; outline: 0px; padding: 0px 10px; place-content: flex-start; position: relative; width: 664px;"><div class="art__m-cnt" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; flex: 1 1 100%; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative;"><div class="art__m-mm" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 25px; outline: 0px; padding: 0px; position: relative;"><figure class="mm" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px auto; outline: 0px; padding: 0px; position: relative;"><div class="mm__wr" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; position: relative;"><img alt="En la noche del 23 al 24 de junio, numerosos lugares en España celebran la Noche de San Juan, uno de los eventos más esperados cada año en nuestro país." class="mm__img" height="9" loading="eager" sizes="
(min-width: 996px) 644px,
(min-width: 768px) 736px,
100vw" src="https://img.asmedia.epimg.net/resizer/2l-F5Qhog30vg6MIGrbUynOGDHw=/360x203/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg" srcset="https://img.asmedia.epimg.net/resizer/2l-F5Qhog30vg6MIGrbUynOGDHw=/360x203/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg 360w,https://img.asmedia.epimg.net/resizer/23xpIptLUWFkF4KA3E7WEw1Baxo=/480x270/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg 480w,https://img.asmedia.epimg.net/resizer/X4XDZdL6n7v93txYebi-0YQQ33Y=/644x362/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg 644w,https://img.asmedia.epimg.net/resizer/WxzL30pe06viimCqPgZTjjzB1OI=/736x414/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg 736w,https://img.asmedia.epimg.net/resizer/Nqqp66bNjEKKzdNnJiKQBpYdR0w=/1288x725/cloudfront-eu-central-1.images.arcpublishing.com/diarioas/7BUVOR27UKIFILQETKYQXWUXCU.jpg 1288w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: block; height: auto; margin: 0px; outline: 0px; padding: 0px; width: 644px;" width="16" /></div><figcaption class="mm__cap" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #666666; display: flex; flex-wrap: wrap; font-size: 14px; justify-content: flex-end; line-height: 18px; margin: 0px; outline: 0px; padding: 5px 0px 0px;"><span class="mm__au" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; flex: 0 0 auto; margin: 0px 0px 0px auto; outline: 0px; padding: 0px; text-wrap: nowrap;">M. Dylan</span><span class="mm__src" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; flex: 0 0 auto; margin: 0px; outline: 0px; padding: 0px; text-wrap: nowrap;">Europa Press</span></figcaption></figure></div><div class="art__bo is-unfolded" dtm-region="articulo_es_actualidad_cuerpo_none_none_none" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px;"><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Este <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">21 de junio</span>, a pocos minutos de las cinco de la tarde, ha arrancado de forma oficial el verano en <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">España</span>. Esta época, caracterizada por las altas temperaturas y los desplazamientos a lugares de costa, también cuenta con sus propias celebraciones y tradiciones. Una de las más importantes se lleva cada año en la noche del <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">23 al 24 del sexto mes del año</span>. Es, en este momento, cuando se celebra la conocida como Noche de San Juan.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">En numerosos puntos de nuestro territorio se produce esta fiesta, en la que las hogueras cuentan con un gran protagonismo. Comunidades autónomas como <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">Cataluña o la Comunidad Valenciana</span> viven de una forma especialmente intensa esta jornada, en la que el fuego, formando parte del elemento anteriormente mencionado, es uno de los puntos clave sobre los que se sustenta dicho acontecimiento, marcado en rojo en todos los calendarios de nuestro país. Es por ello por lo que merece la pena repasar el origen o el significado de esta tradición, una de las más conocidas de <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">España</span>.</p><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 22px; line-height: 25px; margin: 35px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">¿Cuál es el origen de la celebración de la Noche de San Juan?</h3><div id="gtp_diarioas_19753-INTEXT" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; height: 0px; margin: 0px; outline: 0px; padding: 0px; width: 644px;"></div><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Aunque actualmente la <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">noche del 23 al 24 de junio</span> es una noche de fiesta entre amigos y familia, <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">su origen inicial era diferente al de ahora. Se trata de una celebración pagana,</span> cuyo origen está en la llegada del solsticio de verano: <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">el fuego purifica y quema lo viejo y malo</span>, con el fin de dejar espacio a nuevas oportunidades y deseos. Para ello, se hacen unos muñecos hechos a base de <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">paja, trapos o papel (mastros)</span>, que representan lo malo del año pasado.</p><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 22px; line-height: 25px; margin: 35px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">¿Cómo ha evolucionado la tradición, desde la religión pagana al cristianismo?</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Los dos elementos básicos de esta celebración son <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">el fuego y el Sol, y el hecho de encender las hogueras es una vieja costumbre de un antiguo culto al Sol</span>. Se prendían para darle fuerza para seguir iluminando el resto del año, a la vez que pedían a los dioses un <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">futuro próspero para los enamorados</span>.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Más tarde, el cristianismo la trasladó a la fecha en la que <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">la Biblia data el nacimiento de San Juan Bautista</span>. En España, cuenta con más tradición en la <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">costa mediterránea, así como en Galicia o Asturias</span>.</p><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 22px; line-height: 25px; margin: 35px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">¿Qué se suele hacer en la Noche de San Juan?</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Aunque el fuego de las hogueras es el principal ritual de esta conocida celebración, no es el único: <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">también lo son el agua o la pirotecnia</span>. En cuanto a las hogueras, el principal ritual es el de <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">saltarlas (el número de veces varía según la zona)</span>, aunque también la quema de libros viejos (especialmente los estudiantes que ya han finalizado el curso). También, en la zona de la <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">Comunidad Valenciana, cobra más presencia la pirotecnia</span>.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">En contraposición, el <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">agua del mar, para bañarse y como un rito de purificación</span>. Otro rito tradicional es de conocido como <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">racimo de San Juan (compuesto por siete o nueve hierbas diferentes)</span>, que ahuyenta el mal de ojo y llama a la buena suerte. En Galicia es tradicional preparar la <i style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px;">queimada</i>, a la que se le atribuyen <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">propiedades curativas</span>.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;">Finalmente, otro conocido es el <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">rito del huevo, para las mujeres que desean casarse</span>. Consiste en romper un huevo y verter la albúmina en un vaso de agua, <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 600; margin: 0px; outline: 0px; padding: 0px;">dejándolo en la ventana la noche de San Juan</span>. Por la mañana, la forma del huevo revelará información sobre el futuro esposo.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; font-size: 18px; line-height: 25px; margin: 0px 0px 20px; outline: 0px; padding: 0px; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTzX0ppT2rnXO0f8mKxBnVuj79_WnQVY1DPQk-tyb-7Gb2CSd42zuffEEVCUUQWyBL5y0WifZSN5eyC4F_agR74Q47dgdbnS3JhN6-bQLHPN86PJOzzNyIs6XqQveJJtffA9lORlAO22JEIdc3cfFzs1fyxtCN5Urt00viboI_OafnI-nNQY8bTLW/s285/230623%20Blog%20Noche%20de%20San%20Juan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="177" data-original-width="285" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTzX0ppT2rnXO0f8mKxBnVuj79_WnQVY1DPQk-tyb-7Gb2CSd42zuffEEVCUUQWyBL5y0WifZSN5eyC4F_agR74Q47dgdbnS3JhN6-bQLHPN86PJOzzNyIs6XqQveJJtffA9lORlAO22JEIdc3cfFzs1fyxtCN5Urt00viboI_OafnI-nNQY8bTLW/w400-h249/230623%20Blog%20Noche%20de%20San%20Juan.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p></p></div></div></div></div>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-8279226376229555122023-06-23T00:00:00.000-03:002023-06-23T21:15:13.243-03:00La dinámica de los 12 signos zodiacales<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial; font-size: 10pt;">Habitualmente cuando satisfacemos la curiosidad por nuestro signo solemos preguntarnos con qué signos somos compatibles y con qué signos no nos llevamos bien. Cuando entramos a ahondar más en los diferentes signos vemos que algunos poseen el mismo origen por elemento que el nuestro, la modalidad coincide, o la polaridad (positivo o negativo) con la que trabaja es la misma. Por eso es que encontramos signos más afines que otros en el contacto con otras personas.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Los signos zodiacales son 12 y están en un orden determinado, cada signo posee características propias pero responden a una continuidad energética y a un ciclo de vida.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">En la rueda zodiacal <u>están intercalados</u> según su <b>POLARIDAD</b> un signo YAN de apertura de salida, positivo y masculino con un signo YIN, receptivo, introspectivo, negativo, femenino. </span></div>
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<span style="font-family: Arial; font-size: 10pt;">Los signos YAN: son Aries, Géminis, Leo, Libra, Sagitario y Acuario.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Los signos YIN: son Tauro, Cáncer, Virgo, Escorpio, Capricornio y Piscis.</span></div>
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<a href="http://4.bp.blogspot.com/-n7yF2KUbOL8/TZ0xY7fuvBI/AAAAAAAANpg/RkeSUUn4xBM/s1600/zodiaco.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-n7yF2KUbOL8/TZ0xY7fuvBI/AAAAAAAANpg/RkeSUUn4xBM/s1600/zodiaco.jpg" height="246" width="320" /></a></div>
<span style="font-family: Arial; font-size: 10pt;">Los doce signos están constituidos en su naturaleza por uno de estos 4 <b>Elementos</b>: Fuego, Tierra, Aire y Agua. </span></div>
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<span style="font-family: Arial; font-size: 10pt;">La triplicidad de Fuego (acción): Aries, Leo, Sagitario.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">La triplicidad de Tierra (concreción): Tauro, Virgo, Capricornio.<span id="goog_1451166676"></span><span id="goog_1451166677"></span></span></div>
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<span style="font-family: Arial; font-size: 10pt;">La triplicidad de Aire (ideas): Géminis, Libra, Acuario.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">La triplicidad de Agua (emociones): Cáncer, Escorpio, Piscis. </span></div>
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<span style="font-family: Arial; font-size: 10pt;">Además por su <b>Modalidad</b> pueden ser Cardinales, Fijos o Mutables. </span></div>
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<span style="font-family: Arial; font-size: 10pt;">Cardinales (son la energía de inicio) Aries, Cáncer, Libra, Capricornio.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Fijos (son la energía del sostén, la inercia) Tauro, Leo, Escorpio, Acuario.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Mutables (son la energía del cambio, la adaptación) Géminis, Virgo, Sagitario, Piscis.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Para tener una referencia esto coincide con las estaciones del año. Así tenemos a los signos Cardinales que inician las estaciones que son Aries (en el hemisferio sur se inicia el Otoño), Cáncer (inicia el Invierno), Libra (inicia la Primavera) y Capricornio (inicia el Verano). Luego los signos que le suceden a estos son los que sostienen el clima de cada estación son Tauro, Leo, Escorpio y Acuario. Y luego los que culminan con cada estación o Mutables corresponden al último mes de cada estación cuando el clima vuelve a ser muy variable: Géminis, Virgo, Sagitario y Piscis.</span></div>
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<span style="font-family: Arial; font-size: 10pt;">Como vemos en estas clasificaciones los signos tienen características que son propias pero además provienen de un origen común con otros signos que de acuerdo a cómo se los clasifique, se emparentan con unos o con otros respondiendo así a un concepto energético que dice que todos formamos parte de un todo, poseemos en nuestra carta natal a los doce signos y venimos a trabajar quizás unos más que otros pero para saber cuales son los que venimos a trabajar personalmente debemos realizar la carta natal y analizar cada caso. </span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-2623316495126559482023-06-20T02:41:00.000-03:002023-06-23T21:16:15.165-03:00SIETE LEYES ESPIRITUALES DEL ÉXITO<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DE LA POTENCIALIDAD PURA</span></span></h1>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i><span lang="ES-AR">La fuente de
toda creación es la conciencia pura... la potencialidad pura que busca
expresarse para pasar de lo inmanifiesto a lo manifiesto.</span></i></span><a href="http://1.bp.blogspot.com/-55Amxe60pvo/U3qSmTbWn9I/AAAAAAAAOS4/a2jg4yUEUM0/s1600/0+7+leyes+espirituales.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://1.bp.blogspot.com/-55Amxe60pvo/U3qSmTbWn9I/AAAAAAAAOS4/a2jg4yUEUM0/s1600/0+7+leyes+espirituales.jpg" /></a><i><span lang="ES-AR"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Y cuando nos
damos cuenta de que nuestro verdadero yo es la potencialidad pura, nos alineamos con el poder que lo expresa todo en el universo.</span></span></i><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DEL DAR</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i>El
universo opera por medio de un intercambio dinámico.</i></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i>Dar y recibir son
aspectos diferentes del flujo de la energía en el universo. Y si estamos
dispuestos a dar aquello que buscamos, mantendremos la abundancia del universo
circulando en nuestra vida.</i></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"> </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>LA LEY DEL
"KARMA" O DE CAUSA Y EFECTO</b><o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i>Cada
acción genera una fuerza de energía que regresa a nosotros de igual manera...
Cosechamos lo que sembramos. Y cuando optamos por acciones que les producen
alegría y éxito a los demás, el fruto de nuestro karma es también alegría y
éxito.</i><o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DEL
MENOR ESFUERZO<i><o:p></o:p></i></span></h3>
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<i><span style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">La inteligencia de la naturaleza funciona con toda facilidad... con
despreocupación, con armonía y con amor.<o:p></o:p></span></span></i></h3>
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<i><span style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Y cuando aprovechamos las fuerzas de la armonía, la alegría y el amor,
creamos éxito y buena fortuna con gran facilidad.<o:p></o:p></span></span></i></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DE
LA INTENCIÓN Y EL DESEO<o:p></o:p></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i>Inmanente
en toda intención y en todo deseo está el mecanismo para su realización... la
intención y el deseo en el campo de la potencialidad pura tienen un infinito
poder organizador.</i><o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><i><span lang="ES-AR">Y cuando
introducimos una intención en el suelo fértil de la potencialidad pura, ponemos
a trabajar para nosotros ese infinito poder organizador.</span></i><span lang="ES-AR"><o:p></o:p></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DEL DESAPEGO<o:p></o:p></span></h3>
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<i><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">La
sabiduría de la incertidumbre reside en el desapego... en la sabiduría de la
incertidumbre reside la liberación del pasado, de lo conocido, que es la
prisión del condicionamiento anterior.<o:p></o:p></span></i></div>
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<i><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Y en
nuestro deseo de ir hacia lo desconocido, el campo de todas las posibilidades,
nos entregamos a la mente creativa, que orquesta la danza del universo.<o:p></o:p></span></i></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">LA LEY DEL
"DHARMA" O PROPÓSITO EN LA VIDA<o:p></o:p></span></h3>
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<i><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Todo
el mundo tiene un propósito en la vida... un don único o talento especial para
ofrecer a los demás. Y cuando combinamos ese talento único con el servicio a
los demás, experimentamos el éxtasis y el júbilo de nuestro propio espíritu,
que es la meta última de todas las metas.</span><span style="font-family: 'Comic Sans MS'; font-size: 14pt;"><o:p></o:p></span></i></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-45754796768993142672022-12-19T18:59:00.000-03:002022-12-20T12:48:24.419-03:00Saludos por las Fiestas 2022<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgoIOnLlnCHWH9afGBN3xA-qqzwRtEOm1li2MLUoWid7G9Y6leD2AClWmZfmIIL784kdK0O7p18gC7P1xgWW84n6ddP9SQGnzJRuc-vOp0Vsvv55aN3x-iSAaLLo7dATSnPM3aiWY1736JtF-EWsTw9Bc2g48k8kLjRAqMDco1n0FgKC0dCnNcpuA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="404" data-original-width="543" height="297" src="https://blogger.googleusercontent.com/img/a/AVvXsEgoIOnLlnCHWH9afGBN3xA-qqzwRtEOm1li2MLUoWid7G9Y6leD2AClWmZfmIIL784kdK0O7p18gC7P1xgWW84n6ddP9SQGnzJRuc-vOp0Vsvv55aN3x-iSAaLLo7dATSnPM3aiWY1736JtF-EWsTw9Bc2g48k8kLjRAqMDco1n0FgKC0dCnNcpuA=w400-h297" width="400" /></a></div><br /><br /></div>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-54981985188045433752022-12-02T20:55:00.000-03:002022-12-10T22:26:39.711-03:00Chamanismo. Recorriendo la senda personal. <div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span lang="ES" style="color: #004080; font-family: "verdana" , sans-serif; font-size: 14pt;">Chamanismo. Recorriendo la senda personal. </span></b><br />
<b><span lang="ES" style="color: #004080; font-family: "verdana" , sans-serif; font-size: 14pt;">Curso anual.<o:p></o:p></span></b><br />
<b><span lang="ES" style="color: #004080; font-family: "verdana" , sans-serif; font-size: 14pt;"><br /></span></b></div>
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<a href="https://2.bp.blogspot.com/-F2eVrTGt05U/VxLd2EStvyI/AAAAAAAAbLY/EP35dpsHs-ArVBcNssJ_qZkMwwSqn1CBgCLcB/s1600/chamanas%2Banimales.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-F2eVrTGt05U/VxLd2EStvyI/AAAAAAAAbLY/EP35dpsHs-ArVBcNssJ_qZkMwwSqn1CBgCLcB/s320/chamanas%2Banimales.jpg" width="254" /></a></div>
<span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;"></span><br />
<div style="text-align: left;">
<a href="http://3.bp.blogspot.com/-mTZsznC1sO4/VPj5GeHVsxI/AAAAAAAAUF0/xZGe97q310I/s1600/1501811_10202869178109254_994691407_n.jpg" imageanchor="1" style="clear: right; color: #888888; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img border="0" height="200" src="https://3.bp.blogspot.com/-mTZsznC1sO4/VPj5GeHVsxI/AAAAAAAAUF0/xZGe97q310I/s1600/1501811_10202869178109254_994691407_n.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="145" /></a><span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;">Abordando distintas técnicas ancestrales, trabajaremos durante todo el año en la búsqueda personal desde esta óptica.</span></div>
<span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;"><o:p></o:p></span></div>
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<span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;">A través del viaje chamánico, el objetivo es entrar en un estado elevado de conciencia y llegar a conectar con nuestro propio SER.</span></div>
<div style="text-align: left;">
<span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;">Y descubrirás mundos que jamás hubieras imaginado.</span><br />
<span lang="ES" style="color: #404040; font-family: "verdana" , sans-serif;"><b>Comunicate para más info vía whatsapp +54118507732 o vía mail elinagommez@outlook.com</b></span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-11579970897966226062022-10-12T03:31:00.000-03:002022-10-15T00:26:02.829-03:00QUE ES UN MANTRA<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Trebuchet MS, sans-serif;">Etimológicamente, la palabra mantra proviene de los vocablos sánscritos MAN: mente y TRA: liberar. En otras palabras, un mantra es una vibración sonora que ayuda a liberar nuestra mente. Los mantras son recursos para relajar nuestra mente y elevar la frecuencia vibratoria. Aparte de sus aspectos vibracionales benéficos, los mantras sirven para enfocar y sosegar la mente. Al concentrarse en la repetición del sonido, todos los demás pensamientos se desvanecen poco a poco hasta que la mente queda clara y tranquila.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b><u><span style="color: magenta;">¿Cómo funcionan?</span></u></b><span style="color: magenta;"> </span><span style="color: magenta;"></span></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><span style="color: black;">Los mantras emplean un canal subliminal pero con intenciones benéficas. No es necesario intelectualizar el "significado" o la simbología del mantra para que su sonido ejerza sus efectos sobre nosotros. El ritmo sonoro funcionará en el plano inconsciente y acabará por saturar los pensamientos conscientes, lo cual a su vez, afectará a los ritmos. De hecho parte de la magia del mantra consiste en que no se debe reflexionar sobre su sentido. </span><span style="color: #2a2a2a;"> </span></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><span style="color: black;">A lo largo de la repetición del mantra la información que contiene el mismo se desvanece quedando solamente el efecto sonoro y tranquilizador en nuestra mente.</span> </span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Pronunciados en voz alta o interiormente de forma rítmica y repetitiva. Lo aconsejable es repetirlo 108 veces munidos de algún collar de cuentas. El mantra debe ser pronunciado muy cuidadosamente y tal como se escribe.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Debemos repetir el mantra en voz suficientemente alta para que nosotros podamos escuchar. Debemos repetir el mismo mantra una y otra vez. Y dejear llevar la mente para que se bañe en la vibración purificadora que emana del mantra.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Este MANTRA proviene de ERKS. Es importante su difusión, copien estos textos.</span></div>
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<b><u><span style="color: magenta; font-family: Trebuchet MS, sans-serif;">Mantra de Erks</span></u></b></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><br /></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>IMEN-AIR</b> - EL MENSAJE DE DIOS DESCIENDA A TU VIDA.<br />
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<b>IURESIM-AIR</b> - LA PALABRA DE DIOS RETORNE A TU EXISTENCIA<br />
<b><br />
ISIM-AIR </b>- EL SEÑOR INGRESE A TU ALMA<br />
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<b>AIR-EIM-AIR</b>- LA VIDA INUNDE A TU SER Y TE CONECTE CON DIOS<br />
<b><br />
MINSILUR-AIM</b> - CIERRA LAS PUERTAS A LAS ENERGIAS NEGATIVAS </span><br />
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<b><u><span style="color: magenta; font-family: Trebuchet MS, sans-serif;">EL GAIATRI Mantra </span></u></b></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>OM Bhûr Bhuvah Svah</b> <br />
OM, invoco a la tierra, al espacio y al cielo. </span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Tat Savitur Varenyam </b><br />
A la esplendorosa fuerza suprema que está en el sol. </span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Bhargo Devasya Dhîmahi </b><br />
Sobre la cual estoy meditando. </span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Dhiyo Yo Nah Prachodayat </b><br />
Para que promueva y sostenga mi inteligencia y destrezas. </span></div>
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</span></u></div>
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<u><span style="font-family: Trebuchet MS, sans-serif;">Luego de las 108 veces cierra con un:</span></u></div>
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<b><span style="font-family: Trebuchet MS, sans-serif;">OM…Shanti…Shanti…Shantihi. </span></b></div>
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<span style="font-family: Trebuchet MS, sans-serif;"> OM… paz física… paz mental y paz espiritual todos los seres.</span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-68223551361692107962022-10-10T10:35:00.000-03:002022-10-15T00:28:30.166-03:00Qué es la FLOR ARMONICA?<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;">Flor con 9 pétalos predominantes</td></tr>
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Los métodos de lectura de una carta natal han ido cambiando y evolucionando acompañando a la evolución del hombre. Hasta no hace menos de dos siglos la forma de dibujar una carta natal era de un cuadrado que <br />
encerraba a otro menor situando los ángulos sobre las bases del mayor y luego de nuevo otro más pequeño en el interior girado a 90º desde este último. Quedando implícito en su forma 12 triángulos en donde se volcaba la información de los planetas y los signos. Más tarde se pasó al formato conocido tradicionalmente hasta la actualidad el cuál consiste en un círculo dividido en 12 porciones (como los de una torta) que representan las casas o áreas de vida. En ella se ordenan los signos y planetas de acuerdo a la fecha, hora y lugar de nacimiento. Teniendo además una disposición visual de los aspectos que los planetas forman entre sí mucho más acabada.<br />
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Con la llegada de las herramientas informáticas, los cálculos de una carta natal se aceleraron, y en la actualidad se puede profundizar más en la calidad de los aspectos o ángulos que los planetas forman entre sí. Con un simple cálculo en una computadora podemos obtener información más sutil sobre la carta que antes por la complejidad del cálculo era imposible de obtener. Motivados por un cambio de diseño que sea gentil para cualquier observador (por ejemplo alguien que no conozca sobre astrología), los astrólogos españoles Tito Maciá y Miguel García (este último, a su vez matemático), diseñaron una nueva forma de ver la carta natal, la parte circular persiste, nada más que la líneas que formaban los aspectos desaparecen y en su lugar aparece una FLOR.<br />
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<tr><td class="tr-caption" style="text-align: center;">Flor en Revolución Solar</td></tr>
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La resultante es <b>una flor multicolor con 12 planos diferentes</b>, el primer plano posee un solo pétalo, el segundo dos pétalos, el tercero tres pétalos y así sucesivamente hasta llegar al plano 12 con sus respectivos doce pétalos. Todo esto basados en una teoría que se llama el Síndrome de Armónicos, que no viene al caso explicar en este momento. Pero lo cierto es que al consultante se le presenta su propia <b>Flor de nacimiento</b> y en ella la intensidad de los pétalos le dan una idea clara de su propio potencial energético. Y qué mejor souvenir para alguien que consulta sobre su carta natal que llevarse su propia Flor que representa a su foto personal del cielo en el momento de nacer. La lectura de la Flor Armónica no invalida para nada la interpretación de la lectura tradicional del mapa natal, sino que lo complementa ya que allí aparecen características y patrones de conducta que se nos hace más difícil captar por el método de lectura tradicional. También podemos leer la Flor Armónica que nos toca para cada Revolución Solar y cada Revolución Lunar representando todas los aprendizajes a cumplir en el año o durante un mes en particular. <br />
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com4tag:blogger.com,1999:blog-987575731962482321.post-12703505255505092302022-09-21T16:27:00.002-03:002022-09-21T16:27:23.419-03:00Feliz PRIMAVERA<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOA248Sv-V0F6q-5vT9Fwe0ecgiBsnYaRQKygFFShNb8fdbaOoENYu0U3oEUhxgd9QbseAie3DXQjWQMw_YoiohIkKcGJwsl8kVREq7NVqZVP2icoiNUeEo4q2UrO4fDkVfko0-v94drUDJB7TB-geD1O8Kp9Z7jKjh3TvZYOxm1tVs6X9i4OWUw/s1043/220921%20saludo%20primavera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1043" data-original-width="963" height="436" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOA248Sv-V0F6q-5vT9Fwe0ecgiBsnYaRQKygFFShNb8fdbaOoENYu0U3oEUhxgd9QbseAie3DXQjWQMw_YoiohIkKcGJwsl8kVREq7NVqZVP2icoiNUeEo4q2UrO4fDkVfko0-v94drUDJB7TB-geD1O8Kp9Z7jKjh3TvZYOxm1tVs6X9i4OWUw/w402-h436/220921%20saludo%20primavera.jpg" width="402" /></a></div><br /> <p></p>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-50667873902556631752022-07-24T22:44:00.000-03:002022-07-24T22:44:25.637-03:00<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj3aDUDSwZ8GOZw-smxDz_DiyyiUBYZfpQUiPBJmM76HOa1K9FVkuP-asoz6V723XXrITPkiCbh5oU8aLhLqAZi4DJMs9ElqiBWUbdMj7ERwaK42dm6lRz0g4DfPBt5DergUR-P2XsmDHEiv2-QARI3xZzRS3lPhXvbKdW3wuUzftICXFAvRO_k5A" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1280" data-original-width="720" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEj3aDUDSwZ8GOZw-smxDz_DiyyiUBYZfpQUiPBJmM76HOa1K9FVkuP-asoz6V723XXrITPkiCbh5oU8aLhLqAZi4DJMs9ElqiBWUbdMj7ERwaK42dm6lRz0g4DfPBt5DergUR-P2XsmDHEiv2-QARI3xZzRS3lPhXvbKdW3wuUzftICXFAvRO_k5A" width="135" /></a></div><br /><p></p><p>12 AÑOS ESCRIBIENDO PARA MS SEGUIDORES. MÁS DE 115000 LECTORES</p><p>GRACIAS GRACIAS GRACIAS</p>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-3492529207667122462022-07-23T02:21:00.000-03:002022-07-25T05:11:25.593-03:00Lectura de Carta Natal Armónica y Revolución solar o Flor Anual<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><br />Envíame mensaje privado para inscribirte en las lecturas.<br />Seguime en INSTAGRAM y en FACEBOOK @elinagomezastrologa </span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com1tag:blogger.com,1999:blog-987575731962482321.post-21382644171163317812022-05-19T20:59:00.000-03:002022-07-25T05:17:17.955-03:00Chamanismo, el camino de mi Senda Personal<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: blue;">P/Elina,
Gracias por ofrecernos este conocimiento tan antiguo y enriquecernos.<o:p></o:p></span></div>
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<span style="color: blue;">P/¿Cómo
te iniciaste en esta disciplina?<o:p></o:p></span></div>
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Me inicié como practicante
chamánica en 1996 con quien me abrió las puertas a este conocimiento, mi
maestra: Lucía Ugarte, ella me entrenó durante varios años, luego fue
supervisando mi tarea hasta el año 2008.</div>
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En el año 2004 me conecté con <st1:personname productid="la Fundacin" w:st="on">la Fundación</st1:personname> de Estudios
Chamánicos de Michael Harner y realicé varios talleres de entrenamiento que
complementaron mi formación y aún sigo participando en talleres nuevos. </div>
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Con el tiempo y en la búsqueda de
seguir ampliando mis conocimientos llegué a ser Técnica en Astrología
Científica, Maestra de Alquimia, Terapeuta en Masaje Sonoro, con Cuencos
Tibetanos y en los últimos años facilitadora de Técnica Metamórfica.</div>
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<span style="color: blue;">P/¿Vos
sos chamán o chamana?<o:p></o:p></span></div>
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Yo soy practicante chamánica. </div>
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<span style="color: blue;">P/¿Nos
podés explicar en que consiste el chamanismo?<o:p></o:p></span></div>
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El chamanismo es una práctica
ancestral, el hombre en contacto con la naturaleza tenía una sensibilidad
especial, que creo que con el tiempo fue muriendo, que lo hacía capaz de entrar
en comunicación con los animales, árboles y las plantas para obtener respuesta
de algo que quisiera saber. En este momento podríamos hablar de que se basaban
en <st1:personname productid="la Ley" w:st="on">la Ley</st1:personname> de
Unidad que dice que todos somos uno, si todos somos uno, yo puedo hablar con un
árbol de forma simbólica, y el espíritu del árbol me responde y tengo una
respuesta de la inquietud que tengo.</div>
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El chamanismo, por estudios
antropológicos que se han hecho tienen factores comunes, tanto en Siberia, en
Tuba, en Alaska como en todas las sociedades indígenas de todos los
continentes, ya que se remontan a los orígenes del hombre, es lo esencial, es
lo primitivo, responde a algo básico y natural del ser humano.</div>
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Entonces, el chamán desde tiempos
remotos, entraba en una especie de éxtasis para ir a buscar sanación, respuesta
o un mensaje de consuelo para quien se lo solicitara, por ej, la muerte de un
ser querido o alguna enfermedad. </div>
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Cuando había un enfermo, llamaban
al chamán, este viajaba por esa persona, a buscar sanación, a buscar una
respuesta, o entre otras muchas cosas para traerle a un espíritu de ayuda para
poder darle fuerza a la persona para superar este problema. El chamán viaja y
se comunica con los espíritus de amor y compasión que le dicen que hacer, estos
espíritus pueden ser animales o también maestros y ancestros. El chaman puede
comunicarse con maestros elevados, ancestros o animales de poder, que son
animales guías.</div>
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<span style="color: blue;">P/- ¿A
qué llamás animales guías?<o:p></o:p></span></div>
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Los animales guías o animales de
Poder son espíritus de amor y compasión que poseen la forma de animales
tradicionales y se presentan en los viajes del chamán.</div>
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<span style="color: blue;">P/-¿Para
que se usan?<o:p></o:p></span></div>
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Ellos sirven de guía,
asesoramiento y protección del chamán. El chamán viaja a estos mundos a pedir
ayuda a estos espíritus para que lo conduzcan hacia el lugar donde está la
respuesta para la persona que necesita ayuda.</div>
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El chamán trabaja con elementos
de la naturaleza, se conecta con espíritus para aumentar su poder o energía o
para buscar obtener instrucción de conocimientos y sanación. </div>
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<span style="color: blue;">P/La
técnica para hacer el viaje ¿cuál es?, ¿en que consiste?<o:p></o:p></span></div>
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Lo que se denomina viaje en el
chamanismo es lo que conocemos por
meditación en otras áreas.</div>
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Existe un libro que se denomina
el las Cuatro Sendas del chamán, que habla de cuatro tipos diferentes de
meditación. El viaje puede ser acostado, sentado, parado o caminando. </div>
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El practicante chamánico suele
anotar el resultado de estos viajes, sus experiencias o las respuestas que
encuentra en esos otros mundos en lo que denominamos cuaderno de viajes.</div>
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El chaman mapea, a través de sus viajes
va mapeando las rutas que toma, va buscando sus distintos caminos, sabe por
donde ir y es ayudado por los espíritus guías.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿Cómo
es el método del viaje?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
La forma del viaje es con el
sonido del tambor generalmente. Con un tipo de sonido especial que se realiza
con una frecuencia de sonido que se ha descubierto que es similar a los latidos
del corazón de la tierra. En estudios que se han realizado, por una serie de
microciclos por segundo tienen estos latidos o pulsaciones del centro de la
tierra. </div>
<div class="MsoNormal" style="text-align: justify;">
Existen otras formas de meditar,
no solo con tambor sino simplemente uno puede conectarse a través de la música.
Lo tradicional es el tambor (también puede ser el sonido de una maraca).
Generalmente con dos tipos de ritmos diferentes, uno para el viaje en sí y otro
para el regreso. Este sonido ayuda a elevar la vibración energética.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿Vos
decís que este sonido ayuda a cambiar de vibración?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
La función del sonido del tambor
es elevar la vibración y mantenerla constante durante todo el período del
viaje.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-yPj2_aoFPF0/Uucp9MI9p7I/AAAAAAAANpg/nplVItAaqzk/s1600/0+dreamcatcher.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="231" src="https://2.bp.blogspot.com/-yPj2_aoFPF0/Uucp9MI9p7I/AAAAAAAANpg/nplVItAaqzk/s1600/0+dreamcatcher.jpg" width="320" /></a></div>
<a href="http://1.bp.blogspot.com/-aoSwE1X7bbA/UucqDce8l-I/AAAAAAAAMSY/ZOy0hj1Zpdk/s1600/arte-huichol2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="color: blue;">P/¿También
se logra ese estado con plantas alucinógenas?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Otro método es la ingesta de
plantas alucinógenas como el ayahuasca, el peyote, etc. En el libro Las
Enseñanzas de Don Juan de Carlos Castaneda se habla de las experiencias con el
peyote como vehículo iniciático para llegar a percibir la realidad no
ordinaria. </div>
<div class="MsoNormal" style="text-align: justify;">
Existen diferentes tipos de
sendas que toma el chamán, en su búsqueda personal están los chamanes de la sanación,
otros para sostener el ritual es decir, los que sostienen la tradición, los
maestros y el guerrero.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿Cómo
es que descubriste este mundo, como te iniciaste, como fue la primera vez que
te conectaste? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Una persona conocida me recomendó
a mi Maestra por unos temas de salud y desarmonía que tenía en esos tiempos.
Después de ser su paciente durante un año, se ofreció enseñarme lo que
consideraba que podía ser transmitido a sus alumnos. Y así me puse en contacto
con lo que es el mundo energético y todas las prácticas que uno puede realizar
para mejorar. </div>
<div class="MsoNormal" style="text-align: justify;">
Lo importante fue que ese primer
curso me sirvió básicamente para trabajar conmigo, mis trabas, mis miedos, etc.
Mas allá que después por destino a lo mejor nos toque dar servicio a otros,
básicamente sirve para que uno se ayude a uno mismo. Sin depender de otro. El
maestro cumple la función de guía, indicando lo que es más aconsejable hacer o
buscar, pero en realidad el que trabaja es uno, el que se sienta a meditar
todos los días y cambiar lo que debe ser mejorado.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/
¿Luego tuviste otros maestros?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Hice varios entrenamientos
diferentes, el más reciente es en <st1:personname productid="la Fundacin" w:st="on">la Fundación</st1:personname> de Michael Harner, en Argentina, con
Gerardo Roëmer Faculty de <st1:personname productid="la Fundacin" w:st="on">la
Fundación</st1:personname> de quien recibí varios talleres y también con
Alicia Luengas Gates CSC, Faculty docente Norte y Sur América, quién además
dicta talleres junto con Michael Harner en U.S.A.</div>
<div class="MsoNormal" style="text-align: justify;">
Dichos cursos trabajan en el CORE
SHAMANISM o Chamanismo Esencial, Harner investigó, estuvo muchos años
trabajando con los Indios Conibo del este de Perú y los jívaros y después
investigó en diferentes culturas. De cada una de estas culturas pudo obtener lo
común a todos estos pueblos con técnicas específicas de trabajo. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿Qué
postura hay que adoptar para meditar, acostado, parado, sentado?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Eso es depende la línea que uno
elija, de cómo uno se sienta mejor, del maestro que te inicie. </div>
<div class="MsoNormal" style="text-align: justify;">
Yo empecé meditando sentada,
durante más de diez años. Después entré en esta organización que lo hacen
acostados.</div>
<div class="MsoNormal" style="text-align: justify;">
Lo que aprendí con mi maestra y
lo que aprendí con la fundación tienen un factor común que apuntan <u>al
conocimiento y crecimiento personal</u>. En el trabajo chamánico es sumamente
importante <st1:personname productid="la Intencin. El" w:st="on">la Intención.
El</st1:personname> intento es trabajar con una intención, si la intención es
buena y se trabaja a través del amor, que son los dos principios fundamentales,
todo funciona.</div>
<div class="MsoNormal" style="text-align: justify;">
El chaman viaja con el intento,
realiza la intención de ir hacia un lugar o en busca de una respuesta
determinada o viaja con preguntas y obtiene respuestas de sus Maestros y
Espíritus de <st1:personname productid="la Otra Realidad." w:st="on"><st1:personname productid="la Otra" w:st="on">la Otra</st1:personname> Realidad.</st1:personname>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/Muchas
veces se confunde la figura del chamán con la brujería o con el brujo<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Al chamán se lo asocia con el
Brujo, pero no con brujería que tiene más connotación con la caza de brujas que
hacían en la inquisición en Europa. El Brujo de la tribu es aquel que lleva la
sabiduría de la sanación, que no tiene porqué ser el cacique. El brujo sana, da
palabras de aliento, y asistencia.</div>
<div class="MsoNormal" style="text-align: justify;">
Hay muchas corrientes dentro del chamanismo,
existe el Chamanismo Solar o Andino, que se practica en nuestro país en Mendoza
y en Córdoba, he concurrido a varios talleres de ambos chamanes. Con
experiencias altamente inolvidables.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/ A
veces resulta difícil encontrar a un chamán, porque están lejos de las grandes
ciudades.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: blue;"><a href="http://4.bp.blogspot.com/-d4ih_GvuBRs/Uucp_NjpPGI/AAAAAAAANpg/wwTcjFp9y5U/s1600/13678_470679132995257_737410433_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-d4ih_GvuBRs/Uucp_NjpPGI/AAAAAAAANpg/wwTcjFp9y5U/s1600/13678_470679132995257_737410433_n.jpg" width="145" /></a></span></div>
<span style="color: blue;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Lo que creo es que generalmente
son de perfil muy bajo por eso es difícil contactarlos. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/ Me
parece importante recalcar que de esto por lo que vos decís, interpreto que es
una disciplina de todos los días, muy humilde. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Es muy importante también aclarar
que siempre se necesita la autorización de la persona. Es fundamental, no se
hace nada sin autorización porque no se puede interferir en el destino de otro.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿Cuál
es tu perspectiva en un futuro con la práctica chamánica?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
A medida que fui transitando mi
vida junto al chamanismo durante estos quince años (año 2011), fui llegando, a
trabajar y ayudar a otros. En la medida que soy autorizada por los Maestros a
trabajar con una persona, si está en mis manos, trataré de ayudar y asistirlas
y armonizarlas, es decir cumplir con la función del practicante chamánico.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/¿</span><span lang="ES-AR" style="color: blue; mso-ansi-language: ES-AR;">Pensás</span><span style="color: blue;"> formar un grupo?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Me gustaría formar un grupo para
transmitir lo que aprendí. Que responde a una integración de todo lo aprendido
y a mis propias experiencias. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;">P/Gracias
Elina.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 16.0pt;">Elina M. Gómez<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
Practicante Chamánica</div>
<div class="MsoNormal" style="text-align: justify;">
Astróloga. Masajes Metamórficos. Terapeuta
vibracional y de sonido.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<u>Libros de referencia: <o:p></o:p></u></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Senda del Chaman, </b>Michael Harner<b><o:p></o:p></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Chamanismo</b>, Tom Cowan</div>
<div class="MsoNormal" style="text-align: justify;">
<b>Recuperación del Alma</b> Sandra Ingerman.</div>
<div class="MsoNormal" style="text-align: justify;">
<b>Las Cuatro Sendas del Chamán, </b>Angeles Arrien<br />
<br />
<b><o:p></o:p></b></div>
</div>
Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0Florida 202-300, Valentín Alsina, Buenos Aires, Argentina-34.669358545245437 -58.4033203125-38.06989454524544 -63.4570313125 -31.268822545245438 -53.3496093125tag:blogger.com,1999:blog-987575731962482321.post-79109789706032515282022-05-05T15:46:00.000-03:002022-07-25T05:15:58.941-03:00Armonización con CUENCOS. Terapia de sonido.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="ecxMsoNormal" style="tab-stops: 213.65pt;">
<span style="color: black;"><b><span style="font-family: "verdana"; font-size: 13.5pt;">Terapia con sonido</span></b><span style="font-family: "times new roman";"><span style="font-size: small;"> </span><span style="font-size: small;"> </span></span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Absolutamente todo lo que está en la Naturaleza está vibrando. "Todo es vibración", es un principio universal. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Nuestras células, tejidos, órganos, son compuestos de átomos que vibran en distintas frecuencias. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">En el estado natural de salud en el ser humano, todas esas frecuencias vibran en armonía, como en una inmensa sinfonía. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Sin embargo, ese estado de equilibrio se pierde fácilmente. El estrés, los ritmos de vida actual, las tensiones físicas y emocionales, interfieren en esa armonía interna, y nos conducen al cansancio, al dolor y a las enfermedades del cuerpo, de la mente y de las emociones. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><b><span style="font-family: "verdana"; font-size: 10pt;">¿Cómo actúa la Terapia con sonido? </span></b></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Cuando el sonido fluye a través de nuestro cuerpo, afecta a su vibración y permite un reordenamiento molecular. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">En la sesión, se usan las campanas tibetanas, diapasones, la voz y los cuencos. </span></span></div>
<div style="text-align: justify;">
<a href="http://1.bp.blogspot.com/-zd9uQ6XiVWI/UudFDbWLBJI/AAAAAAAANpg/8b8Q48XyKAY/s1600/DSCN0421.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://1.bp.blogspot.com/-zd9uQ6XiVWI/UudFDbWLBJI/AAAAAAAANpg/8b8Q48XyKAY/s1600/DSCN0421.JPG" width="200" /></a><span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">El sonido lleva una cierta frecuencia y el cuerpo la reconoce. Ciertas combinaciones armónicas del sonido son interpretadas por el cuerpo humano como una clave hacia el reestablecimiento del equilibrio interno, el retorno hacia el estado de salud. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Esa clave es la armonía, que convierte al sonido en una poderosa herramienta de transformación. El sonido puede modificar cualquier sustancia, re ordenarla, y en definitiva, sanar. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><b><span style="font-family: "verdana"; font-size: 10pt;">¿Cuándo se puede usar Terapia con sonido?</span></b><span style="font-family: "verdana"; font-size: 10pt;"> </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Cualquier tipo de bloqueo energético, ya sea físico, mental o emocional puede ser tratado con sonido. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">El sonido crea una onda de frecuencia sobre otras frecuencias, logrando a través de los armónicos resonar y realinear la energía en cualquiera de los niveles en que se halle bloqueada. </span></span></div>
<div style="text-align: justify;">
<span style="color: black;"><span style="font-family: "verdana"; font-size: 10pt;">Es por eso que actúa sobre el síntoma, y también sobre su origen. El sonido llega a niveles a los que el intelecto no puede llegar, el cuerpo, la mente, o los sentimientos reaccionan ante el mensaje de la armonía, sintonizan con aquella frecuencia que los devuelve a la calma, a la paz, y al equilibrio. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana"; font-size: 10pt;"><span style="color: black;">Cuando permitimos que el sonido fluya de esta manera, nuestro ser reconoce sus ritmos naturales, aquel Reino perdido al que es posible retornar, armonizándonos con nosotros mismos y con el orden natural que nos rodea. </span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-m_rv76Ce2FA/TbHaTUMuOMI/AAAAAAAANpg/yW5X9MZEsx8/s1600/DSCN0779.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://3.bp.blogspot.com/-m_rv76Ce2FA/TbHaTUMuOMI/AAAAAAAANpg/yW5X9MZEsx8/s1600/DSCN0779.JPG" width="200" /></a></div>
<br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">El sonido es una poderosa herramienta de transformación para el ser humano en sus diversos planos, físico, mental, emocional y espiritual.</span></span></span><br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">Las culturas antiguas que acuñaron sabiduría para la humanidad, conocían los secretos del sonido, tanto que formaba parte de sus prácticas, ceremonias e iniciaciones. Tal es el caso de los Atlantes, los egipcios, los Lamas tibetanos.</span></span></span><br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">En las armonizaciones grupales suenan las campanas tibetanas, con distintos tonos, alturas e intenciones, en una secuencia diseñada para destacar la combinación de sus armónicos y producir efectos benéficos de relajación y equilibrio interior, facilitando la liberación de bloqueos y tensiones.</span></span></span><br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">Sus sonidos son puros, intensos, y guardan un misterio particular capaz de transportar a cada participante, a una experiencia difícil de explicar con palabras, una experiencia para transitar y disfrutar con todo el cuerpo.</span></span></span><br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">El sonido de las campanas, con sus frecuencias, armonizan la vibración de todo nuestro ser. </span></span></span><br />
<span style="font-family: "arial";"><span style="font-size: small;"><span style="color: black;">Todo lo que existe en el Cosmos vibra, y nosotros, vibramos también dentro de esa sinfonía universal.</span></span></span><br />
<div style="text-align: right;">
A. Rabenstein<br />
<div style="text-align: left;">
<span style="font-size: small;">Porque no intentar conocer este método? Te espero en mi mundo de Centro Cielo y Tierra </span></div>
</div>
</div>
Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-89096914395544835542022-04-08T00:28:00.005-03:002022-04-08T00:28:58.518-03:00Reportaje a Michael Harner EL GRAN CHAMÁN<p>Nota sobre Chamanismo a Michael Harner. Fundador de la Escuela donde me formé, </p><p><br /></p><p><a href="Reportaje a MIchael Harner un GRAN CHAMÁN" target="_blank"> https://www.estudioschamanicos.com/no-estamos-solos-harner/ </a></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiA8AZm5kU2m9k9VONK3rW5twTAnkp-GJu0qsGNij_-7sye-dl8-B-1sfH4ccMy1wjfMU1XMugfd54Ttolul_oh1LaAzZSgiuUq6o7To2K7wMBrzY9osSQw4lVupeSqnlgYZVXXbRAHZV0E0iV0dvAnYmT3Ar9pdIDrrW8a_0-SLIsIq4J9q2szIg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="500" data-original-width="830" height="295" src="https://blogger.googleusercontent.com/img/a/AVvXsEiA8AZm5kU2m9k9VONK3rW5twTAnkp-GJu0qsGNij_-7sye-dl8-B-1sfH4ccMy1wjfMU1XMugfd54Ttolul_oh1LaAzZSgiuUq6o7To2K7wMBrzY9osSQw4lVupeSqnlgYZVXXbRAHZV0E0iV0dvAnYmT3Ar9pdIDrrW8a_0-SLIsIq4J9q2szIg=w489-h295" width="489" /></a></div><br /><br /><p></p>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-58633722099875093892022-04-06T05:14:00.000-03:002022-07-25T05:15:27.335-03:00<p></p><h1 style="clear: both; text-align: center;"><b><i>CURSO LA MAGIA DE LOS 28 DÍAS</i></b></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-sqOrnrDqP0c/X3gE6N9reCI/AAAAAAAA_RI/FsIfNMFyBWQ0dVcJsDqt__Lyjr9h5xTFwCLcBGAsYHQ/s699/IMG_20200211_185816_211.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="699" data-original-width="699" height="320" src="https://1.bp.blogspot.com/-sqOrnrDqP0c/X3gE6N9reCI/AAAAAAAA_RI/FsIfNMFyBWQ0dVcJsDqt__Lyjr9h5xTFwCLcBGAsYHQ/s320/IMG_20200211_185816_211.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-D4iU-FwnTNc/X3gFEKGYupI/AAAAAAAA_RQ/yasFLiIE2hg-3NvgCdbt8Wsnw_uBrV9-gCLcBGAsYHQ/s720/IMG_20200211_185845_149.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="695" data-original-width="720" src="https://1.bp.blogspot.com/-D4iU-FwnTNc/X3gFEKGYupI/AAAAAAAA_RQ/yasFLiIE2hg-3NvgCdbt8Wsnw_uBrV9-gCLcBGAsYHQ/s320/IMG_20200211_185845_149.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-1NgaU-VzjA4/X3gFD0AFi4I/AAAAAAAA_RM/ABfs-6wzTdwJbxGzKvvySsJep0uGKWgSwCLcBGAsYHQ/s720/IMG_20200211_185950_256.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="720" height="320" src="https://1.bp.blogspot.com/-1NgaU-VzjA4/X3gFD0AFi4I/AAAAAAAA_RM/ABfs-6wzTdwJbxGzKvvySsJep0uGKWgSwCLcBGAsYHQ/s320/IMG_20200211_185950_256.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-NKtIAM6SLwk/X3gFEhh7BHI/AAAAAAAA_RY/0CPmtjf0ORsuj2or1JXUYraFWNwwuSv-ACLcBGAsYHQ/s720/IMG_20200211_190014_203.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="720" data-original-width="720" height="320" src="https://1.bp.blogspot.com/-NKtIAM6SLwk/X3gFEhh7BHI/AAAAAAAA_RY/0CPmtjf0ORsuj2or1JXUYraFWNwwuSv-ACLcBGAsYHQ/s320/IMG_20200211_190014_203.jpg" /></a></div><br /> <p></p>Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-33076053751891460472022-02-10T18:50:00.001-03:002022-02-13T22:42:40.656-03:00Sinastría o Carta vincular y Flor armónica en Sinatría<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://4.bp.blogspot.com/-6pGec5SynG4/VN2HXbS6ukI/AAAAAAAAT50/Ybwq2tDN-aQ/s1600/Sinastria%2B02.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://4.bp.blogspot.com/-6pGec5SynG4/VN2HXbS6ukI/AAAAAAAAT50/Ybwq2tDN-aQ/s1600/Sinastria%2B02.jpg" width="320" /></a></div>
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<span lang="ES-AR" style="font-size: 13.5pt;">La
Sinastría es una rama de la Astrología que estudia la comparación de dos
cartas.<o:p></o:p></span></div>
<div style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span lang="ES-AR" style="font-size: 13.5pt;">De esta
comparación de acuerdo a la técnica que se utilice muestra en una única
carta las posiciones planetarias de dos personas distintas, unidas por una
relación, ya sea amorosa, familiar, de amistad, comercial, etc. Usualmente se
la usa mucho en temas de parejas, socio o cualquier otro tipo de vínculo.<o:p></o:p></span></div>
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<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<a href="http://1.bp.blogspot.com/-iVRmTd4UgaM/VN2FIl4bHOI/AAAAAAAAT5M/d9LSAU3cJ28/s1600/sinastria01.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://1.bp.blogspot.com/-iVRmTd4UgaM/VN2FIl4bHOI/AAAAAAAAT5M/d9LSAU3cJ28/s1600/sinastria01.jpg" /></a><span lang="ES-AR" style="font-size: 13.5pt;">Existen diferentes técnicas para el cálculo de esta carta. Una de
ellas calcula un punto medio en el tiempo de las fechas
de nacimiento de la pareja, también un punto medio geográfico con respecto al
lugar donde ambos nacieron y a partir de este resultado, dibuja una carta nueva
para definir la relación que une a estas dos personas.<o:p></o:p></span></div>
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<br /></div>
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<span lang="ES-AR" style="font-size: 13.5pt;">Así
como existe una <a href="http://centrocieloytierra.blogspot.com.ar/2011/01/que-es-la-flor-armonica.html">Flor
armónica Natal</a> también existe la Flor Armónica en Sinastría.<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span lang="ES-AR" style="font-size: 13.5pt;">Cuál es
la energía que la Flor Armónica en Sinastría propone para esta pareja?<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span lang="ES-AR" style="font-size: 13.5pt;">Cuál es
el objetivo que la pareja trae?<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span lang="ES-AR" style="font-size: 13.5pt;">Existe
compatibilidad?<o:p></o:p></span></div>
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<span lang="ES-AR" style="font-size: 13.5pt;">Todo
esto podes saberlo realizando una consulta astrológica enfocada en el vínculo. </span><br />
<span lang="ES-AR" style="font-size: 13.5pt;">Te
invito a que consultes en <a href="mailto:centrocieloytierra@hotmail.com">centrocieloytierra@hotmail.com</a> o <a href="mailto:elinagomez@outlook.com">elinagomez@outlook.com</a><br /></span>PUEDES VISITARME en INSTAGRAM <a href="https://www.instagram.com/elinagomezastrologa/">@elinagomezastrologa<br /></a>
<span lang="ES-AR" style="font-size: 13.5pt;"><a href="mailto:elinagomez@outlook.com"><br /></a></span></div>
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<a href="http://3.bp.blogspot.com/-BLo7gh_S5hs/VN-KCNg7HXI/AAAAAAAAT7k/7cf0dhyrzOs/s1600/AMANTESIN.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://3.bp.blogspot.com/-BLo7gh_S5hs/VN-KCNg7HXI/AAAAAAAAT7k/7cf0dhyrzOs/s1600/AMANTESIN.jpg" width="200" /></a><a href="http://4.bp.blogspot.com/-5yT67yTFQ1o/VN2KwLWE-7I/AAAAAAAAT6Q/PSeKhqfvPsk/s1600/EGCAISIN.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-5yT67yTFQ1o/VN2KwLWE-7I/AAAAAAAAT6Q/PSeKhqfvPsk/s1600/EGCAISIN.jpg" width="200" /></a></div>
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<a href="http://3.bp.blogspot.com/-qn5ZTz6cw64/VN2KwTwTi7I/AAAAAAAAT6U/wyD_xhceFHg/s1600/SINASTRIA%2BAMISTAD.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://3.bp.blogspot.com/-qn5ZTz6cw64/VN2KwTwTi7I/AAAAAAAAT6U/wyD_xhceFHg/s1600/SINASTRIA%2BAMISTAD.JPG" width="195" /></a></div>
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<span style="color: #0000ee;"><span style="font-size: 18px;"><u><br /></u></span></span><span lang="ES-AR" style="font-size: 13.5pt;"><a href="mailto:elinagomez@outlook.com"></a></span></div>
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<o:p></o:p></div>
Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com1tag:blogger.com,1999:blog-987575731962482321.post-47308916545305364652021-12-20T21:00:00.001-03:002021-12-21T09:52:13.718-03:00El 21 de Diciembre y el ESPIRITU DE LA NAVIDAD <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">El 21 de diciembre desciende el <b>ESPIRITU DE LA NAVIDAD </b>y hasta el 5 de enero
tienes la oportunidad de escribir tus deseos personales en una lista
para ser releída un año después. Te animás a hacer tu lista?</span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-C7LeYxut-hg/X-BAxmYskrI/AAAAAAABAfY/XdAVFVBjmd0AEzqwaczfTyi_-wSo3BmowCLcBGAsYHQ/s386/ESPIRITU%2BFOTO%2BPOTADA%2BBLOG.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="381" height="320" src="https://1.bp.blogspot.com/-C7LeYxut-hg/X-BAxmYskrI/AAAAAAABAfY/XdAVFVBjmd0AEzqwaczfTyi_-wSo3BmowCLcBGAsYHQ/s320/ESPIRITU%2BFOTO%2BPOTADA%2BBLOG.jpg" /></a></div><br /><a href="http://2.bp.blogspot.com/-kYr6zJmpVo0/VJGmsvmC0oI/AAAAAAAATV4/QKx1cuAiAJU/s1600/0%2BNAVIDAD_02jpeg.jpeg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><br /><img border="0" height="150" src="https://2.bp.blogspot.com/-kYr6zJmpVo0/VJGmsvmC0oI/AAAAAAAATV4/QKx1cuAiAJU/s1600/0%2BNAVIDAD_02jpeg.jpeg" width="200" /></span></a><span style="font-family: Georgia, Times New Roman, serif;"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><b>El
21 de diciembre </b>se celebra un día muy especial en el calendario.</span></span></span></span></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><br /></span></span></span></span>
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><br /><br /></span></span></span></span>
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><br /></span></span></span></span>
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><br /></span></span></span></span>
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">Este
día muchas familias le dan la bienvenida en casa al <b>espíritu de la
navidad</b>, una forma más de unirse en familia y aprovechar las muchas
energías de esta fecha especial para disfruta</span></span><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$0:0">r en un ambiente de alegría.</span><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$1:0" /><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$3:0" /><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$4:0">El
recibimiento del espíritu de la navidad está muy asociado a una
tradición milenaria que gira entorno a la celebración del solsticio
verano/invierno. En la actualidad se ha tomado esta fecha ideal para
permitir que el Espíritu de la Navidad, lleno de paz, buenas energías,
prosperidad y amor, penetre en nuestras casas y nos acompañe a lo largo
de las fiestas.</span></span></span></span></span></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<div style="text-align: justify;">
<blockquote class="tr_bq">
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$4:0"><span style="color: red; font-family: Georgia, Times New Roman, serif;"><b><i>En CENTRO CIELO Y TIERRA hace años que tenemos la tradición de armar grupos para dar la bienvenida al Espíritu de la Navidad y juntos escribir la lista de mejores deseos, sueños y proyectos para el siguiente año. Acompañados de una bella meditación y una armoniosa atmósfera de AMOR. </i></b></span></span></span></span></span></span></blockquote>
<blockquote class="tr_bq">
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$4:0"><span style="color: red; font-family: Georgia, Times New Roman, serif;"><b><i><span style="color: #38761d;">En diciembre del siguiente año se abre el sobre que escribimos el 21 de diciembre y veremos la cantidad de deseos que se han cumplido!!!!!!</span></i></b></span></span></span></span></span></span></blockquote>
</div>
<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$8:0" style="font-family: Georgia, Times New Roman, serif;">Si
quieres disfrutar este día tan especial lleno de tanta energía,
entonces una buena forma de hacerlo es reunirte con tus amigos más
cercanos o con tus familiares. Muchas personas optan por reunirse el día
del espíritu de la navidad (21 de diciembre) con sus amigos y dejar el encuentro familiar
para el 24 de diciembre.</span></span></span></span></span><br />
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<span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0" style="font-family: Georgia, Times New Roman, serif;"><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$19:0" /><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$20:0">Prepara
una velada de alegría y unión pero sobre todo de agradecimiento por lo
que has recibido este año y de apertura para estar listo a lo que te
traerá el próximo año y a todas las buenas energías de estas fiestas. El
perdón, la tolerancia y la paz deben habitar tu corazón y tu espíritu
este día y todo el año.</span><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$21:0" /><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$23:0" /><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$24:0">No
olvides que durante esta velada el ambiente debe ser de alegría, por
eso debes invitar a la unión y la celebración, y hacer que tus invitados la pasen muy bien en medio de una
atmósfera de amor y agradecimiento.</span><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$25:0" /><br data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$27:0" /><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$28:0">Si deseas pobrar el listado con deseos te invito a
aprovechar la energía increíble de esta fecha para hacer tus peticiones y
comenzar el año listo para trabajar en tus metas y anhelos.<br /><br /></span></span></span></span></span><br />
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<a href="https://3.bp.blogspot.com/-AUmvi5YhD4o/VJGm4HBDQtI/AAAAAAAATWQ/gdgAJFLQViU/s1600/0%2Bnavidad%2B03.gif" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="192" src="https://3.bp.blogspot.com/-AUmvi5YhD4o/VJGm4HBDQtI/AAAAAAAATWQ/gdgAJFLQViU/s1600/0%2Bnavidad%2B03.gif" width="320" /></span></a></div>
<div style="text-align: center;"><span data-ft="{"tn":"K"}" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".pe.1:3:1:$comment625097640886525_2042486:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$28:0" style="font-family: Georgia, Times New Roman, serif;"><b>Mis mejores augurios y que se cumplan todos tus deseos!!!!!!!!</b></span></span></span></span></span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com8Buenos Aires, CABA, Argentina-34.6036844 -58.3815591-62.913918236178844 -93.5378091 -6.2934505638211533 -23.225309099999997tag:blogger.com,1999:blog-987575731962482321.post-13880973548492737272020-10-02T19:59:00.000-03:002020-10-03T00:00:05.181-03:00La Carta Dracónica ó Carta del Alma<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://4.bp.blogspot.com/-6FBaG12TN00/Ti9EpvXPdeI/AAAAAAAANpg/gE0sdoarLh4/s1600/dragon_companion_2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://4.bp.blogspot.com/-6FBaG12TN00/Ti9EpvXPdeI/AAAAAAAANpg/gE0sdoarLh4/s1600/dragon_companion_2.jpg" /></a><span lang="ES-MX" style="font-family: "arial" , "helvetica" , sans-serif;">Dentro del estudio de Interpretación de Cartas Natales existen diferentes técnicas y enfoques, una de estas técnicas es realizar el estudio del zodíaco <b>Dracónico o Carta Dracónica</b>. Se trata de una carta similar a la carta natal pero que se inicia en el Nodo Norte de la Luna. </span></div>
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<span lang="ES-MX" style="font-family: "arial" , "helvetica" , sans-serif;">Armándose de esta forma un zodíaco paralelo donde los signos y grados en los que se hallan los planetas variarán en el 90 % de los casos. Se lo llamó el <b>Zodíaco del Alma,</b> que es un concepto que nos cuesta poner en palabras y quizás refleja muy bien el mundo de vivencias a las que apunta. Por ser un zodíaco que nace en el Nodo Norte de la Luna tiene una primera carga muy fuerte subconsciente. La Luna es uno de los significadores básicos del Alma en las correspondencias astrológicas, y por esa asociación con la Luna / Alma es que refleja o simboliza experiencias o sensaciones de tipo emocional, el mundo de la ensoñación, lo nocturno, lo menos visible. </span></div>
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En la carta Dracónica los planetas estarían reflejando otro plano de manifestación más psíquico, inconsciente y profundo. Muchas veces sucede que leemos nuestros signo en el zodíaco y más aún en la lectura de la carta natal parece que falta como una lectura subliminal o sutil, sería como leer el aura de la persona. En esta lectura sutil aparece otro signo en nuestro Sol y todos los otros planetas con lo cuál una persona que nace bajo el signo de Cáncer que supuestamente su misión tiene que ver con llevar amor a su entorno familiar, en principio, concurre a consulta y manifiesta que esa definición no le alcanza, se levanta esta carta Dracónica y vemos, por ejemplo, que su Sol Dracónico pertenece a Acuario con lo cual la interpretación sería que si bien su misión solar tiene que ver con su tribu y su entorno, su alma busca además relacionarse profundamente con grupos, buscar un trabajo vanguardista y colocar un toque original a cada cosa que realiza (estas últimas son características de Acuario). </div>
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El verdadero valor de la carta Dracónica es cuando la enlazamos con la Carta Trópica (la tradicional Carta Natal), ya que por sí sola la Dracónica nos dice poco. </div>
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El valor de la Astrología Dracónica es cuando permitimos que coexistan en un mismo círculo ambas Cartas. Como tiene tanta relación con la Luna se conecta directamente con el plano emocional y vincular de la persona, que funciona como si estuviera atrás de uno o rodeándolo. Si lo Lunar es menos perceptible, contactamos nuestras emociones más íntimas o la propia energía en contacto con el otro en la intimidad, los contenidos del zodíaco dracónico muchas veces se hacen patentes en este tipo de situaciones, o sea, en el mundo de mi contacto con otro. Es notable ver como en algunas personas se ven particularidades que en la Carta Natal Trópica no se pueden apreciar o no saltan a la vista, pero si levantamos la Carta Dracónica, esas particularidades aparecen en forma más evidente. Podríamos decir “yo soy asi....” pero además en “el fondo..” soy de esta otra forma. Cuando superponemos las dos Cartas (Trópica y Draco) tenemos la sensación que se abre otra dimensión. En Dracónica hay una vivencia como tridimensional, muy de espacio asociado al cuerpo astral y por eso tiene que ver con esos "fantasmas" que a uno lo rodean, con cosas muy íntimas que generalmente uno no verbaliza pero que están muy claras para la intimidad de la persona. </div>
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Es curioso, si tomamos el Ascendente Sol y Luna draco, y los contactos entre draco y trópica, hasta podríamos describir la personalidad, vida y destino del sujeto, nada más que con esas cosas que aislamos del contexto.</div>
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El mundo astrológico es amplio y vasto. Esta es una puerta más para llegar al Autoconocimiento a través de la Astrología y en este espacio lo que simplemente quiero mostrarles es que hay diversos e infinitos caminos para alcanzar el crecimiento personal. </div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com44tag:blogger.com,1999:blog-987575731962482321.post-28824848037655264182020-09-09T18:49:00.004-03:002020-09-10T01:40:52.642-03:00¿Los planetas pueden retroceder?<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://4.bp.blogspot.com/-vlEcfhR8TDg/VM1wWOreuqI/AAAAAAAAT04/mwJlmsjzV9o/s1600/RETROGRADOS%2B1%2BCentrocieloytierra.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://4.bp.blogspot.com/-vlEcfhR8TDg/VM1wWOreuqI/AAAAAAAAT04/mwJlmsjzV9o/s1600/RETROGRADOS%2B1%2BCentrocieloytierra.jpg" /></a><span face=""arial" , "helvetica" , sans-serif" style="font-size: small;">Todos los planetas giran alrededor del Sol, pero vistos desde la Tierra en este transitar de unos y otros los planetas se comportan muchas veces “como si, retrocedieran” este movimiento inverso se debe a una ilusión óptica, ya que la velocidad con que avanzan supera a la velocidad de nuestro planeta. Allí nacen lo que en Astrología denominamos los <b>PLANETAS RETROGRADOS </b>porque vistos desde la Tierra el efecto es que los vemos realizando una marcha hacia atrás en el sentido zodiacal. Esto ocurre en determinados momentos del año y NUNCA con el Sol o la Luna, sino con: Mercurio, Venus, Marte, Júpiter, Saturno, Urano, Neptuno y Plutón. </span></div>
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<span style="font-size: small;">Nacer en un momento en que hay planetas retrógrados es como un detalle especial a tener en cuenta en una carta. Quienes poseen planetas retrógrados generalmente es gente que “no encaja” con la corriente principal de la sociedad. Para estas personas existe una cierta necesidad de ir mas despacio, de realizar una introspección antes de accionar. Lo que represente el planeta retrógrado será el aspecto de la personalidad con que el individuo responda con más cautela y más lentamente. </span></div>
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<span style="font-size: small;"><b><u>Mercurio</u> </b>representa entre otras cosas a la comunicación, las personas que poseen Mercurio retrógrado actúan primero de forma extremadamente analítica y ordenada, discriminan todo, primero procesan la información antes de comunicar. </span></div>
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<span style="font-size: small;"><u><b>Venus</b></u> representa entre otras cosas al amor y al dinero, las personas que poseen Venus retrógrado actúan buscando a otros, primero como referentes para darse luego un valor o amor a sí mismos. </span></div>
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<span style="font-size: small;"><u><b>Marte</b></u> representa entre otras cosas la acción, el deseo, el empuje, etc. Las personas que poseen Marte retrógrado deben encontrar antes que nada su propio deseo, la motivación interna para accionar para luego poder actuar ante la sociedad. </span></div>
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<span style="font-size: small;"><b><u>Júpiter</u> </b>representa entre otras cuestiones la Fe, los dogmas, las creencias. Las personas que poseen Júpiter retrógrado deben relacionarse con su espiritualidad interna, con su propia fe para llegar a cobrar sentido los dogmas y religiones socialmente aceptadas. </span></div>
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<span style="font-size: small;"></span><span style="font-size: small;"><u><b>Saturno</b></u> representa los límites, el sostén, la estructura, el paso del tiempo etc. Las personas que poseen Saturno retrógrado deben en principio romper con estructuras internas para ser aceptado como parte de un ser social.</span></div>
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<span style="font-size: small;"><u><b>Urano</b></u> representa el romper con estructuras, lo nuevo lo creativo. Las personas que poseen Urano retrógrado deben estructurarse internamente antes de animarse a dar el salto en la sociedad hacia algo nuevo, original o creativo. </span></div>
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<span style="font-size: small;"><b><u>Neptuno</u> </b>representa lo colectivo, el fusionarse hasta perderse o despersonalizarse con otro. Las personas que poseen Neptuno retrógrado deben trabajar primero en sus normas y códigos de creencias para llegar a encontrar socialmente los misterios universales de la vida. </span></div>
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<div style="font-family: arial, helvetica, sans-serif;"><span style="font-size: small; text-align: justify;"><u><b>Plutón</b></u> representa lo inconsciente, la regeneración, el poder etc. </span><span style="text-align: justify;">Las personas que poseen Plutón retrógrado deben trabajar mucho con su propia identidad, con el autoconocimiento para poder actuar en la regeneración de toda la sociedad. </span></div><div style="font-family: arial, helvetica, sans-serif;"><span style="text-align: justify;"><br /></span></div><div style="font-family: arial, helvetica, sans-serif;"><span style="text-align: justify;"><br /></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><img alt="" height="310" 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" style="margin-left: auto; margin-right: auto;" width="230" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Añadir título<br /></td></tr></tbody></table><div style="font-family: arial, helvetica, sans-serif; text-align: justify;"><span style="font-size: large;">En este momento en el cielo tenemos a <b>Marte, Júpiter, Saturno, Urano, Neptuno y Plutón RETRÓGRADOS (9/9/2020)</b></span></div><div style="font-family: arial, helvetica, sans-serif; text-align: right;"><br /></div><div style="font-family: arial, helvetica, sans-serif;"><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="" height="258" 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" style="margin-left: auto; margin-right: auto;" width="234" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Añadir título<br /></td></tr></tbody></table><div style="font-family: arial, helvetica, sans-serif;"><br /><span style="text-align: justify;">Sabías que se puede poseer más de un planeta retrógrado de nacimiento? Será este tu caso??? Cuando un planeta retrógrado cambia su dirección y se pone directo??? Con el análisis de la carta natal se pueden blanquear todas estas dudas...</span><b style="text-align: justify;">elinagomez@outlook.com </b></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-52813671402191398722020-07-24T04:48:00.001-03:002020-07-24T04:48:50.987-03:0010 AÑOS DE BLOGUERA<div dir="ltr" style="text-align: left;" trbidi="on">
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-28560957466533494342020-07-24T02:55:00.003-03:002020-07-24T04:26:03.971-03:00Curso LA MAGIA de los 28 días<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "verdana" , sans-serif;"><b>El Curso de LA MAGIA</b> nos hace vivir la vida de otro modo. </span><span style="font-family: "verdana" , sans-serif;">Se enfoca en trabajar primero aspectos personales. </span><span style="font-family: "verdana" , sans-serif;">Luego con un otro cercano y luego con la sociedad en sí. </span><span style="font-family: "verdana" , sans-serif;">El proceso es evolutivo y está estructurado con un porqué cada ejercicio. </span><span style="font-family: "verdana" , sans-serif;">A medida que pasan los días se van viendo los logros. Y obviamente depende del Amor y el Compromiso que cada uno le brinde se ven los resultados.</span></div>
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<span style="font-family: "verdana" , sans-serif;">De hecho en estos tiempos creo que es una muy buena opción para trabajar con nosotros mismos. Y ver lo efectivos que son estos ejercicios.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Áreas de trabajo. Uno mismo. La salud. El dinero. Las relaciones con un otro. El trabajo. Las relaciones con otros. Mi vínculo con la sociedad etc. </b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>El secreto de LA MAGIA lo vas descubriendo día a día según transcurren los 28 días.</b></span></div>
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<span style="font-family: "verdana" , sans-serif;">No hay horario para que escuches el material que enviamos. Pero se recomienda realizarlos por la mañana. </span><span style="font-family: "verdana" , sans-serif;">No hay obligación de participar en el grupo donde se comparte. </span><span style="font-family: "verdana" , sans-serif;">El otro grupo es solo para envió del material. </span></div>
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<span style="font-family: "verdana" , sans-serif;">Iniciamos el último día del mes. Info por e inscripciones por privado: <br /><span style="font-size: large;"><br />EN INSTAGRAM y FACEBOOK @elinagomezastrologa</span></span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-81556546394966982492020-07-23T13:46:00.000-03:002020-07-24T03:57:02.852-03:00CURSO LA MAGIA 2020<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #1c1e21; font-family: "helvetica" , "arial" , sans-serif;"><b><span style="font-size: large;">Tenés tiempo? Estás libre en este tiempo de cuarentena? Te recomiendo aprovecharlo en tu propio beneficio, para tu propio bienestar, para que resignifiques todo lo vivido y te prepares con alegría para todo lo que va a venir después! Vamos, animate! Te esperamos! @ElinaGomezAstróloga y @LilianaMagistris</span></b></span><br />
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<span style="background-color: white; color: #1c1e21; font-family: "helvetica" , "arial" , sans-serif;"><b><span style="font-size: large;">COMPARTI ESTE LINK CON QUIEN CREAS NECESARIO</span></b></span><br />
<span style="background-color: white; color: #1c1e21; font-family: "helvetica" , "arial" , sans-serif;"><b><span style="font-size: large;"><a href="https://youtu.be/GO_YY5pQgs0">Charla informativa sobre el CURSO en YOU TUBE</a></span></b></span></div>
Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-14055621181007180692020-06-17T22:13:00.000-03:002020-07-24T03:58:33.877-03:00VIVOS en INSTAGRAM con Cuencos y Sonidos Ancestrales<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><b>Meditación y Armonización con cuencos y sonidos tibetanos durante todo el tiempo del aislamiento obligatorio. Armonizaciones por INSTAGRAM en VIVO.</b><br /><b>Todos los martes 18 30 hs de ARGENTINA en VIVO por </b></span><b style="font-family: verdana, sans-serif;">INSTAGRAM </b><b style="font-family: verdana, sans-serif;">@elinagomezastrologa.</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /><b>Seguime en INSTAGRAM y en FACEBOOK @elinagomezastrologa</b></span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-55273083692075408362020-03-02T16:55:00.000-03:002020-07-24T04:22:14.318-03:00¿Cuál es nuestra misión de vida de acuerdo a nuestro signo?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">Entre las diversas ramas en que se divide la Astrología existe una que es la Astrología Kármica que se ocupa del estudio de la Carta Natal en una segunda fase dimensional ya que se analiza la carta desde el lugar que vinimos a ocupar hoy en esta tierra determinando así la misión solar de cada signo o la MISIÓN SOLAR del ALMA. También se utiliza la Astrología Kármica para realizar un estudio sobre vidas pasadas. De acuerdo al signo en que nacemos traemos una misión y el SER escoge este signo para encarnar, porque necesita desarrollar una misión y aprender esa energía zodiacal. </span></div>
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<span style="font-size: small;"><b><span style="color: red;">Aires</span></b>: viene a desenvolver la autonomía el coraje y la decisión. <b>Misión:</b> es el conectarse con el trabajo espiritual ser guías espirituales o pioneros de esto, ya que por ser del elemento fuego lo espiritual le es familiar y purificador. </span></div>
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<span style="font-size: small;"><b><span style="color: #339966;">Tauro</span></b><b><span style="color: #ff9900;">:</span></b> viene con el deseo de poseer y adquirir bienes terrestres. Entonces su <b>misión </b>es aprender el desapego. El aprender a dar. Y como traen mucha fijeza vienen a aprender el dinamismo.</span></div>
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<span style="font-size: small;"><b><span style="color: magenta;">Géminis</span></b><b><span style="color: yellow;">:</span></b><b> </b>hay un deseo de comprender, de aumentar los conocimientos, de establecer vínculos. Su <b>misión</b> es estudiar, escuchar, aprender, desarrollar la inteligencia e interconectar todos los conocimientos de forma profunda para no quedarse en la superficie. </span></div>
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<span style="font-size: small;"><b><span style="color: blue;">Cáncer:</span></b><b> </b>hay un deseo de explorar la naturaleza de los lazos familiares, de meditar sobre el origen de la vida , y desenvolver su sensibilidad. Para ello su <b>misión</b> es aprender a desarrollar la sensibilidad sobre todo a través del núcleo familiar. </span></div>
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<span style="font-size: small;"><b><span style="color: red;">Leo</span></b><b><span style="color: #ff6600;">:</span></b> necesita existir ante los ojos de los demás, sentirse único y adorado. <b>Misión: </b>vienen a aprender lo que es el señorío que es la contrapartida del ego. No pensar en el YO con un encare vanidoso sino mas bien con el del DON DE GENTE. Es saber que el valor no viene de afuera. O sea aprender la autovalía. Ellos ansían el poder pero el verdadero poder es el espiritual y no la autoridad. </span></div>
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<span style="font-size: small;"><b><span style="color: #339966;">Virgo:</span></b> traen el deseo de entender y analizar el mundo material así como también el vegetal y el animal. Desea servir con prestación y eficacia. Es meticuloso y analítico. <b>Misión: </b>vienen a aprender lo que es el orden y la cotidianeidad, el día a día, la tarea minuciosa. A ser parte de un sistema. También la subordinación. </span></div>
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<span style="font-size: small;"><b><span style="color: magenta;">Libra:</span></b><b> </b>toma en cuenta que existe un otro fuera de mi. Allí aparece el deseo de armonía y justicia social. Es como un embajador itinerante. tiene deseos de paz, de justicia, de amor. <b>Misión:</b> vienen a aprender la armonía, el equilibrio que tanto le cuesta. Ellos están constantemente tendiendo a buscar esa armonía porque la pierden muy fácilmente.</span></div>
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<span style="font-size: small;"><b><span style="color: blue;">Escorpio:</span></b><b> </b>trae el deseo de limpiar todo lo que necesita ser limpiado para preparar una renovación. Debe destruir para reconstruir. <b>Misión:</b> vienen a aprender el despojo, el fusionarse con otro para ser uno solo, deben aprender la humildad y la limpieza en el sentido de la purificación. </span></div>
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<span style="font-size: small;"><b><span style="color: red;">Sagitario</span></b><b><span style="color: #ff6600;">:</span></b> vienen con el deseo de transmitir un mensaje espiritual. Brindar conocimientos y claridad a sus semejantes. La entidad desea esparcir alegría y felicidad en torno de sí. <b>Misión: </b>de conectar a los hombres con lo espiritual. Tienen un canal abierto, por ser un signo de fuego, con lo Divino. </span></div>
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<span style="font-size: small;"><b><span style="color: #339966;">Capricornio:</span></b> Vienen a aprender la paciencia y la perseverancia traen el deseo de asumir responsabilidades . Siempre hay un punto mas alto al cual llegar para contemplar mejor el paisaje. </span></div>
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<span style="font-size: small;">Ellos saben que quieren llegar a la meta. <b>Misión: </b>sería concluir con las metas y en el camino hacia esa meta aprender la concentración, la austeridad y las limitaciones. </span></div>
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<span style="font-size: small;"><b><span style="color: magenta;">Acuario:</span></b><b> </b>traen el deseo de vivir la alegría de la amistad. Quiere contribuir a liberar a sus semejantes. <b>Misión: </b>dar inspiración a otros para que también sean personales y se sientan libres. </span></div>
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<span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;"><span style="color: blue;">Piscis:</span></b><b style="font-family: Arial,Helvetica,sans-serif;"> </b><span style="font-family: "arial" , "helvetica" , sans-serif;">vienen para limpiar un viejo karma aceptando sufrimientos y limitaciones de todos los tipos. Vienen con mucho sufrimiento, es un signo que debe aceptar el sufrimiento. </span><b style="font-family: Arial,Helvetica,sans-serif;">Misión:</b> aprender: la humildad y la compasión. Tienen que sentirse integrados por toda la humanidad en un nivel compasivo.</span></div>
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0tag:blogger.com,1999:blog-987575731962482321.post-73854315478169591142020-02-23T03:07:00.000-03:002020-07-24T04:01:56.856-03:00LA MAGIA CURSO ALGUNOS TESTIMONIOS de EX CURSANTES<div dir="ltr" style="text-align: left;" trbidi="on">
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Elina Gómez Astrólogahttp://www.blogger.com/profile/02547682852241639242noreply@blogger.com0