tag:blogger.com,1999:blog-64058352569434078072024-03-13T03:05:07.962-07:00Reikiestesiónica y brujeríasfaustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.comBlogger92125tag:blogger.com,1999:blog-6405835256943407807.post-43720824211868606092023-12-30T09:21:00.000-08:002023-12-30T10:21:12.703-08:00REGENERADOR CELULAR<div style="text-align: center;"><a href="https://imgur.com/KdULsSb"><img src="https://i.imgur.com/KdULsSbl.jpg" title="source: imgur.com" /></a></div><p style="text-align: justify;">Este diseño que os presento está basado en uno que apareció en la revista francesa <i>La Radiesthesie pour tous</i> en mayo de 1964 y cuyo autor fue A. Vandenhoff. Lo promocionaron los Hnos. Servranx.</p><p><b><span style="color: #ffa400;">Modo de empleo:</span> </b></p><p style="text-align: justify;">El testigo a cargar o impregnar ha de situarse en los doce círculos inferiores. Puede tratarse de una foto, cabellos, algodón con saliva, plumas de animales... o un testigo artificial. El gráfico no necesita orientación.</p><p style="text-align: justify;">En los círculos superiores se pueden añadir <span style="color: #ffa400;"><a href="https://reikiestesionica.blogspot.com/search/label/potenciadores?m=0" target="_blank">potenciadores</a></span> para aumentar las peticiones.</p><p style="text-align: justify;">La duración de la emisión varía según el caso o las necesidades, hay que pendulear el número de minutos o sesiones por día, semana o mes. A título indicativo, para la primera semana, sesiones de 10 a 20 minutos serían suficientes para mantener y regenerar las células muy rápidamente.</p><p style="text-align: justify;">El agua ordinaria o destilada puede ser cargada de energía dinámica y utilizada en baños, compresas o riegos de plantas.</p><p style="text-align: justify;">El agua energizada por este procedimiento da excelentes resultados en cuanto a la regeneración celular.</p><p style="text-align: justify;">Experimente siempre con cautela y sentido común.</p><p style="text-align: justify;">Para evitar que este rediseño me lo copien en varias plataformas le he puesto una marca de agua, y ya sabéis, si queréis uno limpio os deberéis de haceros seguidores y enviarme un privado (urangaster@gmail.com). </p>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-53524275516222546622023-04-30T03:46:00.073-07:002023-04-30T08:13:44.518-07:00¿CÓMO PROGRAMAR PIEDRAS, CLONAR...?<p style="text-align: justify;">Hoy os traigo un vídeo de este radiestesista francés que se hace llamar Willy. Para los que no entendáis el idioma podéis poner en ajustes del yotube la opción de traducir los subtítulos al español. Nos explica este hombre cómo programar piedras y minerales para cualquier uso que queramos darle a la piedra en cuestión. </p><p style="text-align: justify;">No es posible poner aquí el vídeo por deseo expreso del autor, por lo que os pongo el enlace:</p><p style="text-align: justify;"><a href="https://youtu.be/Oz0-6F5PynA">https://youtu.be/Oz0-6F5PynA</a></p><p style="text-align: justify;">Aprovecho para comentaros también que existen otras formas de programar piedras, una de las cuales publiqué en su día en este blog. Por desgracia los de blogger me borraron ese post por motivos desconocidos. Intentaré publicarlo de otra forma.</p><p style="text-align: justify;">Increíblemente acaban de aprobarme de nuevo el post, pongo el <a href="https://reikiestesionica.blogspot.com/2017/10/grafico-omega-alfa.html?m=0" target="_blank">enlace</a>.</p><br /> <p></p>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-54591097892819294282022-06-12T09:56:00.032-07:002022-06-12T10:14:14.898-07:00PREPARAR, TRANSMITIR y DUPLICAR REMEDIOS<div style="text-align: center;"><a href="https://imgur.com/XM1Mheu"><img height="400" src="https://i.imgur.com/XM1Mheul.png" title="source: imgur.com" width="566" /></a></div><p style="text-align: justify;">El preparar, transmitir y duplicar remedios es algo muy común en homeopatía, radiónica y porqué no, en radiestesia. Por ello os he preparado unos prácticos gráficos para que sea más sencillo la mecánica de su manejo, tanto para uno mismo como para los demás. Por supuesto también podéis utilizar para ello los socorridos y clásicos <b><span style="color: #ffa400;"><a href="https://reikiestesionica.blogspot.com/search/label/dec%C3%A1gono%20simple?m=0">decágonos</a></span></b>.</p><p style="text-align: justify;"><b><span style="color: #ffa400;">LAS POTENCIAS</span></b></p><p style="text-align: justify;">En homeopatía es tan importante determinar el remedio como la potencia (dosis). Un remedio bien seleccionado puede fallar totalmente, o incluso hacer daño, debido a una dosis equivocada. Tanto la dosis como el remedio deben ser ajustadas a la necesidad del paciente.</p><p style="text-align: justify;">Las potencias se clasifican en centesimales o cincuentamilesimales (LM) y se dividen en bajas, medias y altas. Aquí nos referiremos únicamente a las más usadas, las centesimales. En el siguiente cuadrante podréis ver su clasificación. </p><p style="text-align: justify;">Los diferentes números se refieren al número de veces que se han diluido los ingredientes originales, por lo que el 30C se ha diluido muchas menos veces que el 200C. Sin embargo, por alguna razón en la medicina homeopática, se refieren a las fórmulas más diluidas como de alta potencia y a las menos diluidas como de baja potencia.</p><p style="text-align: justify;">Si hacéis un remedio en un gotero siempre debéis de pendulear el tiempo necesario que tiene que estar en el gráfico y por supuesto la posología adecuada, para ello os he preparado el cuadrante inferior.</p><div style="text-align: center;"><a href="https://imgur.com/94aakC6"><img src="https://i.imgur.com/94aakC6l.jpg" title="source: imgur.com" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: left;">Ahora os propongo otro gráfico emisor muy potente, tanto es así que tenéis que pendulear el tiempo con cuidado, demasiada exposición no es conveniente. Hay que orientarlo al norte con la brújula.</div><div style="text-align: left;"><br /></div><div style="text-align: center;"><a href="https://imgur.com/jgOIlsU"><img src="https://i.imgur.com/jgOIlsUl.jpg" title="source: imgur.com" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: left;">Otro excelente gráfico emisor es el <b><a href="https://reikiestesionica.blogspot.com/2020/08/tricircle.html?m=0" style="color: #ffa400;">Tricircle</a>, </b>que ya publiqué en este blog hace un año.</div><div style="text-align: left;"><br /></div><div style="text-align: justify;">Y por último os facilito un gráfico duplicador muy práctico, podéis curiosear este <b><a href="https://menteenergia.blogspot.com/2013/07/duplicar-remedios-con-instrumentos.html"><span style="color: #ffa400;">blog</span></a></b> para saber más.</div><div style="text-align: justify;">A la izquierda se coloca la sustancia a copiar o incluso un deseo escrito en un papel, y a la derecha el testigo o frasco receptor. Hay que dejar unas dos horas para que haga efecto. Funciona mejor aunque no es imprescindible si el receptor se orienta al este geográfico. </div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><a href="https://imgur.com/dFZaDgK"><img height="380" src="https://i.imgur.com/dFZaDgKl.png" title="source: imgur.com" width="539" /></a></div>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com2tag:blogger.com,1999:blog-6405835256943407807.post-78309772804704514342022-04-29T11:17:00.350-07:002022-05-01T10:23:19.790-07:00PATRÓN AMPLIFICADOR<div style="text-align: center;"><a href="https://imgur.com/U2RMujD"><img src="https://i.imgur.com/U2RMujDl.png" title="source: imgur.com" /></a></div><div style="text-align: left;"><span style="text-align: justify;"><br /></span></div><div style="text-align: left;"><span style="text-align: justify;">Esta vez os traigo un gráfico que está basado en un diagrama llamado </span><b style="text-align: justify;">Impresor Psicotrónico</b><span style="text-align: justify;">, desarrollado en 1978 por algunos asociados que prefieren permanecer en el anonimato pero puesto en escena gracias al trabajo del Dr. Patrick Flanagan y el Dr. Christopher Hills. Originalmente se usaban 7 círculos externos con el disco </span><i style="text-align: justify;">Sensor II</i><span style="text-align: justify;"> de Flanagan. En su día los usó también para hacer colgantes. De hecho, el Dr. Flanagan escribió un libro sobre el poder de las pirámides y afirmó que estos colgantes tienen la capacidad de producir los mismos efectos energéticos que las pirámides, pero en una forma más compacta.</span></div><div style="text-align: left;"><span style="text-align: justify;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgecqzfQfGK9y3BwrPPwYvStwHYUjNERWp6nnQmtNFwYb1F955jD-wXU95ZreXA4SvK9ANeJlUM4vCiSub3rb6SvnAqmWmZx10s9p90qy_attLaC7G_8U9Jw9ktayQ52_7bHIzXQW0CjIvr1Krt9PyZF6ZmVAvn8vbKFRqQkhbk8YLCf_wRrYPjsV0s/s590/Pi-Ray%20coffer2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="590" data-original-width="583" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgecqzfQfGK9y3BwrPPwYvStwHYUjNERWp6nnQmtNFwYb1F955jD-wXU95ZreXA4SvK9ANeJlUM4vCiSub3rb6SvnAqmWmZx10s9p90qy_attLaC7G_8U9Jw9ktayQ52_7bHIzXQW0CjIvr1Krt9PyZF6ZmVAvn8vbKFRqQkhbk8YLCf_wRrYPjsV0s/w212-h215/Pi-Ray%20coffer2.jpg" width="212" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6Olbo9j_4NvOb3GH-roU7UQp0XoHpkYtdFm0hDQQcYFeT6h6H-TVPMx2yJPF4ub48Xs558fyr-Ya-31tcFaTo8OzktR-wMFnkvQTmyXHFQZQMHa3yD-TjOD5kAAe-L9nBL78IIHb7zx62KitLb_sCeNq248XkoB1AJ58EjJJUgDmAbfCEm0tHbGsR/s900/pat_flanagan_sensor_ii_by_reciii_d2xuo89-fullview.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="345" data-original-width="900" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6Olbo9j_4NvOb3GH-roU7UQp0XoHpkYtdFm0hDQQcYFeT6h6H-TVPMx2yJPF4ub48Xs558fyr-Ya-31tcFaTo8OzktR-wMFnkvQTmyXHFQZQMHa3yD-TjOD5kAAe-L9nBL78IIHb7zx62KitLb_sCeNq248XkoB1AJ58EjJJUgDmAbfCEm0tHbGsR/s320/pat_flanagan_sensor_ii_by_reciii_d2xuo89-fullview.jpg" width="320" /></a></div><br /><br /><div style="text-align: left;"><span style="text-align: justify;">La idea fue también desarrollada en los años 90 por </span><span style="color: #ffa400; text-align: justify;"><a href="http://www.charlescosimano.com/e-books.html" target="_blank">Charles Cosimano</a></span><span style="text-align: justify;"> en sus patrones amplificadores. Hay que colocar el testigo (o testigo + petición) o el recipiente con agua en el centro (gotero, vaso de agua...), y los remedios o peticiones en los círculos exteriores (tarjetas RAE, papelitos con peticiones, flores de Bach, solidos platónicos, runas...). Este gráfico amplificará y enviará al testigo todo lo que pongamos en los círculos exteriores. Según Cosimano </span>el poder del patrón está en proporción al número de círculos que rodean al central. Recuerda que todo lo que pienses sobre el tema será amplificado y transmitido a él siempre que su testigo esté en el patrón, así que tenga cuidado. Otro uso excelente para estos patrones consiste en mantener uno o más de ellos en su automóvil. Luego, cuando se encuentre atrapado en un lío de tráfico o tropezando continuamente con semáforos en rojo, pon los dedos de tu mano en el centro del patrón y transmite el deseo de ser libre de la dificultad. Te sorprenderá lo rápido que funciona.</div></div><p style="text-align: justify;">Por supuesto toda petición tiene que ser factible, no se os ocurra poner cosas imposibles de realizar. Y siempre peticiones que tengan que ver con hacer el bien a la persona y no usarlo para el provecho propio. De lo contrario sucederá el "golpe de retorno" o efecto boomerang de la ley causa-efecto. Las consecuencias serían nefastas para los incautos o inexpertos. No podemos interferir en el karma ajeno.</p><p style="text-align: justify;">Aunque no es imprescindible, una vez colocado el testigo y los remedios podemos pendulear (a la derecha) encima del testigo para darle comienzo, una vez que ha parado el péndulo, ya está activo el gráfico. Por supuesto tendremos que testar radiestésicamente para saber cuánto tiempo lo dejamos trabajando y por supuesto testar todas las demás opciones para saber si están bien o mal.</p><p style="text-align: justify;">Paralelo a esta idea ya los hermanos Servranx estudiaron en los años 50 del siglo pasado las propiedades del magnetrón (muy usado en microondas con dos imanes cilíndricos) como amplificador de intenciones y lo aplicaron utilizando el péndulo como activador.</p><p style="text-align: justify;">Si queréis experimentar y emular a Christopher Hills, podéis pegar el gráfico en una lámina de cartón pluma, hacéis los agujeros correspondientes y justo debajo de cada círculo colocáis un imán o unas espirales de cobre con el fin de amplificar el gráfico.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3b_kXtzScBTTpiMysg7LzkVC7Syrz_gWApubLq3W7R5NjHm8N2wJzkcM5neO3XSFJ-zEZLCqzQyIGAr6nCB9ftUMxiQUrlTZznTbA6H5TFNZKvRrgXQsv6Qotzvx3BrK6sOj6C8op3U5FHrBrB8VCqtgPGuTitAyl1QV2FLVPvKuphtS_NxtXHKUl/s500/Magnetron%20Christopher%20Hills.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="500" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3b_kXtzScBTTpiMysg7LzkVC7Syrz_gWApubLq3W7R5NjHm8N2wJzkcM5neO3XSFJ-zEZLCqzQyIGAr6nCB9ftUMxiQUrlTZznTbA6H5TFNZKvRrgXQsv6Qotzvx3BrK6sOj6C8op3U5FHrBrB8VCqtgPGuTitAyl1QV2FLVPvKuphtS_NxtXHKUl/s320/Magnetron%20Christopher%20Hills.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Pdz9zHGkzdDzCJUYpBWzPb4FJySw7sjMcs01ZKUD6TIz28O_Bammit_7xrWWuAoemupsHFSOySeUZaFK-K3anzEYi3kd6KX_q6ySJY9ANKGH-gbSD6T1rG7TQEq9A2GHV7fXqA6nichhMoJ4SJrlKyrC6yVmsY0crJJ46Qb4GgB8sCwOEE0LkOXb/s426/espirales%20magnetron.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="404" data-original-width="426" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Pdz9zHGkzdDzCJUYpBWzPb4FJySw7sjMcs01ZKUD6TIz28O_Bammit_7xrWWuAoemupsHFSOySeUZaFK-K3anzEYi3kd6KX_q6ySJY9ANKGH-gbSD6T1rG7TQEq9A2GHV7fXqA6nichhMoJ4SJrlKyrC6yVmsY0crJJ46Qb4GgB8sCwOEE0LkOXb/s320/espirales%20magnetron.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><span style="text-align: justify;">Una vez que la petición o deseo se ha cumplido debemos de limpiar el gráfico pasando un imán (tres veces de arriba hacia abajo) o usar azufre o sahumerios.</span></div><p style="text-align: justify;">El dibujo original es cortesía del estadounidense Tim Pitts.</p><p style="text-align: justify;">En la red podéis encontrar láminas impresas en acetatos a modo de placas impresas con el nombre de <b>Magnetron</b>. Incluso existe un programita (de pago) para ordenador con el mismo nombre, y la verdad es que funciona muy bien.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiY7sPFVJYkqDgs6mlpdy-JqeI6udYe_8VuCngzjmHf8jHGlxB2_gx5PWgUzb1mrhPYdM7myUcxVk2HeY7aACTOquAJXCnxO9tXzk3-6mV3NEcf1Gjp1BOzv3aZ4d6GyjXsF1lm36YDy2TiwPyYT5VcVzVRZj1KAxcywUFHB3ppUZZGadulJw2Amss/s400/Magnetron.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="400" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiY7sPFVJYkqDgs6mlpdy-JqeI6udYe_8VuCngzjmHf8jHGlxB2_gx5PWgUzb1mrhPYdM7myUcxVk2HeY7aACTOquAJXCnxO9tXzk3-6mV3NEcf1Gjp1BOzv3aZ4d6GyjXsF1lm36YDy2TiwPyYT5VcVzVRZj1KAxcywUFHB3ppUZZGadulJw2Amss/s320/Magnetron.jpg" width="320" /></a></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/b/R29vZ2xl/AVvXsEj6jhfsY8dqVlWkeet7qhThDFoV44FbBIKtTKpaR8RXDqy4PDJig5NmpoR0orWjfmPYRE2aFM_Ob0q4oMCo-SsYvENJZpV7krGxADHXFL_KSHSVIDCQ_lwphiUS_zEdMQSHJvch0P6qGoQ6FL3_dWVkR690q_m7cYYCCgdP6BDNEEbGF68TVvSdT_5T/s1144/magnetron%20programa.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="699" data-original-width="1144" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6jhfsY8dqVlWkeet7qhThDFoV44FbBIKtTKpaR8RXDqy4PDJig5NmpoR0orWjfmPYRE2aFM_Ob0q4oMCo-SsYvENJZpV7krGxADHXFL_KSHSVIDCQ_lwphiUS_zEdMQSHJvch0P6qGoQ6FL3_dWVkR690q_m7cYYCCgdP6BDNEEbGF68TVvSdT_5T/w442-h271/magnetron%20programa.jpg" width="442" /></a></div><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><span style="text-align: left;">Hay mas gráficos de este tipo que puedes encontrar en la red, y como colofón os presento una versión personal creada para la ocasión que me parece muy interesante. Ahora solamente os queda experimentar con las dos versiones. Por supuesto, espero vuestros comentarios.</span></div><div style="text-align: justify;"><span style="text-align: left;"><br /></span></div><div style="text-align: center;"><br /></div><div><script async="" charset="utf-8" src="//s.imgur.com/min/embed.js"></script></div>
<div style="text-align: center;"><a href="https://imgur.com/ID6qvgL"><img src="https://i.imgur.com/ID6qvgLl.png" title="source: imgur.com" /></a></div>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.comtag:blogger.com,1999:blog-6405835256943407807.post-13264626606455860672021-02-13T08:31:00.008-08:002022-04-29T11:13:44.100-07:00Medallón Braeda<div style="text-align: center;"><a href="https://imgur.com/NvzRKBb"><img src="https://i.imgur.com/NvzRKBbl.jpg" title="source: imgur.com" /></a></div><p> Este gráfico se puede incluir dentro de los patrones, dibujos activos o yantras. Existe una segunda versión que os muestro abajo. Los dos han sido rediseñados para la ocasión.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://imgur.com/CSE2mai"><img src="https://i.imgur.com/CSE2mail.jpg" title="source: imgur.com" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><b style="font-weight: bold;">USO GENERAL</b><b>: </b>Este gráfico se puede usar para enviar remedios, en este
caso ponga el testigo del paciente en la cruz y los remedios escritos y
colocados en la parte superior, deje que el péndulo oscile sobre ellos. También
protege del ataque psíquico. Si la persona ha recogido una entidad, deje al
testigo en el gráfico durante al menos cuatro horas. También protege de las radiaciones electromagnéticas y telúricas, simplemente coloque el gráfico pegado a los aparatos eléctricos o debajo de la cama si observa una geopatía.</div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><b>COMENTARIOS</b></div><div style="text-align: center;"><b><br /></b></div><div style="text-align: justify;">Existen diversas teorías sobre el origen de este gráfico, la primera (Braeda 2) hace referencia a los cátaros en el libro del Dr. Arthur Guirdham, <i>We are One Another</i> en el cual aparece este diagrama grabado en un medallón llamado "A Foot in Two Worlds" (Neville Spearman, 1973). De hecho parece ser que en los años 70 del siglo pasado utilizaban este gráfico para neutralizar las radiaciones de los televisores colocándolos debajo de los aparatos. En el mismo libro se comenta también que el dibujo fue canalizado por una "Sra. Mills" de un espíritu cátaro llamado Braida.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Otras fuentes opinan que lo crearon unos monjes tibetanos hace milenios usando para ello unos caracteres rúnicos grabados en cortezas.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La cruz celta fue uno de los principales patrones de curación a distancia investigados y utilizados por el Dr. Aubrey Westlake y sus asociados (ver su libro <i>The Pattern of Health</i>).</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El Braeda 1 aparece en el libro <i>Radiant Healing</i> de Isabel Bellamy y Donald MacLean.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El símbolo parece bastante similar al símbolo planetario del Sol de la tradición mágica occidental.</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe9XFzz4sthGsoFFV47JolFogfDa8XC9GwydqDoGIXqJN36fQ-fjWkaWz3Qxf8wqyxt0T4MoXyWH69aHzeh2nwTUroojJmjET5ezxovtea5yH_75r-WRYb2c52B6GNm_zlewAbMTh9dHA/s198/sello+planetario+del+sol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="198" data-original-width="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe9XFzz4sthGsoFFV47JolFogfDa8XC9GwydqDoGIXqJN36fQ-fjWkaWz3Qxf8wqyxt0T4MoXyWH69aHzeh2nwTUroojJmjET5ezxovtea5yH_75r-WRYb2c52B6GNm_zlewAbMTh9dHA/s16000/sello+planetario+del+sol.jpg" /></a></div><br /><div style="text-align: center;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><p class="MsoNormal"><o:p></o:p></p>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com3tag:blogger.com,1999:blog-6405835256943407807.post-69445498351119218202020-08-21T15:39:00.003-07:002020-08-21T15:54:20.001-07:00TRICIRCLE<div style="text-align: center;">
<a href="https://imgur.com/bIWh7kX"><img height="533" src="https://i.imgur.com/bIWh7kX.jpg" title="source: imgur.com" width="377" /></a> </div><div style="text-align: center;"> </div><div style="text-align: center;"> </div><div style="text-align: justify;">Creado por Jean de La Foye, es un gráfico “emisor” con una gran capacidad para
enviar energía en forma física a quien lo necesite utilizando para ello: medicinas, piedras energizadas, remedios homeopáticos, alopáticos o florales, hierbas medicinales, cristales variados, dibujos activos, figuras geométricas, hexagramas del I Ching, colores, una intención, signos del zodiaco, una música relajante... a
quien lo necesite. Incluso podemos enviar colores de cromoterapia dejando encendida una pequeña linterna o enviar un sonido producido por un metrónomo (60 compases por minuto) o diapasón.<br /></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><span class="tlid-translation translation" lang="es"> </span></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">Estamos hablando de una máquina radiónica muy potente a pesar de su sencillez. También se puede utilizar para uno mismo o para animales. Lo podemos imprimir tal cual y plastificarlo o hacerlo en madera, cartulina o cobre. También podéis poner hilos de cobre pegados a los círculos.<br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><br />Me he permitido añadir al gráfico un norte artificial con lo que se hace innecesario alinearlo al norte. Además está en tamaño A3. En el círculo superior se coloca el corrector (lo que se quiere enviar al destinatario) y en el círculo inferior el testigo (foto orientada al norte, cabellos, sangre... o un testigo artificial, mapas...).</span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">En el círculo del medio colocaremos un potenciador de energía: un imán, un cuarzo maestro, una pirámide de cristal de roca, un cono, el sello de Pitágoras, una piedra preciosa... Todo el conjunto debe permanecer quieto en un lugar tranquilo sin ruidos ni contaminación eléctrica.<br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">Se debe evitar que el destinatario se entere del procedimiento para evitar la sugestión.<br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">Como siempre, tanto el análisis preliminar como los tiempos de exposición serán controlados mediante radiestesia. Cuando enviemos el contenido de un gotero, tras el uso nos desharemos del líquido vertiéndolo a tierra. A los siete días es conveniente evaluar el resultado.</span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">Aparte de para enviar remedios también podemos usarlo como copiador de remedios, así pondremos en el círculo superior el líquido a copiar y en el círculo inferior el gotero con agua neutra y unas gotas de coñac como conservante.</span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es">Para acabar con una plaga de hormigas puedes poner un insecticida (natural o no) en el círculo superior y una foto del hormiguero o un plano del jardín en el círculo inferior. </span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: center;"><span class="tlid-translation translation" lang="es"><img alt="" height="254" src="data:image/png;base64,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" width="115" /> </span></div><div class="separator" style="text-align: center;"><span class="tlid-translation translation" lang="es"> </span></div><div class="separator" style="text-align: left;"><span class="tlid-translation translation" lang="es">En esta foto podemos observar un remedio homeopático acompañado de un color que va dirigido a una mujer. <br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><span style="color: #ffa400;">!YA ME VAIS CONTANDO...¡¡¡</span><br /></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"></span></div><div class="separator" style="text-align: justify;"><span class="tlid-translation translation" lang="es"><br /><br /><br /></span></div>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com5tag:blogger.com,1999:blog-6405835256943407807.post-11115143332716579802020-07-05T03:08:00.001-07:002020-07-05T03:08:12.599-07:00 Neutralizadores para el móvil (celular) (2)<div style="text-align: center;">
<a href="https://imgur.com/krDjxbN"><img height="640" src="https://i.imgur.com/krDjxbN.jpg" title="source: imgur.com" width="451" /> </a><br />
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Continuamos con la segunda remesa de símbolos neutralizadores de móviles (celulares). Os pongo algunos curiosos y poco conocidos.<br />
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1 - Representación gráfica de un moai de la isla de Pascua. Este símbolo emite ondas de forma muy potentes.</div>
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2 - No podía faltar la famosa espiral. No importa el sentido en el que lo pongáis, funcionan todos.</div>
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3
- La cruz de Jerusalem formada por cuatro cruces. Este símbolo se usa en el sistema Praneohom para armonizar dormitorios. Una sola cruz también armoniza pero es mas efectivo el uso de los cuatro juntos.</div>
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4 - Imagen muy simple de los indios norteamericanos. Nunca se imaginarían ellos que este diseño fuera capaz de neutralizar móviles. </div>
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5
- Es el logo de <a href="https://es.wikipedia.org/wiki/Thelema" target="_blank"><span style="color: orange;"><b>Thelema</b></span></a>, especie de pseudo religión o filosofía de vida fundada por Aleister Crowler a principios del siglo XX.</div>
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6 - La cruz de <a href="https://es.wikipedia.org/wiki/Anj" target="_blank"><span style="color: orange;"><b>Ankh</b></span></a> o ansada, de origen egipcio. Construido con cobre se usa para realizar sanaciones.</div>
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7
- Es el símbolo de la mano de Fátima o <a href="https://es.wikipedia.org/wiki/Jamsa" target="_blank"><span style="color: orange;"><b>Jamsa</b></span></a>. Muy utilizada desde tiempos remotos por religiones como el jainismo. Existen versiones con ojo o sin él.</div>
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8 - Símbolo azteca que representa un águila.</div>
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9 - Símbolo de la paz que apareció en la época hippie de los años 60. Fue creado por el diseñador británico Gerald Holtom para la campaña de desarme "British Campaign for Nuclear Disarmament".</div>
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<span style="color: orange;"><b>¡¡¡ID PROBANDO Y YA ME COMENTÁIS...!!!</b></span><br />
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com9tag:blogger.com,1999:blog-6405835256943407807.post-71918664639131942342020-06-13T13:26:00.000-07:002020-06-13T13:27:18.114-07:00IMPLANTES ENERGÉTICOS<div style="text-align: center;">
<a href="https://imgur.com/EzmD73F"><img height="280" src="https://i.imgur.com/EzmD73F.jpg" title="source: imgur.com" width="400" /></a>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Los implantes energéticos también conocidos como dispositivos energéticos limitantes (sobre todo en péndulo hebreo) o dispositivos de limitación espiritual, son dispositivos que se colocan en el cuerpo etérico y demás capas del aura. Siempre tienen la misión de limitarnos e impedir nuestra evolución personal. Suelen ser colocados por los "oscuros" .</span></div>
<div style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><br /></span></div>
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<![endif]--><b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">¿De
dónde vienen los implantes?</span></b></span></span></div>
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<div class="MsoNormal">
<span style="color: orange;"><b>¿Quiénes son los "oscuros"?</b></span></div>
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<![endif]--></b></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Son extraterrestres de baja vibración que han tratado de controlar a la humanidad e incluso al reino animal desde hace por lo menos 24000 años. Buscan controlar a los demás. Una de las formas de hacerlo es
con implantes. Los grupos más importantes con los que tenemos que lidiar son
los Grises, los Reptilianos y los Dracos. </span></div>
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<![endif]--><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Los grises son muy mentales. Están muy avanzados tecnológicamente, pero como
raza, han perdido sus cuerpos emocionales como resultado de la ingeniería
genética destinada a purgar el comportamiento violento y criminal de la
especie. Desafortunadamente, estas experiencias genéticas los hicieron
incapaces de sentir algo: amor, compasión o empatía. Utilizan la canalización para convencernos con falsos mensajes.</span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Muy
sofisticados, los Dracos son los malvados ingenieros del control de masas en
este planeta. Ellos son los que están detrás del control y la limitación de los
recursos en la Tierra. Vienen del planeta Draconis, en el sector de Orión. L</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">os
Dracos y los Reptilianos invadieron este planeta al comienzo de la historia, y
han permanecido allí desde entonces.</span></span></div>
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<div class="MsoNormal">
<span style="color: orange;"><b>¿Cómo recibimos los implantes?</b></span></div>
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<br /></div>
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<![endif]--></b></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Hay
muchos tipos de implantes para diferentes tipos de cosas. Los Dracos y Reptilianos invadieron este planeta durante el período Lemuriano,
y han mantenido el control desde entonces. Después de la caída de Lemuria, la
Atlántida lo siguió. Fue durante la caída de Atlantis que el uso de implantes
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<![endif]--></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Los
implantes se reciben a través de los cuerpos sutiles. Controlan nuestro acceso
a frecuencias más altas. </span></span></div>
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forma de recibir implantes es asociarse con diferentes organizaciones
espirituales de naturaleza negativa. Esto incluye cualquier religión que use el
control mental y el miedo para aumentar el control sobre sus miembros. </span></span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Puedes colocar la etiqueta en el péndulo hebreo y testarlo con la parte lisa (en modo adivinatorio) o lo puedes testar con un péndulo normal de la siguiente manera: Colocas el testigo encima de la etiqueta y situando el péndulo justo encima del testigo tienes que comprobar si el péndulo oscila o gira. Si oscila es que no existe implante, pero si gira si que hay uno (estos movimientos serán así si tu sí es en sentido horario y el no antihorario, en otros casos recomiendo que lo programéis de esta manera).</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">También puedes saber en que parte del cuerpo tienes implantado un dispositivo de estos. Solo debes de usar el grafico con su correspondiente testigo encima y con la mano izquierda vas pasando con un puntero cada punto del cuerpo, primero por delante y después por la espalda. En cuanto el péndulo gire ya habrás localizado el implante. Posteriormente podrás especificar con una lámina más detallada o con un cuadrante correspondiente a un sistema el órgano exacto.</span><br />
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><b>MÉTODOS PARA ELIMINAR IMPLANTES ENERGÉTICOS </b></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Os explicaré tres métodos que conozco, siendo el último el mas laborioso pero el mas potente. El primero de ellos está basado en un método explicado hace tiempo creado por <a href="http://reikiestesionica.blogspot.com/search/label/H.O.Busby" target="_blank"><span style="color: orange;"><b>H. O. Busby</b></span></a> , que programaba guijarros de río o de playa para conseguir ciertos objetivos.</span><br />
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Lave los guijarros recogidos con agua fría y póngalos en el centro del gráfico. Después pendulee en el sentido de las agujas del reloj encima de los guijarros hasta que éste se detenga. Así ya estarán cargados y listos para usar. Coja con la mano uno de los guijarros y téngalo en su puño un minuto o dos. Después teste si sigue teniendo el/los implantes. También puede dar los guijarros a otras personas. Las cifras 4444 significan que están los ángeles cuidándonos.</div>
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El segundo método es utilizando las letras hebreas que aparecen en el gráfico inicial. Se coloca el testigo encima de la etiqueta y al intencionar su eliminación el péndulo empezará a girar (normalmente de izda. a dcha.). En cuanto se haya detenido el péndulo ya estará eliminado el implante. Testar si se ha eliminado.</div>
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Y el tercero y más complejo pero que a veces no queda otro remedio que usarlo ya que los métodos anteriores no funcionan. No puedo transcribir aquí todo el texto ya que no tengo autorización pero lo podéis ver en el siguiente enlace, ya se que está en francés pero con el traductor es fácil de entender.</div>
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<a href="http://www.terrenouvelle.ca/comment-eliminer-les-implants/">http://www.terrenouvelle.ca/comment-eliminer-les-implants/</a></div>
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Consiste en usar unas oraciones muy potentes a los arcángeles. Este sistema elimina de un plumazo todos los implantes conocidos y desconocidos así como otro tipo de parásitos, maldiciones y hechizos. Requiere de un par de horas de proceso.</div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com1tag:blogger.com,1999:blog-6405835256943407807.post-58310649931166709202020-05-16T16:19:00.000-07:002020-07-05T03:08:26.723-07:00Neutralizadores para el móvil (celular) (1)<div style="text-align: center;">
<a href="https://imgur.com/dbkr4ec"><img height="640" src="https://i.imgur.com/dbkr4ec.jpg" title="source: imgur.com" width="451" /></a>
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Vamos a tocar un tema no muy publicitado por el mercado pero que realmente considero muy necesario para la salud de todos. Lo poco que podemos ver en las redes sobre gráficos neutralizadores para teléfonos móviles va siempre asociado a la venta, es decir que si queremos que nuestro aparato no nos cause molestias ya nos obligan a soltar dinero para conseguir unas pegatinas o adhesivos que en la mayoría de los casos no cumplen su función o se saturan al poco tiempo. </div>
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Con el transcurso de los años he conseguido muchos neutralizadores de este tipo, y hoy os voy a presentar la primera remesa; algunos poco conocidos pero muy efectivos que os sorprenderán a mas de uno. Todos ellos se pueden colocar dentro de la funda del móvil, ya sea detrás o delante, incluso si los reducís es posible colocarlos dentro de la carcasa, donde va la batería. </div>
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Y lo mejor de todo es que todos son gratuitos y no tendréis problemas con los derechos de autor ni cosas de ese estilo. Por supuesto están todos testados, si tenéis móviles pequeños de los antiguos solo tendréis que reducirlos un poco. Es conveniente plastificarlos para que duren más, después lo podéis pegar a la funda. Con tiempo, pueden llegar a saturarse por lo que hay que pasarles un imán.<br />
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1 - Es un antiguo símbolo soviético poco conocido (redibujado para la ocasión) pero que da muy buenos resultados.</div>
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2 - Es uno de los muchos gráficos geométricos que tengo recopilados.</div>
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3 - Está basado en la biogeometría, cuyo maestro es el hindú Dr. Ibrahim Karim. En la onda L-90 y L-45 que explico en mis cursos de "Comunicación con las plantas".</div>
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4 - Precioso dibujo geométrico con reminiscencias de la geometria sagrada. También lo podéis ver en algunos mandalas (yantras).</div>
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5 - No podía faltar este gráfico, de mi autoría, que aparte de geopatías telúricas es capaz de neutralizar las radiaciones de nuestro móvil.</div>
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6 - Esta curiosa combinación capicúa del 5 al derecho e invertido y el signo de zigzag en medio, sorprende por su simpleza.</div>
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7 - Es el símbolo del electrosmog o contaminación electromagnética. Aparte de para el móvil es de uso general en los aparatos electromagnéticos.</div>
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8 - Otro bonito gráfico geométrico.</div>
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9 - Poco conocido gráfico de la diosa egipcia Isis.</div>
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<span style="color: orange;"><b>¡¡¡ID PROBANDO Y YA ME COMENTÁIS...!!!</b></span></div>
faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com5tag:blogger.com,1999:blog-6405835256943407807.post-10249240492172106402020-05-16T00:10:00.001-07:002020-05-16T00:15:52.421-07:00TENGO UN SUEÑO REPARADOR<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL4Oqs-6l13sObpkBUIMwvZysLTkh11mZ22aYbVZHDrTBC1yXCLZyMysynCtJ6GmoKLlQhGseIVtU3buxXo7V-u-GYGX3QOjVC9ReUT1NbLlpp9IU_4pR_aU0s52BJv9dg-4yBrAsTyZ0/s1600/un+sue%25C3%25B1o+reparador.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL4Oqs-6l13sObpkBUIMwvZysLTkh11mZ22aYbVZHDrTBC1yXCLZyMysynCtJ6GmoKLlQhGseIVtU3buxXo7V-u-GYGX3QOjVC9ReUT1NbLlpp9IU_4pR_aU0s52BJv9dg-4yBrAsTyZ0/s640/un+sue%25C3%25B1o+reparador.jpg" width="512" /></a></div>
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El presente gráfico ha sido realizado por nuestra amiga <a href="https://www.facebook.com/nika.martin" target="_blank"><span style="color: orange;"><b>Verónica Martín</b></span></a> dentro del marco del curso de <b><a href="https://www.facebook.com/Radievolutiva/" target="_blank"><span style="color: orange;">radiestesia evolutiva</span></a></b>. Este gráfico sirve para:</div>
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- Para cuando las emociones negativas ligadas a problemas no resueltos durante el día no te dejan dormir.</div>
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- Para armonizar problemas transgeneracionales relacionados con el insomnio.</div>
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- Para ayudar a acceder a los registros akáshicos de la persona mientras duerme y así purificar su energía, transmutando las energías negativas en luz, paz y amor, y encontrando sentido a los problemas diarios.</div>
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- Para encontrarse a uno mismo mientras se duerme.</div>
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- Funciona como canalizador de la buena suerte ayudándonos a dormir más tranquilos, pues estamos en sintonía con la suerte y la prosperidad.</div>
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- Para ordenar pensamientos, sentimientos o emociones negativos o tóxicos que nos hacen daño o nos provocan malestar y hacen que entremos en una dinámica que nos impide dormir o dormir plácidamente.</div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"></span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><b>MODO DE USO</b></span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">Se puede poner el gráfico directamente bajo la cama de la persona aunque funciona en cualquier sitio. Si se pone debajo de la cama y lo hacemos coincidir lo mejor posible con el segundo chakra, sus beneficios aumentan un 75%.</span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">Puede usarse un testigo encima del gráfico, y éste puede permanecer en él sin límite de tiempo. Si se usa como testigo artificial una tarjeta de color naranja de 8 x 5 cm. los beneficios son mayores.</span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><br /></span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">También puede usarse con un testigo encima del espacio destinado a ello e irradiando energía con un péndulo emisor en el sentido de las agujas del reloj.</span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><br /></span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">No hay contraindicaciones.<b><span style="color: orange;"> </span></b></span></span></div>
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<span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="oi732d6d ik7dh3pa d2edcug0 qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><b><span style="color: orange;">Desde aquí quiero dar mi enhorabuena a Verónica por este gran trabajo y por supuesto a Pere Subirana por enseñarnos el camino correcto.</span></b></span></span></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-75640145883474967452020-05-02T16:16:00.001-07:002020-05-03T04:24:45.130-07:00Usos decágono: Rejilla sanadora<div style="text-align: center;">
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Hoy vamos a hablar de una máquina radiónica que surgió hacia la segunda guerra mundial y que a día de hoy todavía sigue deparando sorpresas a quien lo usa. Como podéis observar consta de una rejilla de 12 x 20 cuadrículas de 10 mm de lado, conectada a un doble decágono y un rectángulo donde se pone el testigo artificial o real. El modelo original constaba de un decágono simple y de un rectángulo superior, los he sustituido por un doble decagono y unos símbolos biogeométricos para darle mayor potencia.<br />
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Como es habitual en este blog se ha redibujado todo el gráfico para que podáis experimentarlo vosotros sin ningún problema con una calidad aceptable. El tamaño es un A3 que puedes imprimir en una copistería y que después deberíais plastificar. Si alguien tuviera problemas para imprimir en A3 que se ponga en contacto conmigo por privado.<br />
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<b>INSTRUCCIONES DE USO</b><br />
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Hay que hacer dos solenoides (espirales) en cobre (uno en sentido dextrógiro, como el reloj; y la otra en levógiro, contrario al reloj). Podéis usar para ello un boli o tubo fino como base. Sujetáis el tubo por un extremo a la mesa por medio de un sargento o pinza potente y váis enrollando el hilo de cobre, primero en un sentido y después en el otro. El número de vueltas es de 10 a 12. El único requisito es que no tengan más de 10 mm. de grosor, unos 2 o 3 cm de alto y que no deben de salir de los cuadrados de la rejilla.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZD8RcR92OTcAb6aSrMG29b2SEMWwrfa81FX1pZnojOVKHcnOHfZ6jB2igFZcSvFuDOB0EnkS6_nqjev2R27NsWA45LzMEI-zqAaSOujCQzjMukEdIUi8uDwp0FUSXqAgDYTsUhd4LR1I/s1600/solenoides.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZD8RcR92OTcAb6aSrMG29b2SEMWwrfa81FX1pZnojOVKHcnOHfZ6jB2igFZcSvFuDOB0EnkS6_nqjev2R27NsWA45LzMEI-zqAaSOujCQzjMukEdIUi8uDwp0FUSXqAgDYTsUhd4LR1I/s400/solenoides.png" width="240" /></a></div>
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<b></b>
Primeramente orientar el gráfico al norte con la brújula. <br />
<br />
En el recuadro de testigo se pone la foto, el cabello... y en el doble decágono la petición que queramos, por ejemplo "Sanar diarrea". Después con el péndulo cogemos uno de los solenoides en la mano izda. y con el péndulo vamos testando si hay que ponerlo en las filas o en las columnas, y después imaginando que nos ha confirmado que va en una fila, cada una de las filas de la A a la S hasta que nos de el giro dextrógiro. Lo mismo con el otro solenoide.<br />
<br />
Ahora solo queda dejar que funcione la máquina toda la noche, ya en una hora se suele notar mejoría. Si en un día no se va el dolor a la segunda noche hay que volver a realizar todo el proceso.<br />
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En los tratamientos de infecciones agudas, es posible cambiar
los solenoides cada 8 horas y dejar la cuadrícula de la rejilla en su lugar de forma
permanente. En algunos casos, la rejilla se puede utilizar para
plantas, árboles, etc. Incluso he leido que se puede usar para el clima pero no he averiguado cómo. No debe de usarse con fines negativos por supuesto.<br />
<br />
Evidentemente este gráfico ha de usarse para casos de apuro o emergencia y nunca como sustituto del médico. </div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-36280712582382500072020-04-18T16:34:00.000-07:002020-04-18T16:36:20.556-07:00Usos decágono: litoterapia<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7d5lK6kN3jhZ6Ot3P3aF2PAe4hntFXJVubT8_X9TgUDj9CyXyLndSEQKqzoFjSXN8cb7FWDPk7qscHC145ShwBT8WB76VQqXzlBkHYS7ZjZIMpjVigWEw3Bn0Jp4UHDXqM6NXLG3yu5o/s1600/doble+decagono+mas+circulos-sc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7d5lK6kN3jhZ6Ot3P3aF2PAe4hntFXJVubT8_X9TgUDj9CyXyLndSEQKqzoFjSXN8cb7FWDPk7qscHC145ShwBT8WB76VQqXzlBkHYS7ZjZIMpjVigWEw3Bn0Jp4UHDXqM6NXLG3yu5o/s640/doble+decagono+mas+circulos-sc.jpg" width="452" /></a></div>
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Esta vez os muestro otra variante del doble decágono que incluye círculos, muy usados también para valorizar testigos líquidos (sangre, orina...). Este doble decágono, muy potente, lo usaba habitualmente el prestigioso radiestesista y ocultista francés Roger Gascon. Seguro que muchas veces echáis en falta alguna piedra o gema que os falta en vuestro arsenal y que por dejadez o porque es caro de conseguir no lo habéis comprado todavía.</div>
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Pues vamos a imaginar por un momento que queremos conseguir un testigo artificial (a falta de uno real) de la <a href="https://mineriaenlinea.com/rocas_y_minerales/casiterita/" target="_blank"><span style="color: orange;"><b>casiterita</b></span></a> ya que nos hace falta para ponerlo, por ejemplo en un gráfico <a href="http://reikiestesionica.blogspot.com/2019/07/grafico-torbellino.html" target="_blank"><span style="color: orange;"><b>Torbellino</b></span></a>. Podríamos poner un papel blanco de 5 x 8 cm. con la palabra casiterita, o si somos muy exigentes podemos poner hasta una foto. Podríamos dejar el testigo un cuarto de hora para que se valorice (o más si no nos corre prisa) pero también podemos usar el método express, es decir poner el péndulo encima del testigo y esperar a que empiece a girar hacia la derecha hasta que se detenga, en ese momento ya se convierte en un objeto real, en este caso una casiterita.</div>
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Ahora espero que hayáis comprendido el potencial de este sistema, y !!!voila.. a experimentar se ha dicho...¡¡¡.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsww_VXUPuYAXwF4jpsULdaVSXklbwQSfEZ6pFwxAegALi_A3Rlms8nQQaBqCj4LsAMN2B29F8TahEsgwKXQBD7slUBklW9IYsV3oLnnoxNS7FKcShmELjPyXRzS9JCh3Xj-Cf6hn1d34/s1600/valorizar+casiterita.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsww_VXUPuYAXwF4jpsULdaVSXklbwQSfEZ6pFwxAegALi_A3Rlms8nQQaBqCj4LsAMN2B29F8TahEsgwKXQBD7slUBklW9IYsV3oLnnoxNS7FKcShmELjPyXRzS9JCh3Xj-Cf6hn1d34/s400/valorizar+casiterita.jpeg" width="240" /></a></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-21888636063977031782020-04-16T09:50:00.000-07:002020-04-16T10:24:56.731-07:00Usos decágono: Energizar agua con deseos<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDLmS6h9Qs19Gi2-KBQLj8kLJ5eMvysTQyXq6l8hQ0NkGaJ67_cpi0GAtr0Wp0QW3tMhDbkZbznlySydR3WZvCcH7R2JZYEDFfnRZJz9f_LtLqFq19edHIj5H464-blFBF01IV9CCCb0Q/s1600/posavasos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDLmS6h9Qs19Gi2-KBQLj8kLJ5eMvysTQyXq6l8hQ0NkGaJ67_cpi0GAtr0Wp0QW3tMhDbkZbznlySydR3WZvCcH7R2JZYEDFfnRZJz9f_LtLqFq19edHIj5H464-blFBF01IV9CCCb0Q/s640/posavasos.jpg" width="451" /></a></div>
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Ya vimos en su día las utilidades del <a href="http://reikiestesionica.blogspot.com/search/label/dec%C3%A1gono%20doble" target="_blank"><span style="color: orange;"><b>decágono</b></span></a> en líneas generales pero ahora os voy a ir comentando ejemplos concretos para que os surjan nuevas ideas. Hoy comentaremos la posibilidad de hacer una especie de posavasos para poder colocar encima una jarra o botella de agua. Rellenáis el recipiente con agua de grifo y dejáis reposar 15 minutos encima del posavasos. Para su durabilidad podéis plastificar o poner una funda al gráfico impreso.</div>
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Haced la prueba y bebed directamente el agua del grifo y después probáis la que ha estado en el posavasos. Notaréis un ligero cambio de sabor. Las palabras positivas que he puesto de ejemplo pasarán a definir la composición del agua. Puedes usar la misma agua para regar tus plantas o dar de beber a tus animales de compañía.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5R51ZTlEkrzZonv_uP_M4C-jrXV4914w0TdTsgPM5iUoPcdPCeE6wGNqnHjn6v1WRL0AyJmaLADwPR2HqF-ctJ4qHWum2WAt9WM9yJpd7aIhMhe22mVdhB2H_EGQoIj4f5ziqkgg5A3s/s1600/botella+agua.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="960" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5R51ZTlEkrzZonv_uP_M4C-jrXV4914w0TdTsgPM5iUoPcdPCeE6wGNqnHjn6v1WRL0AyJmaLADwPR2HqF-ctJ4qHWum2WAt9WM9yJpd7aIhMhe22mVdhB2H_EGQoIj4f5ziqkgg5A3s/s320/botella+agua.jpeg" width="192" /></a></div>
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Una idea parecida ya se visualizó en el referido post, esta vez poniendo nombres de frutas diversas en los laterales del doble decágono. Y añadiendo en el centro una cantidad, en este caso 2 kg. Así si queréis que el niño esté bien surtido de las saludables propiedades de la fruta, haced la prueba. </div>
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Pero por supuesto este sistema no sustituye a comer fruta "de verdad", esto sería una especie de complemento vitamínico para suplir carencias ocasionales. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg99gL_ppjeV9UTPykg-RPgJQ6IOYwa1lRriOS3klvI1lAnNNJczZeuj4u1wgVO25ijqOotkdICwnSE087XPdeOfJn8cD6NSUEycoqEByHXr7IpIDB-bl9yVO8r6BY7F_9LwMvdqZ_B9s/s1600/cura+a+base+de+fruta+fresca.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1053" data-original-width="1133" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg99gL_ppjeV9UTPykg-RPgJQ6IOYwa1lRriOS3klvI1lAnNNJczZeuj4u1wgVO25ijqOotkdICwnSE087XPdeOfJn8cD6NSUEycoqEByHXr7IpIDB-bl9yVO8r6BY7F_9LwMvdqZ_B9s/s320/cura+a+base+de+fruta+fresca.jpg" width="320" /></a></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-7642446031168282282020-04-05T12:43:00.000-07:002020-04-05T13:54:27.563-07:00NEUTRALIZADOR GEOPATÍAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXP9X4slxPlKc7OMdl2seVFs_7Q360hs7nHZs6V_c4wl1yTbTc_gq6wFW3s4PwBMH9mUvSO6-Qe0XfSMOjnN9fz7WEGs6ptA6VexOfyXz7UMGn2cEslFhhjYGvrxRNdpbJtvOEGnO8Drk/s1600/NEUTRALIZADOR+GEOPAT%25C3%258DAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXP9X4slxPlKc7OMdl2seVFs_7Q360hs7nHZs6V_c4wl1yTbTc_gq6wFW3s4PwBMH9mUvSO6-Qe0XfSMOjnN9fz7WEGs6ptA6VexOfyXz7UMGn2cEslFhhjYGvrxRNdpbJtvOEGnO8Drk/s640/NEUTRALIZADOR+GEOPAT%25C3%258DAS.jpg" width="451" /></a></div>
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Este fin de semana he realizado un curso online de <a href="http://reikiestesionica.blogspot.com/2020/03/curso-de-radiestesia-evolutiva-r.html" target="_blank"><span style="color: orange;"><b>Radiestesia evolutiva</b></span></a> e investigación radiestésica con <a href="https://www.facebook.com/Radievolutiva/" target="_blank"><span style="color: orange;"><b>Pere Subirana</b></span></a> y la verdad es que ha sido una experiencia muy enriquecedora que me ha abierto los ojos y me ha dotado de una serie de herramientas cuyos límites son la imaginación de uno. Uno de los aspectos a investigar era el de realizar gráficos radiónicos y la verdad es que para ser el primer gráfico que realizo de este tipo el resultado ha sido muy positivo y sorprendente. Todavía me falta testarlo bien pero creo que es un gráfico multiusos. Para los que os guste medir la vibración en Bovis os cuento que me marca 1300000 UB.</div>
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<b>INSTRUCCIONES DE USO</b> </div>
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- Este gráfico es capaz de neutralizar las geopatías existentes en una casa o terreno. Solo hay que situarlo en los puntos o cruces donde exista algún problema telúrico. Lo podemos situar debajo de una alfombra o cama, pegado en la pared... Tenemos que tener cuidado cada dos meses de limpiarlo con un imán, con una barra de azufre o con el propio péndulo para que no se sature. </div>
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- También vale para energizar plantas, animales o personas. Las plantas se colocan simplemente encima del gráfico y para los animales o personas se pueden utilizar testigos o fotos. Lo podemos utilizar para enviar energía a distancia como si fuera un gráfico emisor.</div>
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- Para eliminar magias, larvas, implantes... Se puede usar como un talismán dentro de la cartera (previa reducción) para protegerse contra magias y negatividades, así como contra los vampiros energéticos.</div>
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- Para limpiar péndulos, joyas, cuarzos... y todo tipo de objetos impregnados. Cinco minutos encima serán suficientes. Podemos testar con el péndulo el antes y el después para saber que ya está limpio.</div>
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<span style="font-size: small;"><span style="color: orange;"><span style="color: black;"><span style="color: orange;"><br /></span></span></span></span>faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com5tag:blogger.com,1999:blog-6405835256943407807.post-90968800446696625032020-03-07T15:09:00.000-08:002020-03-08T15:16:47.542-07:00Homeoart : SAMSARA<div class="separator" style="clear: both; text-align: center;">
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Pere Subirana acuñó el Homeoart: la unión de la radiestesia, el principio homeopático de "lo semejante cura lo semejante" y el arte. Por radiestesia se hace una representación gráfica del problema con colores pero se le "espiritualiza" poniéndolos en color pastel. Encima de los colores se coloca un símbolo sagrado en color rosa para que el problema vibre en otra frecuencia, en una octava más alta.</div>
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Un colega asturiano, Victor A. Chacón, ha creado así su primer gráfico:Samsara, contra infecciones incluído el coronavirus. Es para imprimir en tamaño áureo (tarjeta de crédito) y plastificarlo. Se puede llevar encima mejorando la energía de quien lo porta respecto a las bajas vibraciones de los ataques infecciosos. Puede llegar a notar la persona un pequeño dolor de cabeza hasta que se adapte a la energía del símbolo.</div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com2tag:blogger.com,1999:blog-6405835256943407807.post-28011032422444118282020-03-04T14:00:00.000-08:002020-03-04T14:03:04.011-08:00CURSO DE RADIESTESIA EVOLUTIVA E INVESTIGACIÓN RADIESTÉSICA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDx7VCh0sisgVjphxo6ASFi1lBblZK1UgQWeFdn3zCbcBOmuyF9keslQSJldlGm3zcZuOY06dQAmCg7nY_P4iX1mOLWeLwM6Xo7E9AVzApU7Oi4JERrhutFQ0rJpq74ggvAfmKGWIfYl0/s1600/radiestesia+evolutiva+Pere.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDx7VCh0sisgVjphxo6ASFi1lBblZK1UgQWeFdn3zCbcBOmuyF9keslQSJldlGm3zcZuOY06dQAmCg7nY_P4iX1mOLWeLwM6Xo7E9AVzApU7Oi4JERrhutFQ0rJpq74ggvAfmKGWIfYl0/s400/radiestesia+evolutiva+Pere.png" width="400" /></a></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0tag:blogger.com,1999:blog-6405835256943407807.post-67664031409063218782020-01-06T14:41:00.000-08:002020-01-06T14:41:26.906-08:00Curso de Introducción a la Agricultura energética<div style="text-align: center;">
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os podéis perder este interesantísimo curso que va a impartir Pere
Subirana en Madrid el próximo 22 de febrero. Para todos los que
trabajáis en el entorno rural es imprescindible. </div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com2tag:blogger.com,1999:blog-6405835256943407807.post-11646593720441033992020-01-06T05:49:00.000-08:002020-01-06T05:52:26.848-08:00Gráfico "Conexión Cosmotelúrica" por Pere Subirana<div style="text-align: justify;">
A partir de ahora os voy a ir presentando los gráficos e investigaciones que realiza mi colega y amigo <a href="https://www.facebook.com/PereSubiran/" target="_blank"><span style="color: orange;"><b>Pere Subirana</b></span></a>, gran radiestesista catalán especializado en radiestesia agrícola. Estoy seguro que aprenderéis mucho con él. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhQh9sJOYe6DM5wrukRiwbF-DyAorLXxq-x85qgoKkC9dSlxjbQ8_GE6Ko4i1kElosbg5i9aHNbfGh5yC1-pxxGJvR0rqJzyqZHvsLbQT2_TDDbzcJDQW6FTBak34C2oum06VJgHhVAtQ/s1600/padre+cielo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhQh9sJOYe6DM5wrukRiwbF-DyAorLXxq-x85qgoKkC9dSlxjbQ8_GE6Ko4i1kElosbg5i9aHNbfGh5yC1-pxxGJvR0rqJzyqZHvsLbQT2_TDDbzcJDQW6FTBak34C2oum06VJgHhVAtQ/s640/padre+cielo.jpg" width="451" /></a></div>
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<br />faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com1tag:blogger.com,1999:blog-6405835256943407807.post-56563902911014310472019-08-24T16:21:00.000-07:002019-08-25T12:06:19.404-07:00Los códigos de barras<div style="text-align: center;">
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Los códigos de barras se activan al pasarlos por un escáner, a partir de entonces emiten sus radiaciones negativas tanto por encima como por debajo de la etiqueta en la que está impresa. Una sola etiqueta no tendría importancia pero si sumamos la gran cantidad de códigos de barras que podemos tener en una casa, la cosa se vuelve preocupante. Prácticamente todo lo que compramos tiene pegada o imprimida una etiqueta de éstas, incluyendo todos los envases de alimentos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEichvcO0vIETb4jX36UIzB3GLuwp-Lzd5lZcqmgjIf5yGQrqwc151BzoQJyvGOZHZg6XnNnYQzu9NhD0gCg0HYhNuB5gnnh2apKkqYsriiC6CW146Lp9_aHUmInB3CZK6RsRDisYA67kqc/s1600/code+a+barres.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="154" data-original-width="326" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEichvcO0vIETb4jX36UIzB3GLuwp-Lzd5lZcqmgjIf5yGQrqwc151BzoQJyvGOZHZg6XnNnYQzu9NhD0gCg0HYhNuB5gnnh2apKkqYsriiC6CW146Lp9_aHUmInB3CZK6RsRDisYA67kqc/s320/code+a+barres.png" width="320" /></a></div>
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Curiosamente en los códigos de barras, y en forma binaria (101), aparece siempre 3 veces el seis, es decir 666 (el número de la bestia). ¿simple casualidad...?<br />
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Si ponemos el péndulo encima del código siempre nos girará en contra de las manecillas del reloj indicando claramente su componente negativo. Podemos comprobar que estos códigos emiten verde negativo (aparte de negro negativo y rojo negativo) con un péndulo universal o un péndulo cono virtual. También podemos testarlo con el sistema del balanceo y como es natural nos inclinaremos hacia atrás (una vez neutralizado nos inclinaremos hacia adelante).</div>
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<span style="color: orange;"><b>SISTEMAS DE NEUTRALIZACIÓN</b></span></div>
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<span style="color: #eeeeee;">1 - Escribiendo encima de la etiqueta con un rotulador indeleble el símbolo del infinito. Hay que seguir el orden que aparece en la imagen.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigy6f-h4qeS3uC3FOsyDqRfVH8wdTB3DTUJKaxiHz4riZxhQC9HkcbHMHOXJAJAkzNuBDPfiqEMj-0enr9MkjJUjAQXiZSUACqoWkBUKlPZJ0sXwRapabV3GhEN_tkPyGI5DHw4eUMNmc/s1600/infinito+simbolo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="129" data-original-width="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigy6f-h4qeS3uC3FOsyDqRfVH8wdTB3DTUJKaxiHz4riZxhQC9HkcbHMHOXJAJAkzNuBDPfiqEMj-0enr9MkjJUjAQXiZSUACqoWkBUKlPZJ0sXwRapabV3GhEN_tkPyGI5DHw4eUMNmc/s1600/infinito+simbolo.png" /></a></div>
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<span style="color: orange;"><span style="color: black;"><span style="color: #eeeeee;">2 - Poniendo una turmalina encima del código.<br />3 - Usando el gráfico que os adjunto. Cinco minutos son suficientes.<br />4 - Teniendo el código de barras en la mano y diciendo para uno mismo o en voz alta:</span><br /> <span style="color: orange;">“<b>Quiero neutralizar los códigos 666 activos en este código de barras</b>”</span>.</span></span><br />
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<span style="color: orange;"><span style="color: black;"><br /> <span style="color: #eeeeee;"> De una sola vez podemos eliminar todos los códigos de barras que haya en nuestra casa:</span><br /> <span style="color: orange;">“<b>Quiero neutralizar instantáneamente los códigos 666 activos en todos los códigos de barras que haya en esta casa</b>”<span style="color: black;">.</span></span></span></span><br />
<span style="color: orange;"><span style="color: black;"><span style="color: orange;"><span style="color: black;"> </span></span><br /> <span style="color: #eeeeee;"> Y si somos muy altruistas y queremos hacer el bien, podemos intentar destruir todos los códigos de barras que haya en una tienda o centro comercial, pero no solo los que haya en un momento dado sino ir mas lejos e intentar neutralizar todos los que puedan venir en el futuro. Podríamos en este caso decir el siguiente decreto:</span></span></span><br />
<span style="color: orange;"><span style="color: black;"><br /> <span style="color: orange;">“<b>Quiero neutralizar ahora mismo y para siempre los códigos 666 en todos los códigos de barras existentes en ........................ Deseo que la neutralización sea igualmente válida para todos los nuevos códigos de barras que aparezcan en el futuro en este establecimiento</b>”. </span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF0nBQJ_mGLd8Zq8nL1oqhHfxIc5gIX4HpGMfA67zTgfIjrF4mV2SqAIJFckvkFp1hCoYPNOAyFuUZWxbZ9bkUuHilw1krxeRnzEouWauYxxy4qQYDk2LOQX-uYnHoTIlmy4v9GwZPKN4/s1600/codigo+barras+A4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF0nBQJ_mGLd8Zq8nL1oqhHfxIc5gIX4HpGMfA67zTgfIjrF4mV2SqAIJFckvkFp1hCoYPNOAyFuUZWxbZ9bkUuHilw1krxeRnzEouWauYxxy4qQYDk2LOQX-uYnHoTIlmy4v9GwZPKN4/s640/codigo+barras+A4.jpg" width="451" /></a></div>
faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com2tag:blogger.com,1999:blog-6405835256943407807.post-70510495573832863232019-07-30T10:20:00.002-07:002019-07-30T10:20:49.592-07:00Gráfico Torbellino<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT-X7WcVE_WKDpLMWw1sHKbK7GEX7xC3mr89ahDzq7RvfzA_NMJRzgzit0zAyZleacy2lIJp3Zvo0Xp00r2agRgRqtG7iRDyM84ROgrRmr5ghwrscD2wmjutK-Gn84edsq0FPP9In6-X0/s1600/TORBELLINO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT-X7WcVE_WKDpLMWw1sHKbK7GEX7xC3mr89ahDzq7RvfzA_NMJRzgzit0zAyZleacy2lIJp3Zvo0Xp00r2agRgRqtG7iRDyM84ROgrRmr5ghwrscD2wmjutK-Gn84edsq0FPP9In6-X0/s640/TORBELLINO.jpg" width="451" /></a></div>
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Un clásico que no puede faltar en el arsenal de los radiestesistas. Fue publicado en la revista <i>Exdocin</i> de diciembre de 1965 bajo el nombre de Vortex-Ring por los hermanos Servranx. Se llama torbellino por la forma de sus arcos. Se utiliza para conseguir bienes materiales, suerte en negocios, compra y venta de propiedades, conseguir empleo, para acelerar la burocracia de ciertos papeles... Aparte de para uno mismo es posible usarlo para otras personas. Evidentemente no podemos pedir cosas imposibles.</div>
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Colocamos el testigo (foto, pelo...) en el centro, encima añadimos una nota con nuestra intención (esta nota la podemos tener unos dias en nuestro bolsillo para que se impregne de nuestra energia) y encima de la nota un mineral de casiterita,...) y también es aconsejable valorizar la nota en el doble decágono.Y una vez colocado todo nos concentramos en la intención y giramos el péndulo en sentido horario hasta que se detenga. También se puede usar un despertador de los antiguos que hacían ruido, darle cuerda, y ponerlo acostado sobre el gráfico. Las "ondas de choque" del mecanismo del reloj amplificarán la emisión del gráfico.</div>
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Por supuesto tenemos que averiguar el tiempo de uso mediante el péndulo. Se potencia la emisión haciéndolo cada 7 días.</div>
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- En vez de casiterita (de donde se extrae el estaño) algunos radiestesistas utilizan el cuarzo rosa. </div>
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- En vez de un mineral también se puede poner un metal (estaño por ejemplo).<br />
- También podemos añadir en el centro un símbolo de <b>Júpiter</b>. </div>
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- Si el problema es de tipo espiritual, colocar sobre el testigo un cristal de sodalita.</div>
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- Si es algo que tiene que ver con la justicia, un cristal de pirita.</div>
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- En vez de la nota con la petición también se puede emplear un billete nuevo de curso legal impregnado con nuestra energia que haya estado con nosotros un mínimo de siete días.<br />
- En vez de un símbolo de Júpiter podemos poner el símbolo del <b>sol</b> en cuyo caso la piedra tiene que ser piedra luna y el metal oro. El gráfico debe de ser montado el primer domingo de luna llena.<br />
- Si colocamos un símbolo de <b>Venus</b>, lo usaremos para asuntos de amor, valores internos, reconocimiento, equilibrio interno-externo, asuntos emocionales y afectivos para encontrar el alma gemela. Se tratarán aspectos ligados a la estética facial y corporal y órganos relacionados con el sistema reproductor femenino, sistema urinario y próstata.<br />
- Si colocamos el signo de <b>Mercurio</b>, fortalece la comunicación del individuo, la autoconfianza, la razón, la lógica, la mente concreta y racional. actúa en el 5º chakra. También favorece las cirugías delicadas.<span style="color: blue;"></span><br />
- También podéis colocar símbolos rúnicos como los que aparecen en la imagen inferior. Así como números de Grabovoi.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWH7lhHgfZ8bEN-ipceeWsrMr7XPBxnJvbdEcpa-5StCCL8S1N3rynmPOliXTWfH5PcH_XaodtJ9_XyflMbtAz3lYwU1PFQB50a5fH4_z5XjS3UB5vEq-U5E2f9lUe8Hs_b89lFina-Hg/s1600/simbolos+Torbellino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWH7lhHgfZ8bEN-ipceeWsrMr7XPBxnJvbdEcpa-5StCCL8S1N3rynmPOliXTWfH5PcH_XaodtJ9_XyflMbtAz3lYwU1PFQB50a5fH4_z5XjS3UB5vEq-U5E2f9lUe8Hs_b89lFina-Hg/s400/simbolos+Torbellino.jpg" width="282" /></a></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com1tag:blogger.com,1999:blog-6405835256943407807.post-33141411061202391462019-06-29T05:34:00.001-07:002019-06-29T09:00:11.019-07:00<div style="text-align: center;">
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<span style="font-family: "times" , "times new roman" , serif;"><b><span style="font-size: large;"><span style="color: orange;"><span style="color: black;"><span style="color: orange;">LOS RELOJES DE CUARZO Y LA POLARIDAD</span></span></span></span></b><span style="font-size: large;"><span style="color: orange;"><span style="color: black;"><span style="color: orange;"><span style="color: black;"> </span></span></span></span></span></span></div>
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<span style="font-size: large;"><span style="color: orange;"><span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQVg7b0G2ZLqQSfYU08UMJEcV8Siz9vIttsiGHG14vPKpydQKDVtd-HTgrwCKePNUGyZaHINLK1zWHWT7boRHJcN0oeC4oWnr3PA6c6xcN1RFdqL-SLqMKprxSJAIa7Icy110L_LnkOLE/s1600/POLARIDAD+MASCULINA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1329" data-original-width="1600" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQVg7b0G2ZLqQSfYU08UMJEcV8Siz9vIttsiGHG14vPKpydQKDVtd-HTgrwCKePNUGyZaHINLK1zWHWT7boRHJcN0oeC4oWnr3PA6c6xcN1RFdqL-SLqMKprxSJAIa7Icy110L_LnkOLE/s400/POLARIDAD+MASCULINA.jpg" width="400" /></a></span></span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">Si hacéis este experimento os daréis cuenta que los relojes de cuarzo (los de pila) que usamos habitualmente no son tan inocuos como creíamos.</span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">1- Quitarse el reloj de la muñeca izquierda y con la palma de la mano mirando hacia arriba colocar el péndulo y hacerlo oscilar. Al poco se pondrá a girar hacia la derecha. Esta es la polaridad de la mano izquierda en los hombres, en las mujeres será al contrario. Si hacemos lo mismo, esta vez en el dorso de la mano, veremos que el péndulo girará a la izquierda (en las mujeres al revés).</span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">2.- Ponerse el reloj en la muñeca izquierda y hacemos los mismo, veremos que cambian totalmente las polaridades.</span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">En los relojes de cuarzo, con cada vibración del reloj hay como una débil pulsación, la cual se envía al cuerpo etérico. Pero, aunque no sean de cuarzo, todos los relojes tienden a crear un campo etérico inadecuado, y suponen una gran interferencia para el flujo natural de nuestras energías.</span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">Esto significa que el reloj de pulsera elimina o invierte la polaridad de la energía del brazo en que se lleva.</span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">No hay ningún lugar del cuerpo donde sea correcto llevar un reloj. El
hábito de algunas enfermeras de llevar el reloj cerca del corazón no es
precisamente aconsejable. En la medida en que el reloj esté en contacto
con el cuerpo, o cerca del mismo (menos de 5 centímetros), creará una
importante interferencia con nuestro cuerpo etérico. Por esto, dicho efecto
sería aproximadamente el mismo si se decidiera a llevarlo en el bolsillo
en lugar de la muñeca.</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">El reloj debería llevarse en el bolso o cartera, y no encima. Por
ejemplo, se puede poner el reloj en una de las correas del bolso, de
forma que pueda verse la hora fácilmente. </span></span></div>
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<span style="font-family: "times" , "times new roman" , serif;"><b><span style="font-size: large;"><span style="color: orange;"><span style="color: black;"> </span></span></span></b></span></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com1tag:blogger.com,1999:blog-6405835256943407807.post-42116580240638485492019-06-29T03:25:00.000-07:002019-06-29T03:28:08.798-07:00(4) Neutralizador zonas geopatógenas<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAXKzcWCR8hVCZujISl206UMq5SHF5ka9hPcv09yrY9DdcT7hbavDAwYG9WlqLcbwuIW2ilEUH5vTf9-sCYjnNQitjMIYsivSDDOREeaDZJc7xsAqWlgwKmVGWuelqxv_IWhupd4Smtvk/s1600/cruz+jerusalen2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAXKzcWCR8hVCZujISl206UMq5SHF5ka9hPcv09yrY9DdcT7hbavDAwYG9WlqLcbwuIW2ilEUH5vTf9-sCYjnNQitjMIYsivSDDOREeaDZJc7xsAqWlgwKmVGWuelqxv_IWhupd4Smtvk/s640/cruz+jerusalen2.jpg" width="451" /></a></div>
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<b><span style="color: orange;">CRUZ DE JERUSALÉN</span></b><span style="color: orange;"><span style="color: black;"> </span></span><br />
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Hace tiempo que no os facilitaba un gráfico para neutralizar zonas geopatógenas, y hoy os presento uno poco conocido y que se usa en la curación con símbolos (PraneoHom). Lo tengo testado en mis cursos y está demostrado que funciona. La única pega que tiene es que con el tiempo se puede saturar, con lo cual hay que limpiarlo o poner un nuevo gráfico. Habría que testarlo con el péndulo.<br />
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Este gráfico lo debéis de colocar en el cruce Hartmann o Curry o en la vertical de una corriente de agua, falla... </div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com3tag:blogger.com,1999:blog-6405835256943407807.post-10970252077469951102019-05-12T10:43:00.000-07:002019-05-12T10:45:18.566-07:00Método de diagnóstico radiestésico de M.Bost<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5F7UiZok3PFx9LqwjQD_OMIqQlChFbVe9nTLn5-m5oH1NW-4QaMCyrAKZQ-3mUmeo2HULTq9kCmSldCuauRGOz6JrdoQ_kQ_m0dLOZhjAZ681HEl3Otep9aEtgm-kfRP5d0gAo6Z62As/s1600/mano+Bost+izda.+m.agua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1079" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5F7UiZok3PFx9LqwjQD_OMIqQlChFbVe9nTLn5-m5oH1NW-4QaMCyrAKZQ-3mUmeo2HULTq9kCmSldCuauRGOz6JrdoQ_kQ_m0dLOZhjAZ681HEl3Otep9aEtgm-kfRP5d0gAo6Z62As/s400/mano+Bost+izda.+m.agua.jpg" width="268" /></a></div>
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Os voy ir dando a conocer antiguas técnicas para realizar diagnósticos en radiestesia médica.</div>
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Este proceso de diagnóstico de la salud consistía simplemente en presentar el péndulo sobre la palma de la mano izquierda, sucesivamente encima de cada falange y comenzando por las falangetas. Se comienza por el índice, después por el anular, el meñique y el medio. Y el resto tal como se ve en el gráfico.</div>
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Nada más simple, se pone a oscilar el péndulo encima de cada zona y si gira a la derecha significará que el órgano correspondiente está sano pero si gira a la izquierda querrá decir que existe un órgano enfermo.</div>
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La correspondencia de las enfermedades y las falanges proviene de la astrología así el monte de Venus (19) y el de Júpiter (13) de la quiromancia, corresponden a los órganos sexuales y a la menstruación femenina.</div>
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01 - cerebro, cabeza.</div>
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02 - garganta, laringe.</div>
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03 - brazo, manos, espalda.</div>
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04 - plexos, senos, asimilación.</div>
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05 - estómago, diafragma.</div>
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06 - vientre, intestinos.</div>
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07 - riñones, espina dorsal, nalgas.</div>
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08 - sexo, tracto urinario.</div>
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09 - muslos, caderas, ano.</div>
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10 - rodillas.</div>
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11 - piernas, tobillos.</div>
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12 - pies. dedos de los pies.</div>
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13 - circulación de la sangre, hígado, sistema digestivo gral., líquido seminal.</div>
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14 - genitales, huesos, dientes, bazo, articulación, reumatismos.</div>
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15 - corazón, sangre, vitalidad.</div>
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16 - cerebro, brazo, sistema nervioso.</div>
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17 - sexo externo, músculos y tendones, bilis, naríz.</div>
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18 - estómago, pecho, sistema linfático, estados de ánimo, fluidos.</div>
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19 - senos, garganta, sexo interno, venas.</div>
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20 - corazón, cardiopatías.</div>
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La única dificultad es discriminar qué órgano está enfermo. Si testamos por ejemplo el 16, ¿cómo sabremos si está enfermo el cerebro, el brazo o el sistema nervioso...? nada más fácil que preguntarlo al propio péndulo, solamente coloque éste sobre cada palabra y en cuanto gire a la izquierda ya sabremos cuál es.</div>
faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com4tag:blogger.com,1999:blog-6405835256943407807.post-7551701864463904862018-12-18T14:15:00.000-08:002018-12-19T11:37:59.904-08:00TESTAR MAGIAS<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5odo_iLNG-4rdl0iA7_atlMNN5Dx6E6LEB55NbYdgsoCkWVRUGFGi2bpfacXWFe7an6qE7j6HC8qAXEZ5UAGXRBsuW-YMrjKXz81Z74tqcS7JIjysVzCs2oJmnqHS7toUJEEluyZ1oM/s1600/pendulo+magia2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="964" data-original-width="788" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5odo_iLNG-4rdl0iA7_atlMNN5Dx6E6LEB55NbYdgsoCkWVRUGFGi2bpfacXWFe7an6qE7j6HC8qAXEZ5UAGXRBsuW-YMrjKXz81Z74tqcS7JIjysVzCs2oJmnqHS7toUJEEluyZ1oM/s320/pendulo+magia2.jpg" width="261" /></a></div>
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Hoy os voy a explicar un modo fácil de testar si han realizado magia a una persona o a nosotros mismos. Para ello construiremos, tal como enseño en mis cursos de radiestesia médica, una especie de péndulo hebreo casero empleando para ello un corcho de botella, una hembrilla y una etiqueta que se fija con su correspondiente gomita elástica.<br />
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Os adjunto las etiquetas que tengo preparadas, la de magia y la de necromancia (magia negra, santería y similares). Las imprimís y las recortáis.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGdK2B9lv6AFf8RlvYvnjeQM0UWSd49LDlvnIMjM1q-2pjLNAuAcAlb_8VePQllMrWJg414jnERnJB4Uo7XXlCsXBfbS3rdzRf6JDdc88V6hEIBsBrWLjQrQBCV61VJUeDnD3cB-RtqTI/s1600/magia.necromancia2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="493" data-original-width="1600" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGdK2B9lv6AFf8RlvYvnjeQM0UWSd49LDlvnIMjM1q-2pjLNAuAcAlb_8VePQllMrWJg414jnERnJB4Uo7XXlCsXBfbS3rdzRf6JDdc88V6hEIBsBrWLjQrQBCV61VJUeDnD3cB-RtqTI/s400/magia.necromancia2.jpg" width="400" /></a></div>
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Para testar señaláis con el dedo índice o con un palito el testigo y si el péndulo os oscila significará que no existe magia en el individuo y si gira (normalmente a la izquierda) querrá decir que hay magia. Es importante que la goma elástica no tape ninguna de las letras hebreas.</div>
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En el caso de que haya habido magia debéis de usar el <a href="https://reikiestesionica.blogspot.com/2018/09/grafico-antimagia.html" target="_blank"><span style="color: orange;"><b>gráfico anti magia</b><span style="color: black;">.</span></span></a></div>
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faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com4tag:blogger.com,1999:blog-6405835256943407807.post-51865658535953363802018-10-08T14:21:00.000-07:002018-10-08T14:32:26.982-07:00Tercera Feria de Terapias Complementarias y Arte, en Fabero (León)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFJknUqybxoRI-JycrWjxx0W51HHKpKbyrj2RLgTfYSkSJqLm8YFSxqJo5NNUP8tq71-pA7VcTZree7ZBQgnMclh_hs2OPuIla4AJ-rKH4_WFkVRFzJmvKHPH5PJ6ErVXmaaBKPW0hN1w/s1600/feria+Fabero.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="678" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFJknUqybxoRI-JycrWjxx0W51HHKpKbyrj2RLgTfYSkSJqLm8YFSxqJo5NNUP8tq71-pA7VcTZree7ZBQgnMclh_hs2OPuIla4AJ-rKH4_WFkVRFzJmvKHPH5PJ6ErVXmaaBKPW0hN1w/s640/feria+Fabero.jpg" width="451" /></a></div>
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En un reciente curso veraniego que hice en Burbia, un pequeño y precioso pueblo del bierzo leonés, me invitaron a participar en esta Feria esotérica que se realiza en un pueblo vecino, Fabero. Y por ello tengo el placer de promocionarlo, ya sé que a la gente de Euskadi le viene un poco lejos pero siempre hay algún valiente y curioso aficionado que no le importa viajar lo que haga falta con tal de estar en su salsa.</div>
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Os pongo un poco el programa de la Feria. El día 26 se inaugura la Feria con esta interesante conferencia: <b>La muerte, el principio de la vida</b>, impartida por el terapeuta cacereño <a href="http://www.ahoraestasencasa.com/biografia.htm" target="_blank"><b><span style="color: orange;">Antonio Gómez Martín</span></b></a>.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI49om-QAG0UfeW5TqrKGQOQRC1shKXnCHegAg5St7MTH2ZXSMWdQwY8cV4qdoL3a_hJeypbZ4onBZz9Zc1IQRzwsxpWFZujrUPcAJbrslQEe50AdidM7xznTnsxwhpvKiu-4xGb4npVw/s1600/la+muerte.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="669" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI49om-QAG0UfeW5TqrKGQOQRC1shKXnCHegAg5St7MTH2ZXSMWdQwY8cV4qdoL3a_hJeypbZ4onBZz9Zc1IQRzwsxpWFZujrUPcAJbrslQEe50AdidM7xznTnsxwhpvKiu-4xGb4npVw/s640/la+muerte.jpg" width="446" /></a></div>
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El sábado de 12:00 a 14:00 imparto un minicurso de iniciación al péndulo y las varillas. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4tzAPV-Oon2gXz7pCbt-LYa15yLOLWu9vuBaW-TgyDP1nW5CfLi__bFEqVa0FScZoOem7Q-ZPUp8_GAwYmFw1bpHKt9lr7tKgrdQH8XeELMYoePSlyt7yRQ9Kz5uK19xxhczKFjZoywo/s1600/curso+pendulo+feria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="679" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4tzAPV-Oon2gXz7pCbt-LYa15yLOLWu9vuBaW-TgyDP1nW5CfLi__bFEqVa0FScZoOem7Q-ZPUp8_GAwYmFw1bpHKt9lr7tKgrdQH8XeELMYoePSlyt7yRQ9Kz5uK19xxhczKFjZoywo/s640/curso+pendulo+feria.jpg" width="452" /> </a></div>
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El domingo 28, de 12:00 a 14:00 en la Casa de Cultura habrá una charla coloquio, "<b>Un curso de milagros</b>", impartida por Hilda Núñez, José Miguel y Pili Folgueral.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDlnGrpc2jpDC9sX3e35F5Zfgp4mINOxb3-85HYy7OTHgKB8mbmcK5XNYGQMqlkmIJXhlonKpxl2-1Q50eiAB2SVcgiz3bVIfpb5qPdETfzg-eD-KflJ9NlSx4LbvKEA488tXj_UDdIOY/s1600/como+ser+feliz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDlnGrpc2jpDC9sX3e35F5Zfgp4mINOxb3-85HYy7OTHgKB8mbmcK5XNYGQMqlkmIJXhlonKpxl2-1Q50eiAB2SVcgiz3bVIfpb5qPdETfzg-eD-KflJ9NlSx4LbvKEA488tXj_UDdIOY/s400/como+ser+feliz.jpg" width="400" /> </a></div>
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Siguiendo con el domingo, y a las 13:00 una charla cobre <b>Los Cátaros, La Teoantroponaturogamia</b>, impartida por la <a href="http://asociacioncatara.com/" target="_blank"><span style="color: orange;"><b>Asociación para el Estudio de la Cultura Cátara</b></span></a>.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjtJdxJUpTvyzyFgh1tJrBZe2ryKlvJCHa-s4s5IBByjTYeZwH3BaKxNudAN-LCZEx4c0dP1RffV2YpxKhrhBOSGuffs4AR7raP2lhwjEcCC0YmMBqXEGe7NvVhR9RJ6y8zO6l6JZwcWM/s1600/cataros.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="734" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjtJdxJUpTvyzyFgh1tJrBZe2ryKlvJCHa-s4s5IBByjTYeZwH3BaKxNudAN-LCZEx4c0dP1RffV2YpxKhrhBOSGuffs4AR7raP2lhwjEcCC0YmMBqXEGe7NvVhR9RJ6y8zO6l6JZwcWM/s640/cataros.jpg" width="488" /> </a></div>
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El domingo a la tarde, de 16:00 17:00 se realizará el <b>Taller de plantas medicinales: pomadas que curan</b>, impartido por <a href="https://www.facebook.com/bergamotaycedro/" target="_blank"><span style="color: orange;"><b>Bergamota & Cedro</b></span></a>. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJiFzzJgmUnzldLjH937k5vOuCloRVi7cSvW2L823w5rlyVTiQXemoxeYyYU0s2-rK7AivlgnoxKm4Oy68s71odK1LtGSYsBt0mGGhHXuKY-_BjlEhfCKFA2cHloNjIffqwQon3H5pED8/s1600/plantas+medicinales.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="810" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJiFzzJgmUnzldLjH937k5vOuCloRVi7cSvW2L823w5rlyVTiQXemoxeYyYU0s2-rK7AivlgnoxKm4Oy68s71odK1LtGSYsBt0mGGhHXuKY-_BjlEhfCKFA2cHloNjIffqwQon3H5pED8/s640/plantas+medicinales.png" width="540" /> </a></div>
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El domingo a las 17:00 una charla interactiva sobre <b>Morfopsicología-Iridología: ¿Arte o ciencia?</b>.<span style="color: white;"></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDAAhNlXm890PXp1PqH9mpc7mtCt6BkFSsaXJX0itN9G_hU4tTe4LI47yKJl037UxIgiT7n-HH17jopZBK6R6NH1oiWtUwkE4UnhY0Toj8ebSWYFrUTh5nWS5xkbUt1Fo62dGpG8nIIXA/s1600/morfopsicolog%25C3%25ADa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="679" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDAAhNlXm890PXp1PqH9mpc7mtCt6BkFSsaXJX0itN9G_hU4tTe4LI47yKJl037UxIgiT7n-HH17jopZBK6R6NH1oiWtUwkE4UnhY0Toj8ebSWYFrUTh5nWS5xkbUt1Fo62dGpG8nIIXA/s640/morfopsicolog%25C3%25ADa.jpg" width="451" /> </a></div>
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Y como colofón a la feria una charla sobre <b>El verdadero origen de las enfermedades según la medichina tradicional china</b>, impartido por Manuel Sernández Rejas, presidente de la <a href="http://josmanser.wixsite.com/nenufar" target="_blank"><span style="color: orange;"><b>Asociación Española de Reiki, Terapias complementarias y Alimentación Saludable Nenúfar</b></span></a>.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCHk12vhLWj_Q3XHPEhQDQWuIXgo4f5STJXr7yiBA9WLrXkDsBhM-1RTZoWjWywAffAxLNeO4xLStHDZn8z_IoS-HuNqdfLX637oU_2T5E2m4iDVkII98Blx9GcT3pjmkit5W9TyAxL_w/s1600/medicina+china.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCHk12vhLWj_Q3XHPEhQDQWuIXgo4f5STJXr7yiBA9WLrXkDsBhM-1RTZoWjWywAffAxLNeO4xLStHDZn8z_IoS-HuNqdfLX637oU_2T5E2m4iDVkII98Blx9GcT3pjmkit5W9TyAxL_w/s400/medicina+china.jpg" width="400" /></a></div>
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Todo esto unido a exposiciones, consultas, espectáculos, stands y música, harán que disfrutéis de lo lindo y que queráis volver el año que viene.</div>
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<span style="font-size: large;"><b>¡ESPERO QUE OS ANIMÉIS...!</b></span></div>
faustingerhttp://www.blogger.com/profile/00816566285351733872noreply@blogger.com0