<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8391487346322835642</id><updated>2024-10-25T02:12:12.602-07:00</updated><title type='text'>Redes de Mercadeo</title><subtitle type='html'>Este blog esta dedicado a todos aquellos Networkers y personas de otra profesión que quieran alcanzar un estilo de vida mejor a través de las redes de mercadeo</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>6</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-2426596651073288213</id><published>2011-12-07T11:49:00.000-08:00</published><updated>2012-06-27T18:21:58.900-07:00</updated><title type='text'>Por que elegir una Red de Mercadeo</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;b style=&quot;color: red;&quot;&gt;Puntos básicos&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Estimados amigos y colegas en esta entrega enumero 4 razones por la cual se puede elegir un negocio &lt;b&gt;Multinivel&lt;/b&gt; o &lt;b&gt;Red de Mercadeo.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;b&gt;1) Inversión:&lt;/b&gt;&lt;/u&gt; La inversión es relativamente baja, conozco una empresa con la que puedes empezar desde 10$ y colegas networkers me hah comentado de otra en la que la inversión más alta es de 1.500 $ aproximadamente. Tomando estos montos, podemos comparar la inversión necesaria para la apertura de una empresa o negocio tradicional vs elegir emprender un negocio multinivel, la resultante a simple vista es que la inversión en redes de mercadeo es más baja.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Qué empresa tradicional se puede aperturar a partir de 10$?&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;b&gt;2) Costos fijos:&lt;/b&gt;&lt;/u&gt; Un negocio &lt;b&gt;Multinivel&lt;/b&gt; los costos fijos, &lt;i&gt;exectuando el costo de mantenimiento o autoenvio o consumo minímo, según como estes acostumbrado a llamarle&lt;/i&gt;, podrian ser algún curso, la factura del telefono e internet o el costo de tu combustible que más que nada se puede catalogar como costo variable. En una empresa los costos fijos son; los servicios básicos, empleados, tal vez alquiler o renta si el local comercial u oficina es alquilado o rentado y otros costos que sí o sí se deben de cubrir exista o no venta. Todos los costos que se manejan en un negocio de Red de Mercadeo son relativamente bajos en comparación a la rentabilidad que se pueden tener ya que practicamente es ilimitada, en una empresa tradicional la rentabilidad va a estar condicionada por el mercado que te indica en cuanto podes vender algun producto o servicio y la cantidad que podes vender, en una Red de Mercadeo estos puntos no se dan.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;b&gt;3) Plan B:&lt;/b&gt;&lt;/u&gt; La persona que decide desarrollar una &lt;b&gt;Red de Mercadeo&lt;/b&gt;, puede realizar esta actividad de forma &lt;b&gt;seria, responsable y profesional&lt;/b&gt; por lo menos 2 horas por día y 10 horas semanales, recalco que se debe hacer de manera seria ya que es un negocio como cualquier otro en donde se debe poner el sacrificio necesario para sacarlo adelante, con las diferencias que estoy expresando y con una rentabilidad casi ilimitada. Por otro lado no necesariamente debe renunciar a su trabajo o empleo actual, definitivamente eso no es recomendable en un principio, en primer lugar porque si no es un Networker con experiencia y conocimientos le va a tomar tiempo generar buenos ingresos, este tiempo puede variar en gran medida, particularmente creo que entre 6 meses a un año es un buen tiempo para adquirir los conocimientos necesarios con los debidos dolores de cabeza.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;b&gt;4) Ganar por ayudar a otras personas:&lt;/b&gt;&lt;/u&gt; Este es uno de mis puntos favoritos, ya que los negocios basados en multinivel estan diseñados para que con el exito de tus patrocinados uno tenga exito, por ende se debe enseñar, modelar o mentorear a las nuevas personas. Esta es la explicación más sencilla y práctica del concepto de &lt;b&gt;Empresario Cooperativo&lt;/b&gt;, el cual es un concepto que se esta aplicando bastante en este nuevo siglo. En las empresas tradicionales el concepto es de empresario competitivo que en determinadas oportunidades entra en el campo desleal cuando se utilizan técnicas o artimañas para sacar del mercado a una empresa del mismo rubro o a un compañero o jefe.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Esta es mi entrega de la semana, si tienen dudas consultas o sugerencias pueden escribirme o dejarme los comentarios al pie. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; text-decoration: none; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/2426596651073288213/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://mercadearenredes.blogspot.com/2011/12/por-que-elegir-una-red-de-mercadeo.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/2426596651073288213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/2426596651073288213'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/2011/12/por-que-elegir-una-red-de-mercadeo.html' title='Por que elegir una Red de Mercadeo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-4120612852821242780</id><published>2011-11-28T06:39:00.000-08:00</published><updated>2012-06-27T18:21:40.537-07:00</updated><title type='text'>Como se Iniciaron las Redes de Mercadeo</title><content type='html'>&lt;div style=&quot;color: red; font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Historia del Network Marketing&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Carl Rehnborg&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Las Redes de Mercadeo que también se les conoce como Network  Marketing, Marketing Multinivel, o MLM,&amp;nbsp; tiene sus  orígenes aproximadamente en 1940 cuando una empresa&amp;nbsp; que vendía  suplementos nutricionales “California Vitamins”, dirigida por su fundador Carl Rehnborg, cambio su tradicional  esquema de ventas puerta a puerta por un sistema revolucionario donde el cliente satisfecho con el producto podía recomendarlo  convirtiéndose&amp;nbsp; en un distribuidor y generar así un negocio que le  permitiera tener ingresos extras trabajando algunas horas por día.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Luego se le incluyo otra variable y era que este distribuidor podía reclutar a otros distribuidores  que hicieran los mismo (Multinivel), de esta manera “California  Vitmains” cambia su nombre por “Nutrilite Products”. Al trascender el sistema del multinivel  los clientes satisfechos podían capturar a &amp;nbsp;otros clientes, convirtiéndose de esta manera en  distribuidores;&amp;nbsp; estos a su vez conseguían más clientes y así ambos  ganar una comisión sobre la venta realizada. De esta manera Nutrilite ofrece a muchas personas la opción de convertirse en dueños de  sus propios negocios sin tener que invertir en grandes y costosas  infraestructuras, y ahorrarse&amp;nbsp; la contratación de muchos empleados.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://lucamelloni.com/wp-content/uploads/2010/06/Rich-DeVos-e1277414006910-210x300.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&amp;quot;Rich-DeVos&amp;quot;&quot; border=&quot;0&quot; class=&quot;alignright size-medium wp-image-36&quot; height=&quot;200&quot; src=&quot;http://lucamelloni.com/wp-content/uploads/2010/06/Rich-DeVos-e1277414006910-210x300.jpg&quot; title=&quot;Rich-DeVos&quot; width=&quot;140&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Rich DeVos cofundador de Amway&lt;/td&gt;&lt;/tr&gt;
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El concepto básico del multinivel ascendió a tal punto que a fines de los años 50, Rich DeVos junto con Jay Van Andel, que aprendieron los fundamentos del mercadeo multinivel de Nutrilite, crearon  “Amway”. El concepto del multinivel le permitió a esta empresa generar utilidades por más de medio millón de dolares el primer año. De esta manera, con el crecimiento acelerado terminó absorviendo a Nutrilite Products que terminó funcionando como una división de productos nutricionales. En la decade de los 70’s Amway fue llevada a la corte en USA donde la Federal  Trade Comission&amp;nbsp; fue la encargada de revisar el caso porque se decia que  el sistema de pago de comisiones era ilegal (Piramide) Amway demostro  de manera exitosa su legalidad creando las bases que legislaran este  modelo de negocio y a partir de ese momento han surgido cientos de  empresas multinivel, dandole oportunidad a miles de personas de convertirse en  empresarios independientes exitosos.&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Jay Van Andel&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;cofundador de Amway&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Esta historia demuestra que el modelo de negocios multinivel no es nueva. Estas 2 empresas revolucionaron la forma de distribución de productos, creando las bases legislativas en EEUU para este modelo de negocios extendiéndose a otros paises. En la actualidad el Network Marketing ha evolucionado y ya no solo son productos también se comercializan servicios de la misma manera. Hoy por hoy, las personas que optan por este tipo de negocios, son profesionalizados en la comercialización por redes, el trabajo ya no consiste en ir de puerta en puerta, sino en la educación y profesionalización como lider de una organización de personas interconectadas. El Networker actualmente es uno de los profesionales mejores pagados.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
La filosofía del Network Marketing esta basada en el apoyo para el crecimiento personal, profesional y económico de las personas, por ello es un modelo de negocios cooperativo y no competitivo.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; text-decoration: none; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/4120612852821242780/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/como-se-iniciaron-las-redes-de-mercadeo.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/4120612852821242780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/4120612852821242780'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/como-se-iniciaron-las-redes-de-mercadeo.html' title='Como se Iniciaron las Redes de Mercadeo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-8709404723925414274</id><published>2011-11-23T15:28:00.000-08:00</published><updated>2012-06-27T18:21:08.292-07:00</updated><title type='text'>Pirámide vs Red Mercadeo</title><content type='html'>&lt;div style=&quot;color: red; font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pirámide&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
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En economía se llama Pirámide o Estafa Pirámidal a un esquema en donde uno o más participantes refieren a otros a ingresar al esquema con un monto de dinero sin recibir ningún producto, servicio o beneficio. Estos nuevos participantes recibirán intereses por su dinero siempre y cuando refieran a más personas que deben ingresar con el mismo monto de dinero, rifieran a otras personas y así en una cadena interminable. El riesgo con las Pirámides es que en algún punto deja de crecer y por ende deja de haber ingreso de dinero, ya que el esquema no ofrecen ningún producto sea tangible o intangible que rinda utilidades para pagar los intereses.&lt;/div&gt;
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Es fácil reconocer un esquema Pirámidal debido a que no ofrecen ningún producto, solicitan una donación, referir a más personas a donar y así conseguir altos interes en muy poco tiempo para los participantes, también por los nombres, aun cuando se disfracen, por ejemplo: circulo de la abundancia, esquema ponzi, cirulo de oro, celulas de oro, etc. Esta organizado solo por un grupo de personas y generalmente no existe ninguna empresa de por medio.&lt;/div&gt;
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Este tipo de esquemas es ilegal en muchos países como&lt;span style=&quot;color: black;&quot;&gt; &lt;/span&gt;Estados Unidos&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Reino Unido&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Francia&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Alemania&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Canadá&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Rumania&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Colombia&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Malasia&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Noruega&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Bulgaria&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Australia&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Nueva Zelanda&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Japón&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Nepal&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Filipinas&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Sudáfrica&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Sri Lanka&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Tailandia&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;Venezuela&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;,&lt;/span&gt; Irán&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;República Dominicana&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;República de China&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;España&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;, &lt;/span&gt;México&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt; y &lt;/span&gt;Ecuador&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;Se considera ilegal porque no permite que los participantes que ingresaron posteriormente tengan mayor beneficio económico que los que ingresaron al principio y también por el aspecto fiscal, ya que los participantes no rinden impuestos al estado por las utilidades generadas.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;i&gt;El artículo 23 de la Ley de Ordenación del Comercio Minorista en su  punto 2 expresa claramente: &quot;Se prohíbe proponer la obtención de  adhesiones o inscripciones con la esperanza de obtener un beneficio  económico relacionado con la progresión geométrica del número de  personas reclutadas o inscritas&quot; Respecto a las pirámides basadas en  donaciones monetarias: una donación es un traspaso de dinero por  voluntad propia y sin esperar nada a cambio. En el momento en el que la  donación se realiza como parte de una estructura mercantil, con el  objetivo de recibir otras donaciones, la donación queda desvirtuada, y  pasa a ser un ingreso, cuyo tratamiento fiscal es distinto. (España) &quot;Articulo extraído de &lt;a href=&quot;http://es.wikipedia.org/wiki/C%C3%A9lulas_de_la_abundancia&quot; target=&quot;_blank&quot;&gt;Wikipedia&lt;/a&gt;.&quot;&lt;/i&gt;&lt;/div&gt;
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&lt;u style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Redes de Mercadeo&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&lt;i&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Una de Red de Mercadeo es una manera de Distribución de productos o servicios en donde una compañía distribuye sus productos o servicios de manera directa al cliente o consumidor final sin la intermediación de empresas como tiendas o supermercados, en donde un distribuidor asociado se encarga de este trabajo, como si fuera un vendedor. Aquí ya existe una diferencia con relación a las Pirámides, existen productos o servicios.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Las empresas que distribuyen sus productos de esta manera cuentan con un plan de pagos, aunque se conoce mejor por el nombre de Plan de Compensación. Un distribuidor asociado recibe compensación por la venta de productos o servicios ofrecidos por la empresa así como también la venta o consumo de distribuidores asociados por este primer distribuidor. Aquí la segunda diferencia es el plan de compensación.&lt;/span&gt;&lt;/div&gt;
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Otra gran diferencia es que todas estas empresas que distribuyen sus productos o servicios de esta manera estan legalmente constituídas en los países que operan con todas las documentaciones aprobadas para tal efecto.&lt;/div&gt;
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El Network Marketing es un modelo de negocio y de distribución que ha cobrado fuerza en los últimos años porque ha demostrado ser rentable para las empresas y para los distribuidores asociados. Para las empresas porque usan la recomendación para realizar la venta de sus productos o servicios, esta recomendación tiene una mayor penetración en el mercado antes que el bombardeo publicitario. Para los distribuidores por que ofrece un negocio real por una baja inversión y una dedicación seria y responsable de tiempo parcial.&lt;/div&gt;
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&lt;i&gt;En España se aplica la Ley de Ordenación del comercio minorista 7/1996, donde el artículo 22 define y demarca los limites de las ventas directas.&lt;/i&gt; &lt;i&gt;&lt;b&gt;Venta directa&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;1. La venta directa constituye una forma especial de comercio en la  que un fabricante o un comerciante mayorista vende sus bienes o  servicios a través de una red de comerciantes y/o agentes distribuidores  independientes, pero coordinados dentro de una misma red comercial y  cuyos beneficios económicos se obtienen mediante un único margen sobre  el precio de venta al público, que se distribuye mediante la percepción  de porcentajes variables sobre el total de la facturación generada por  el conjunto de los vendedores integrados en la red comercial, y  proporcionalmente al volumen de negocio que cada componente haya creado.  A efectos de lo dispuesto en este artículo, los comerciantes y los  agentes distribuidores independientes se considerarán en todo caso  empresarios a los efectos previstos en el texto refundido de la Ley  General para la Defensa de los Consumidores y Usuarios y otras Leyes  complementarias. &quot;Artículo extraído de &lt;a href=&quot;http://es.wikipedia.org/wiki/Marketing_multinivel&quot; target=&quot;_blank&quot;&gt;Wikipedia&lt;/a&gt;&quot;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; text-decoration: none; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/8709404723925414274/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/piramide-vs-red-mercadeo.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/8709404723925414274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/8709404723925414274'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/piramide-vs-red-mercadeo.html' title='Pirámide vs Red Mercadeo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-5789269230064849314</id><published>2011-11-14T10:31:00.000-08:00</published><updated>2012-06-27T18:20:48.891-07:00</updated><title type='text'>Distribuidor vs Networker</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Distribuidor vs Networker&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;(Producto vs Plan de Trabajo)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Ventas: &lt;/b&gt;Un distribuidor (Vendedor) esta enfocado y dedicado a las ventas para que de esta manera pueda generar un ingreso a traves de las comisiones, en donde el esfuerzo del Distribuidor es del 100%, ya que si un día no realiza una venta no genera comisiones, teniendo así un ingreso lineal (en un solo nivel).&lt;b&gt;&lt;br /&gt;
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&lt;b&gt;Clientes - Bajo Compromiso: &lt;/b&gt;Un distribuidor busca clientes y solo requiere un intercambio de su producto por el dinero del cliente, a esto se le llama bajo compromiso, por que el distribuidor no precisa de un acto de responsabilidad laboral o actividad del cliente, sencillamente es un acto de venta, el cliente compra y el vendedor se retira.&lt;b&gt;&lt;br /&gt;
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&lt;b&gt;Productos y/o Servicios:&lt;/b&gt; Un distribuidor ofrece un producto y/o servicio&lt;b&gt;.&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Compañía:&lt;/b&gt; Un distribuidor promociona lo que una compañía ofrece a través de sus productos y/o servicios&lt;b&gt;.&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Marca &quot;Compañía + Producto&quot;:&lt;/b&gt; Para un distribuidor, su presentación, su marca, es la compañía y su producto. &lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Nicho &quot;Depende de su Producto&quot;: &lt;/b&gt;Para un distribuidor, su nicho de mercado esta restringido a los beneficios que ofrece su producto, supangamos un producto para la caída del cabello, entonces los potenciales clientes, el nicho de mercado, esta en las personas que presentan esta condición.&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;Networker&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;b&gt;Negociaciones y Relaciones: &lt;/b&gt;Un Networker (Desarrollador de Redes) esta enfocado y dedicado al desarrollo de una Plataforma (Red inicial de Personas) y para mantenerlo debe desarrollar las habilidades de buen relacionamiento con las personas que integran el equipo de trabajo, por eso, usualmente se escucha decir que las Redes de Mercadeo son un negocio de relaciones. Los ingresos económicos de un Networker estan dados por la distribución de productos y/o servicios que una empresa realiza a través de esa red, por consiguiente el Networker esta concentrado en el desarrollo de su red de personas. Esto quiere decir que los ingresos estan dados por multiples niveles, ya que existen personas en un primer nivel, en segundo nivel, etc.&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Socios - Alto Compromiso:&lt;/b&gt; Un Networker busca socios empresariales, por lo cual el nuevo socio debe comprometerse a adquirir los conocimientos necesarios para desarrollar las habilidades, ponerlas en práctica y así desarrollar una Plataforma, se requiere de un alto compromiso (responsabilidad, puntualidad, desarrollar plan de trabajo, tiempo, etc.)&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Oportunidad de Negocios:&lt;/b&gt; Un Networker ofrece una oportunidad empresarial, una oportunidad de negocios, basado en un plan de trabajo.&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Industria:&lt;/b&gt; Un Networker promociona la oportunidad que ofrece la Industria de las Redes de Mercadeo. Baja inversión, alto retorno de tasa de inversión, desarrollo personal y profesional, libertad financiera.&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Marca &quot;Él/Ella + Equipo&quot;:&lt;/b&gt; Para un Networker, su marca es Él o Ella mismo/a y su equipo.&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Nicho &quot;Emprendedores&lt;/b&gt;&quot;: Para un Networker, su nicho de mercado son todas las personas que esten dispuestas a desarrollar una oportunidad empresarial.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMPUcIbtyFjNu4SvRNH56w-fR6HsLig1j1ouKPso2aCi1ZDyRgibXXCc7JPWI1XSuZnqblZNDQp9_M_UDX1TSauMndT4wu7arrPCEhlzWyjgNE0DebN4dffbndympk_BdZ0ZRUXWYVj-Q/s1600/Gr%25C3%25A1fico1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMPUcIbtyFjNu4SvRNH56w-fR6HsLig1j1ouKPso2aCi1ZDyRgibXXCc7JPWI1XSuZnqblZNDQp9_M_UDX1TSauMndT4wu7arrPCEhlzWyjgNE0DebN4dffbndympk_BdZ0ZRUXWYVj-Q/s400/Gr%25C3%25A1fico1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; text-decoration: none; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/5789269230064849314/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/distribuidor-vs-networker.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/5789269230064849314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/5789269230064849314'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/distribuidor-vs-networker.html' title='Distribuidor vs Networker'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMPUcIbtyFjNu4SvRNH56w-fR6HsLig1j1ouKPso2aCi1ZDyRgibXXCc7JPWI1XSuZnqblZNDQp9_M_UDX1TSauMndT4wu7arrPCEhlzWyjgNE0DebN4dffbndympk_BdZ0ZRUXWYVj-Q/s72-c/Gr%25C3%25A1fico1.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-311818983413037690</id><published>2011-11-07T11:23:00.000-08:00</published><updated>2012-06-27T18:20:32.484-07:00</updated><title type='text'>3 Aspectos que te ayudaran a formar una Red Solida</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La Industria del Mercadeo en Redes es un negocio de relaciones, si tienes buenas relaciones con las personas que estan en tu Red &lt;i&gt;(también llamada Organización)&lt;/i&gt;, esta se fortalece, crece y se vuelve productiva.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;El Valor Personal&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHmb8yHArOOL8AhMk0LyXr37aAx_HexSsSnBnUv1ReKnhbMEw960rTazoVCwoheSJnaflNKzhVbiDo619FjbLB6i6uPD6gFEdW5x8dWA_PAqrTZTeIg25ev1ifNwa0Iur3NDFv8BOnTpI/s1600/Attraction-Network-Marketing.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHmb8yHArOOL8AhMk0LyXr37aAx_HexSsSnBnUv1ReKnhbMEw960rTazoVCwoheSJnaflNKzhVbiDo619FjbLB6i6uPD6gFEdW5x8dWA_PAqrTZTeIg25ev1ifNwa0Iur3NDFv8BOnTpI/s200/Attraction-Network-Marketing.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;Este aspecto consiste en la capacitación para aumentar el valor personal de uno mismo. Se debe ser una persona de contenido, con filosofía y principios, esto lo lleva a uno a desarrollarse personalmente y así aprender a tratar con las personas de su organización. La lectura de libros orientados a las Redes de Mercadeo, de finanzas en general y libros de autoayuda o motivación y liderazgo dan la perspectiva ideal sobre el valor personal.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;Como mencione más arriba este es un negocio de relaciones y estas se dan entre personas&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt; y desarrollar las habilidades para tratar con los demás es un punto fundamental en este negocio para lograr una Red solida y productiva.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;En la medida que se desarrolle el Valor Personal a traves del estudio y la práctica se logrará desarrollar los imanes para atrear a las personas.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;El Carácter Ganador&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJKYN3zJJ_B7T47qczHccln5E8Bfj2gIfk6CM_0x7UDOei5gDQ1ZAZMh3E1UcpzDPm-GIxlnrVtB0TCi4F6X8nar8Q-ztlYn2Rr6kUmFxl99vkczOdjWRJ03uFSs0J5SQtorGaikMlekQ/s1600/what-is-mlm-selling.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJKYN3zJJ_B7T47qczHccln5E8Bfj2gIfk6CM_0x7UDOei5gDQ1ZAZMh3E1UcpzDPm-GIxlnrVtB0TCi4F6X8nar8Q-ztlYn2Rr6kUmFxl99vkczOdjWRJ03uFSs0J5SQtorGaikMlekQ/s200/what-is-mlm-selling.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;En la medida que una persona aumenta su nivel de conocimiento &lt;i&gt;(por medio del estudio y la práctica)&lt;/i&gt; se genera una autoconfianza para hablar sobre la profesión del Network Marketing. Aun así es importante trabajar en el pensamiento positivo y en el caracter ganador de uno mismo, es de suma importancia, ya que de esta manera uno genera confianza &lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;&lt;i&gt;(además de su autoconfianza propia)&lt;/i&gt; &lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;en los miembros de la organización.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;Aumento de la Felicidad.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKhLoVFrUSTzl0RU_z-D1FgBp90HCyJSsTJVeG6AarwxRytoXT5m0u2jEkJumoXTFNyh5XIFiUfj-t1zsshjzlpBfgl5UlLOo5estwfMPM36dfcWCZKcfn8g6pnPa4C8MbNLSXclgq9MI/s1600/images.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKhLoVFrUSTzl0RU_z-D1FgBp90HCyJSsTJVeG6AarwxRytoXT5m0u2jEkJumoXTFNyh5XIFiUfj-t1zsshjzlpBfgl5UlLOo5estwfMPM36dfcWCZKcfn8g6pnPa4C8MbNLSXclgq9MI/s200/images.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;Una de las más importantes filosofías de vida es que lo que uno hace debe hacerlo feliz. Esta consigna dice que para ser completamente próspero hay que ser feliz. El Networker es una persona que enlaza personas entre sí, formando una red, una organización, imaginense una red de personas tristes, no es posible. Lo mejor de este punto es que no se necesita de ningún estudio, posgrado, PhD para transmitir la felicidad, una sonrisa se contagia sola.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;Como desarrollador de Redes uno debe plantearse estos aspectos, desarrollar su valor personal, tomar el control de su caracter y compartir su dicha con los demás. Una vez hecho esto uno tendra un antes y un después, y se podra ayudar a otros a descubrir estos aspectos.&lt;/span&gt;&lt;br /&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; text-decoration: none; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif; font-size: 15px; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: small;&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mercadearenredes.blogspot.com/feeds/311818983413037690/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/3-aspectos-que-te-ayudaran-formar-una.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/311818983413037690'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8391487346322835642/posts/default/311818983413037690'/><link rel='alternate' type='text/html' href='http://mercadearenredes.blogspot.com/2011/11/3-aspectos-que-te-ayudaran-formar-una.html' title='3 Aspectos que te ayudaran a formar una Red Solida'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHmb8yHArOOL8AhMk0LyXr37aAx_HexSsSnBnUv1ReKnhbMEw960rTazoVCwoheSJnaflNKzhVbiDo619FjbLB6i6uPD6gFEdW5x8dWA_PAqrTZTeIg25ev1ifNwa0Iur3NDFv8BOnTpI/s72-c/Attraction-Network-Marketing.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8391487346322835642.post-7763261446610589301</id><published>2011-11-03T12:54:00.000-07:00</published><updated>2012-06-27T18:19:17.159-07:00</updated><title type='text'>Redes de Mercadeo</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;a href=&quot;mailto:miguel.lopez.avalos@gmail.com&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Construir redes es la manera que usan los hombres de negocios para alcanzar mayores niveles de riqueza, porque las redes&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;a href=&quot;http://www.blogger.com/post-create.g?blogID=8391487346322835642&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;  les proporcionan un sistema muy efectivo basado en una simple formula &quot;el pequeño esfuerzo de muchos hace toneladas de dinero&quot;. Solo hay que salir a  las calles de cualquier ciudad y veremos &quot;redes&quot; de tiendas,  restaurantes, bancos, etc. Esto quiere decirnos que si combinamos el  esfuerzo de muchos, conseguiremos mejores resultados que con el esfuerzo  de uno solo.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivNw6x3uCNHsouwEoMsCSZlZA0iwpZfzvwnQsJAlNh6QBh8_bRH-JaRw4cKFfoL9Qqa6l5d_S_1mNXTzgRTNQPW6CwIo63frXybzeV8o6VfkZXZLi95tYfnXJ_vaD1yH9nnzXj_GauS6A/s1600/Escuela+de+Negocios_web.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivNw6x3uCNHsouwEoMsCSZlZA0iwpZfzvwnQsJAlNh6QBh8_bRH-JaRw4cKFfoL9Qqa6l5d_S_1mNXTzgRTNQPW6CwIo63frXybzeV8o6VfkZXZLi95tYfnXJ_vaD1yH9nnzXj_GauS6A/s1600/Escuela+de+Negocios_web.jpg&quot; width=&quot;131&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Verdana, sans-serif;&quot;&gt;“&lt;i&gt;Las personas más ricas del planeta construyen redes. Todos los demás son entrenados para buscar un empleo.&lt;/i&gt;” Robert T. Kiyosaki – Escuela de Negocios.&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Lo que hace interesante a la industria del &lt;i&gt;Mercadeo en Red&lt;/i&gt;, conocido también como &lt;i&gt;“Franquicia Personal”&lt;/i&gt;, &lt;i&gt;“Network Marketing”&lt;/i&gt; o &lt;i&gt;“Multinivel”&lt;/i&gt;,  es que se trata de una manera democrática de creación de riqueza.  Permite que cualquiera a nivel personal, pueda entrar al mismo terreno  de juego de aquellos que construyen grandes franquicias. Todo el que  tenga el dinamismo, la determinación y perseverancia, lo puede hacer.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;En la industria de redes no es necesario tener algun tipo de preparación academica, tampoco importa el nivel económico ya que una persona puede ganar mucho dinero pero no tener el tiempo para disfrutarlo y esta industria te proporciona el tiempo y el dinero. Lo que  si importa es que tengas la determinación de emprender la  acción para mejorar personal y profesionalmente acompañado de un buen ingreso.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;El negocio de redes consiste en un negocio cooperativo en donde debes a ayudar a otras personas a desarrollarse de esta manera uno también crece. &lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Entonces, tengo que enseñarles y ayudarles a construir su red,  para que ellos también puedan enseñar y ayudar a otros a hacer lo mismo. &lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Las redes de mercadeo también te permiten romper con la tradicional forma de ganar dinero en donde cambias tiempo por dinero, en donde tus ingresos dependen 100% de tu esfuerzo.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;El  Mercadeo en Redes es una opción más para tener un negocio propio. Solo  que en esta industria arrancas con baja inversión inicial pero con alto  potencial de ingresos. Una opción atractiva a decir verdad, porque puede  producir &lt;b&gt;ingreso residual&lt;/b&gt;. A diferencia del ingreso lineal, que  es el tradicional ingreso que gana la gente cuando es un empleado e  intercambia su tiempo y talento por dinero.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Un ejercicio interesante, es &lt;i&gt;visualizarce&lt;/i&gt;.  Si usted es felíz con lo que está haciendo ahora, y gracias a ello  dentro de los próximos tres a cinco años usted se ve en el lugar adonde  quiere llegar, entonces no necesita hacer nada más. Pero &lt;b&gt;si lo que usted ve no es lo que usted quiere&lt;/b&gt;, ha llegado el momento de empezar a hacer &lt;b&gt;ahora&lt;/b&gt; las cosas diferentes que le permitirán &lt;b&gt;obtener resultados diferentes&lt;/b&gt; después.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Este  concepto funciona. Tiene más de 50 años funcionando. Personas que  carecen de la experiencia y conocimiento sobre esta industria, siempre  dudan y generan en otras personas incertidumbre sobre este tipo de  negocio. La mejor recomendación que puedo darle a cualquiera que se  interese en el Network Marketing, es que busque información en las  personas que hayan llegando a donde tu quieres llegar en la industria.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEgOXOgL4gDBRgA1g7mv4YZlR9MEcFxEuf_4LehXWQ6Tyi3gJfnm0lziy0kdfCoJj2XCd470PpmM1Pqd5aj4RT7MIgBmlahYYrON7OXjh7Pg9inB3vMkui0BMOeLO9SKb-ULUUQFPOD3s/s1600/Grow.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEgOXOgL4gDBRgA1g7mv4YZlR9MEcFxEuf_4LehXWQ6Tyi3gJfnm0lziy0kdfCoJj2XCd470PpmM1Pqd5aj4RT7MIgBmlahYYrON7OXjh7Pg9inB3vMkui0BMOeLO9SKb-ULUUQFPOD3s/s200/Grow.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Esta  es una de las oportunidades de negocios de mas rápido crecimiento en el  mundo. Constantemente millones de personas abandonan sus trabajos &lt;b&gt;sin futuro&lt;/b&gt;  por la oportunidad de alcanzar el sueño de desarrollar sus propios  negocios. En ninguna industria se han visto más casos de personas que  alcanzan la libertad para hacer lo que desean, &lt;b&gt;sin que el tiempo y el dinero sea un problema,&lt;/b&gt; como ocurre día tras día en la industria del Mercadeo en Redes.&lt;/span&gt;&lt;br /&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A los amigos, espero el artículo les haya resultado interesante y a los colegas útil.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mis saludos y sinceros deseo de exito para todos ustedes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Miguel López&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Conoce&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://miguellopezavalos.com/como-prospectar-presencialmente-aplicando-marketing-de-atraccion/&quot; style=&quot;border: 0px; color: #3170c9; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: none 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot; title=&quot;¿Cómo Prospectar Presencialmente aplicando Marketing de Atracción?&quot;&gt;aquí&lt;/a&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;como&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Prospectar Presencialmente&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;usando&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing de Atracción&lt;/strong&gt;
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&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;Accede&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Gratis&lt;/strong&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; text-align: center;&quot;&gt;&amp;nbsp;a Mi Curso de 5 Días Sobre&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 25px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;&quot;&gt;Marketing De Atracción Online&amp;nbsp;&lt;a href=&quot;http://www.masmultinivel.com/&quot; style=&quot;border: 0px; color: #3170c9; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: none 0px; padding: 0px; vertical-align: baseline;&quot; target=&quot;_blank&quot; title=&quot;Marketing de Atracción Online&quot;&gt;Aquí&lt;/a&gt;&lt;/strong&gt;
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