<?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-6501300354859866017</id><updated>2026-05-26T12:03:17.041-07:00</updated><title type='text'>Como  invertir y multiplicar mi salario blog.</title><subtitle type='html'>Consejos sobre manejo planeacion, administracion del salario personal o familiar,trucos  administrativos para invertir y hacer rendir el suldo, invercion,ahorro,tecnicas para  administra,hacer rendir y multiplicar tu sueldo,para convertirlo en oro,economia y finanzas familiares con tecnicas presupuestales para invertir tu o tu familia,administracion y microfinanzas para el hogar.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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>18</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-2659501942399168986</id><published>2013-07-21T15:27:00.001-07:00</published><updated>2013-07-21T15:27:37.818-07:00</updated><title type='text'>Salde sus deudas  con  un presupuesto efecctivo.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7VR-KWrwh7zTjItQUmuaZJa2OgTDyMowXyW6jrfRlqyo_JnLHKLTZFruiEwbZhYwp_sLVI5sRcdEBaE9XrpchvCJRpYqCnptQtNKzAhFUGqf_X9Z8SzeLVGVHeUVCHb8zi6-3bNlxdUbp/s1600/goldguy.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7VR-KWrwh7zTjItQUmuaZJa2OgTDyMowXyW6jrfRlqyo_JnLHKLTZFruiEwbZhYwp_sLVI5sRcdEBaE9XrpchvCJRpYqCnptQtNKzAhFUGqf_X9Z8SzeLVGVHeUVCHb8zi6-3bNlxdUbp/s320/goldguy.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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¿Parece que el dinero se deslice fuera de su bolsillo derecho, incluso antes de que hayas ganado? ¿Tiene problemas para mantener un seguimiento de sus finanzas? ¿Su saldo de su tarjeta de crédito no parece disminuir, independientemente de los pagos que usted hace? Si es así, entonces es hora de crear un presupuesto sólido, o para mejorar el &amp;nbsp;actual. Aquí hay 10 consejos imprescindibles para ayudarle con su proceso de presupuestación.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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1. Defina sus objetivos: ¿Qué quieres de 5 a 10 años? ¿Quieres ser dueño de una propiedad, empezar un negocio o tomar un año sabático y viajar por el mundo? Al identificar el corto plazo y metas a largo plazo, usted será capaz de determinar cuánto le costará para alcanzarlos.&lt;/div&gt;
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2. Lista de sus gastos mensuales: En una hoja de cálculo, una lista de todos sus gastos mensuales recurrentes. Aquí está un ejemplo:&lt;/div&gt;
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GASTOS&lt;/div&gt;
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Alquiler / Hipoteca $ 900.00&lt;/div&gt;
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INTERNET $ 45.00&lt;/div&gt;
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TELÉFONO BILL $ 80.00&lt;/div&gt;
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TV CABLE $ 90.00&lt;/div&gt;
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ELECTRICIDAD $ 50.00&lt;/div&gt;
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PRÉSTAMO DE PAGO $ 160.00&lt;/div&gt;
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GYM REGISTRO $ 60.00&lt;/div&gt;
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TOTAL $ 1,385.00&lt;/div&gt;
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3. Enumere sus fuentes de ingresos mensuales: En la misma hoja de cálculo, escriba lo que gana después de impuestos.&lt;/div&gt;
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INGRESOS&lt;/div&gt;
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NÓMINA DE PAGO DESPUÉS DE IMPUESTOS $ 2,300.00&lt;/div&gt;
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TUTORIAL SERVICIOS $ 300.00&lt;/div&gt;
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TOTAL $ 2,600.00&lt;/div&gt;
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4. Páguese a sí mismo primero: Antes de ir en una juerga de gasto, determinar cuánto necesita ahorrar cada mes para alcanzar sus metas. Puede que tenga que reducir sus gastos recurrentes si es necesario (por ejemplo, pasar a un apartamento barato o suscribirse a un paquete de cable más pequeña).&lt;/div&gt;
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AHORROS&lt;/div&gt;
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INGRESO TOTAL $ 2,600.00&lt;/div&gt;
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GASTOS TOTALES - $ 1,385.00&lt;/div&gt;
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UTILIDAD NETA $ 1,215.00&lt;/div&gt;
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Menos de Ahorro - $ 500.00&lt;/div&gt;
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TOTAL (ficticio) $ 715.00&lt;/div&gt;
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En el ejemplo anterior, la desconocida tiene $ 715 para gastar cada mes, después de pagar sus facturas mensuales regulares y la asignación de US $ 500 a ahorros. Hay que llegar a un esquema similar y determinar un límite por encima del cual estaría viviendo por encima de sus medios (es decir, ¿cuál es su $ 715?). Esta es una forma tradicional de hacer un presupuesto. Ahora echemos un vistazo a consejos adicionales para ayudar a cumplir con sus resoluciones.&lt;/div&gt;
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5. Establecer un corto plazo del plan de ahorro: Plan de las próximas grandes gastos por delante. Poner dinero para viajes, que la nueva computadora portátil que usted quiere o sus compras navideñas. Para ello, configurar transferencias automáticas mensuales a una cuenta de ahorro que no se puede cobrar fácilmente. Por ejemplo, elija una cuenta de ahorros que está sujeta a un retraso de 48 horas sobre los retiros. Esto evitará que el uso que dan cuenta de sus operaciones regulares.&lt;/div&gt;
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6. Establecer un plan de ahorro a largo plazo: el ahorro a largo plazo representan el dinero que usted pone a un lado para poner en marcha un negocio, para financiar la educación de sus hijos o su jubilación. Configure transferencias automáticas e invertir la cantidad en una cuenta remunerada como un fondo de inversión, un fondo de pensiones, un fondo de inversión garantizado o una cuenta ETF-corretaje. Leer invertir su dinero sabiamente para una introducción rápida de la inversión. Cuanto antes comience, más rico que usted conseguirá. Por ejemplo, una cantidad tan poco como $ 250 invertidos al final de cada mes a una rentabilidad media anual del 4% se puede acumular a más de $ 36.000 en 10 años.&lt;/div&gt;
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7. Mantenga su deuda bajo ...: los pagos de créditos a plazo, como los de su hipoteca, préstamos estudiantiles, préstamos de automóviles y el plan de financiación minorista deben ser incluidos en sus gastos recurrentes hasta que el monto adeudado se paga. Cuanto más rápido se pague un préstamo a largo plazo, más pronto usted conseguirá deshacerse de su deuda.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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8. ... Y su deuda renovable aún menor: Los productos como tarjetas de crédito y líneas de crédito deben ser manejados con precaución, ya que contrariamente a préstamos a largo plazo todavía tiene acceso al saldo no utilizado. Además, el interés que usted paga es por lo general tan alta que puede tomar años para pagar el saldo completo con sólo hacer los pagos mínimos. Así que para evitar caer en una espiral, trate de pagar el saldo total al final de cada mes. Los pagos de la deuda renovable deben provenir de su dinero de juego! Sí, los $ 715. De esta manera, se obliga a ajustar su estilo de vida y hábitos de consumo en función de su deuda.&lt;/div&gt;
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9. Planifique para lo inesperado: A veces los acontecimientos repentinos en el camino de la administración del dinero. Por ejemplo, es posible que pierda su trabajo o incurrir en un gasto no cubierto por su seguro. Para ese tipo de escenarios, es necesario aportar una cantidad fija cada mes en una cuenta de emergencia.&lt;/div&gt;
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10. Utilice las herramientas disponibles para el seguimiento de sus finanzas. Además de las hojas de cálculo, aplicaciones móviles como la menta, BillTracker o Expensify pueden ayudar a controlar sus finanzas fácilmente. Así se divierten con su presupuesto y no tenga miedo de probar nuevas herramientas.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/2659501942399168986/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2013/07/salde-sus-deudas-con-un-presupuesto.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2659501942399168986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2659501942399168986'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2013/07/salde-sus-deudas-con-un-presupuesto.html' title='Salde sus deudas  con  un presupuesto efecctivo.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEh7VR-KWrwh7zTjItQUmuaZJa2OgTDyMowXyW6jrfRlqyo_JnLHKLTZFruiEwbZhYwp_sLVI5sRcdEBaE9XrpchvCJRpYqCnptQtNKzAhFUGqf_X9Z8SzeLVGVHeUVCHb8zi6-3bNlxdUbp/s72-c/goldguy.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-1939071724978180883</id><published>2013-01-21T13:35:00.002-08:00</published><updated>2013-01-21T13:35:53.818-08:00</updated><title type='text'>Ahorra mas dinero tres formas de hacerlo.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Se considera que hay rebajas cuando los comercios ofrecen sus productos a un precio más económico del habitual.

Sin embargo, para que una oferta de productos a precio más reducido sea definida como rebajas tiene que cumplir además otros requisitos:

Haber estado a la venta en el establecimiento con anterioridad al período de rebajas.

No ser productos deteriorados o adquiridos para ser vendidos a un precio inferior al ordinario.

Temporada de rebajas

Según la legislación vigente (artículo 25 de la Ley 7/1996, de ordenación del comercio minorista), cada establecimiento es libre de elegir el período y la duración de las rebajas a lo largo del año.

El período de rebajas debe exhibirse en el establecimiento comercial en sitio visible al público, incluso cuando permanezca cerrado.


Derechos sobre los artículos rebajados


- Un producto rebajado tiene que cumplir todas las normas de calidad y etiquetado. Está prohibido ofertar, como rebajados, artículos deteriorados..&lt;br /&gt;
Este video lo explica genial.&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;480&quot; src=&quot;http://www.youtube.com/embed/9AmkjOK7aoE&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/1939071724978180883/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2013/01/ahorra-mas-dinero-tres-formas-de-hacerlo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1939071724978180883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1939071724978180883'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2013/01/ahorra-mas-dinero-tres-formas-de-hacerlo.html' title='Ahorra mas dinero tres formas de hacerlo.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEjfHKw-Xzp6R2vDKdrmRcW-2U3P0wL_6EZGjysaL5OEoClZHgvM1hlt8K4PV3_FYT9S3J2dm3ClpP3XTCKbgSzVrMT17mHsCkTWareNg0u7dLZlKTaLCH__SOTxtv69bqz9ZSC162QZDibd/s72-c/rebajas-sales-consejos-personal_shopper-a_trendy_life.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-2778346438500224814</id><published>2012-01-26T17:19:00.000-08:00</published><updated>2012-01-26T17:19:42.360-08:00</updated><title type='text'>Fondos de invercion opcion para multiplicar el sueldo ahorrado.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span class=&quot;a13g&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXT7FsYo-RJeARSb6CX0QBOEAJ5di2Nl3BfkoGe_FrdlQfVCGLH-TZwNpPtCh0GZQkM7CgtSEFfDD8NTJGyDbQX3nhHSrGeq9nzkTj9Es0UBayZjkJTq1cqjREClh0Nvdev_QeymcwP_4m/s1600/Donde-invertir-mis-ahorros.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;265&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXT7FsYo-RJeARSb6CX0QBOEAJ5di2Nl3BfkoGe_FrdlQfVCGLH-TZwNpPtCh0GZQkM7CgtSEFfDD8NTJGyDbQX3nhHSrGeq9nzkTj9Es0UBayZjkJTq1cqjREClh0Nvdev_QeymcwP_4m/s400/Donde-invertir-mis-ahorros.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Los fondos de inversión nacen con el fin de canalizar los ahorros de  pequeños y medianos inversionistas al Mercado de Valores. Según explica  la Asociación Mexicana de Intermediarios Bursátiles (AMIB) las  sociedades de inversión cuentan con una estructura jurídica basada en la  Sociedad Anónima. &lt;br /&gt;
&quot;Estas instituciones forman carteras de valores o portafolios de  inversión con los recursos que captan del público inversionista; la  selección de estos valores se basa en el criterio de diversificación de  riesgos&quot;.&lt;br /&gt;
&lt;b&gt;Probando con treinta mil&lt;/b&gt; &lt;br /&gt;
Juan Carlos Pelayo, de Fóndika, presentó tres ejemplos generales que  ilustran los rendimientos que se pueden obtener si se invierten 30 mil  pesos, según el perfil de riesgo del cliente.&lt;br /&gt;
&quot;Podemos poner tres casos, aunque es importante tomar en cuenta que cada  uno puede varíar mucho, según la persona&quot;. En primer lugar, propuso un  perfil conservador, &quot;tal vez una persona de edad avanzada que decide  incrementar todos sus ahorros, pero que no pasan de esos 30 mil pesos&quot;.&lt;br /&gt;
Pelayo ejemplifica con el caso de una señora de 75 años y describe &quot;aquí  lo más recomendable es pensar en fondos líquidos, esto es en  instrumentos de deuda como los Cetes, ya que así el cliente puede sacar  su dinero todos   los días&quot;. &lt;br /&gt;
Menciona que si esta hipotética señora invierte sus 30 mil pesos  &quot;entonces evade el riesgo mercado, ya que los fondos líquidos no se  afectan por razones externas, tal como los altibajos de la bolsa; además  si mañana se cae por la escalera y necesita sacar unos dos mil pesos,  lo puede hacer sin que resulte afectada&quot;.&lt;br /&gt;
Aclara que &quot;en este caso se gana poco, pero se va a la segura, además de  que a diario se gana algún porcentaje; esta señora como inversionista  conservadora estaría ganando rendimientos netos de 7.5 a 8%. &lt;br /&gt;
Sigue con el moderado: &quot;ahora pensemos en un joven que decide invertir  todos sus ahorros para generar más dinero; en su caso, yo le  recomendaría meter 20% en un fondo de renta variable y el resto en un  fondo de deuda: 40% en liquidez de deuda y el otro 40% en deuda de medio  plazo&quot;.&lt;br /&gt;
Sobre la renta variable, el inversionista obtiene una ganancia de  capital que consiste en la diferencia entre el precio de venta y el  precio de compra. En cuanto a los instrumentos de deuda, estos  representan un instrumento a bajo riesgo, con atractivos rendimientos y  con liquidez.&lt;br /&gt;
&quot;Para este cliente moderado se contempla un horizonte de mediano a largo  plazo, además de un portafolio que le arroja entre 10 y 12% de  rendimiento; cabe aclarar que sí se generarían minusvalías, pero leves&quot;,  aclara Pelayo.&lt;br /&gt;
Finalmente, el interlocutor ejemplifica el caso de un inversionista  agresivo: &quot;aquí el cliente podría meter 50% en fondos de renta variable,  40% en fondos de deuda de largo plazo y el resto en fondos de deuda de  corto plazo&quot;.&lt;br /&gt;
Continúa: &quot;se trata de un cliente que le gusta el riesgo, que tolera  pérdidas pues no todos sus ahorros los invierte; estamos hablando de  minusvalías más importantes pero ganancias más elevadas, es decir, tal  vez mis 30 mil pesos bajen a 25 o suban a 37, esto porque se trata de un  portafolio que a largo plazo genera rendimientos de entre 16 y 18%&quot;.   &lt;br /&gt;
&lt;b&gt;A invertir se ha dicho&lt;/b&gt;&lt;br /&gt;
Una de las ventajas de invertir en fondos es que se obtienen mayores  rendimientos que en los pagarés. &quot;Un banco da entre 4 y 5%, mientras que  un fondo te ofrece el doble, cerca de 9%&quot;, expone Raúl Govantes, asesor  patrimonial de Vanguardia Fondos.&lt;br /&gt;
Al adquirir las acciones representativas del capital de las sociedades  de inversión, automáticamente se participa en el mercado de valores.  &quot;Antes (de 1996) era impensable que pudieras participar con 30 mil  pesos, tenías que sacarte la lotería o algo sí para poder invertir&quot;.&lt;br /&gt;
Govantes recomienda &quot;contactar a las operadoras o distribuidoras de  inversión que sea reconocidas, esto es que se encuentren registradas por  la Comisión Nacional Bancaria y de Valores y por la AMIB; éstas envían a  un promotor, se abre un contrato y se pide una identificación con un  comprobante de domicilio para luego abrir una cuenta&quot;.&lt;br /&gt;
Por su parte, Carlos Pelayo insiste en la necesidad de estudiar las  características que distinguen a cada caso: “no podemos decirle a una  señora de 75 años que invierta todo su dinero, porque si el mercado le  responde mal y lo pierde, ¡imagínate!, le da un ataque&quot;. &lt;br /&gt;
Otorga un ejemplo más: &quot;un hombre de 28 años, soltero y estable permite  excedentes y por lo tanto se manejará con un portafolio agresivo,  mientras que a otro de la misma edad pero casado, con tres niños y un   trabajo que apenas le da para sobrevivir le conviene más un portafolio  moderado o conservador&quot;. &lt;br /&gt;
Subraya por ello que cada persona debe saber con seguridad para qué  quiere invertir. &quot;De ahí, sale la esencia para hacer una inversión  exitosa&quot;. &lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/2778346438500224814/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2012/01/fondos-de-invercion-opcion-para.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2778346438500224814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2778346438500224814'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2012/01/fondos-de-invercion-opcion-para.html' title='Fondos de invercion opcion para multiplicar el sueldo ahorrado.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEjXT7FsYo-RJeARSb6CX0QBOEAJ5di2Nl3BfkoGe_FrdlQfVCGLH-TZwNpPtCh0GZQkM7CgtSEFfDD8NTJGyDbQX3nhHSrGeq9nzkTj9Es0UBayZjkJTq1cqjREClh0Nvdev_QeymcwP_4m/s72-c/Donde-invertir-mis-ahorros.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-3668778210281899541</id><published>2011-12-19T14:02:00.000-08:00</published><updated>2011-12-19T14:02:15.019-08:00</updated><title type='text'>Metodo infalible para salir de deudas de creditos.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdl4dXUFBjtNTpaZzPoyiozbJEURZQf2JbSH5GrhD_0tiFrBDOMtaRJo5K8o53HeOiMGdDUKGrMLC-LdStw4G7d24lOmATqpgK5YuDWi6Q6LG5_tsqQeOE6o90056Oy4b2b_hewxRfpUl/s1600/manejar-deudas-tarjeta-credito-284ms063010.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdl4dXUFBjtNTpaZzPoyiozbJEURZQf2JbSH5GrhD_0tiFrBDOMtaRJo5K8o53HeOiMGdDUKGrMLC-LdStw4G7d24lOmATqpgK5YuDWi6Q6LG5_tsqQeOE6o90056Oy4b2b_hewxRfpUl/s1600/manejar-deudas-tarjeta-credito-284ms063010.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Yo era una persona con solvencia económica buena, lo que me permitió manejar varias tarjetas de crédito, pero el año pasado esa solvencia me disminuyó considerablemente, lo que me ocasionó ya no poder pagar las tarjetas, sólo realizaba pagos mínimos, en ocasiones ni eso, las deudas no disminuían, al contrario incrementaban, esto me llevó a presentar stress y angustiarme, por que no podía salir de mis deudas con los bancos, recibía constantes llamadas que muchas de ellas fueron amenazantes, lo que aún más me angustiaba y lo peor es que en esta situación estaba sin querer involucrando a mis hijas, por que ellas llegaron a contestar muchas de estas llamadas y muy angustiadas me decían “mamá ya paga por favor”, esto me hacía sentirme peor.&lt;br /&gt;
&lt;br /&gt;
Una ocasión navegando por el Internet, me encontré con un portal que tenia muy buenos consejos para salir de todas mis deudas de tarjetas el portal es: &lt;a href=&quot;http://tarjetaadictos.blogspot.com/&quot;&gt;TARJETA ADICTOS&lt;/a&gt; es un portal magnifico con cientos de consejos sobre las tarjetas de creditos y como liberarte de deudas de todo tipo.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Uno de esos temas es: &lt;a href=&quot;http://tarjetaadictos.blogspot.com/2011/12/metodo-infalible-para-liquidar-deudas.html&quot;&gt;Metodos infalibles para liquidar deudas en tarjetas de credito.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Del cual tome este fraccmento para tu ayuda:  1. Reconocer y enfrentar. El primer paso para resolver cualquier problema es reconocerlo.Tenemos que reunir los últimos estados de cuenta de todas nuestras tarjetas de crédito y sumar los saldos para ver cuánto es nuestra deuda total.De esta manera, habremos calculado la dimensión del mismo y tendremos una fotografía completa de la situación en la que estamos metidos.&lt;br /&gt;
&lt;br /&gt;
2. Esconder, Romper o devolver al banco las Tarjetas . Nuestro objetivo fundamental es resolver nuestro adeudo, y la finalidad es librarnos de la tentacion de seguir usandolas Por lo tanto, debemos evitar a toda costa seguir usando nuestras tarjetas y de esta manera, incrementarlo. No las portemos con nosotros y no las tengamos a la mano.Es mejor guardarlas en un lugar seguro, para evitar cualquier tentación, y acostumbrarnos a pagar todo en efectivo por el momento.&lt;br /&gt;
&lt;br /&gt;
3. Preparar un plan de acción. Primero debemos escribir en un papel el monto total de los ingresos netos mensuales que recibimos, es decir, libres de impuestos. A continuación, nuestros gastos fijos: renta o pago de hipoteca, teléfono, gas, luz, escuelas, televisión por cable, etcétera. Ahora, tenemos que estimar nuestros demás gastos, basados en las notas que conservamos, como por ejemplo: supermercado, transporte, etcétera. Con esto, podremos ver qué gastos podemos recortar, por ejemplo, televisión de paga, celulares o la línea telefónica de la casa, entre otras cosas, si nuestro problema es muy grave y necesitamos forzosamente cortar todo lo no indispensable para vivir.&lt;br /&gt;
&lt;br /&gt;
Debemos recordar que para poder salir lo más pronto posible de nuestro problema, debemos destinar la mayor cantidad de dinero posible en el pago de nuestras deudas, asi que si tenemos varias tarjetas devemos de priorisar, tenemos que hacer una lista con todas las tarjetas y poner en primer lugar las que devemos mas y en ultimo la que se deva menos, en segundo lugar dejar de pagar las que se deven menos y a la tarjeta que se deve mas, pagar el abono que dariamos para las demas en un pago unico hasta terminar el monto total de la tarjeta, que deviamos mas, y por un tiempo ya no utilizarla, luego continuamos con la siguiente de la lista que se deva mas, y continuar asi hasta ya no dever nada.&lt;br /&gt;
&lt;br /&gt;
Finalmente, uno debe restar sus gastos de sus ingresos para ver cuánto tenemos disponible para destinar a nuestros acreedores. Este monto debe ser suficiente para cubrir con el pago mínimo de todas nuestras tarjetas y un monto para hacer pagos adicionales. En caso contrario, queda muy claro que vivimos fuera de nuestras posibilidades, por lo que debemos remediar esta situación lo antes posible para evitar mayores problemas.&lt;br /&gt;
&lt;br /&gt;
4. Listar y ordenar. Tenemos que hacer una lista de lo que debemos en nuestras tarjetas de crédito, de la siguiente forma: Nombre de la Tarjeta, Saldo Total (Deuda), Tasa de Interés, Pago Mínimo y Fecha de Pago.&lt;br /&gt;
&lt;br /&gt;
Este solo es un fracmento para direccionarte al post. completo &lt;a href=&quot;http://tarjetaadictos.blogspot.com/2011/12/metodo-infalible-para-liquidar-deudas.html&quot;&gt;DA CLICK AQUI:&amp;nbsp;&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #525252; display: inline ! important; float: none; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/3668778210281899541/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/12/metodo-infalible-para-salir-de-deudas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3668778210281899541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3668778210281899541'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/12/metodo-infalible-para-salir-de-deudas.html' title='Metodo infalible para salir de deudas de creditos.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEiqdl4dXUFBjtNTpaZzPoyiozbJEURZQf2JbSH5GrhD_0tiFrBDOMtaRJo5K8o53HeOiMGdDUKGrMLC-LdStw4G7d24lOmATqpgK5YuDWi6Q6LG5_tsqQeOE6o90056Oy4b2b_hewxRfpUl/s72-c/manejar-deudas-tarjeta-credito-284ms063010.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-3153126771274317757</id><published>2011-11-11T23:34:00.000-08:00</published><updated>2011-11-11T23:34:28.536-08:00</updated><title type='text'>Como invertir mi aguinaldo.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdi9xjVqE1rdk8AD-Niyerfg7bnBmmxkW1TRE6H6fBBVmF9XyhHl8j72JiHEpWLUboT_X-gVKuIUqgTwEotrbG3AFl5vhTf0iKKgJ5E0rVaiR8UVIFu4XzKiUkoY4rpyrQ1Yoa5ypa3eoy/s1600/1pesos_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;224&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdi9xjVqE1rdk8AD-Niyerfg7bnBmmxkW1TRE6H6fBBVmF9XyhHl8j72JiHEpWLUboT_X-gVKuIUqgTwEotrbG3AFl5vhTf0iKKgJ5E0rVaiR8UVIFu4XzKiUkoY4rpyrQ1Yoa5ypa3eoy/s320/1pesos_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id=&quot;cambiarFuente&quot; style=&quot;font-size: 14px;&quot;&gt;   &lt;span style=&quot;font-size: small;&quot;&gt;&lt;b class=&quot;fuente&quot;&gt;CIUDAD DE MEXICO (CNNExpansion.com) — &lt;/b&gt;El  aguinaldo es una prestación que se recibe como resultado del esfuerzo de  un año laboral, así que antes de malgastarlo recuerda que no es un  regalo. &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Tradicionalmente este dinero se utiliza para comprar los  regalos navideños o para pagar vacaciones, pero dada la crisis  económica, el 64.5% de los mexicanos lo usará para pagar sus deudas, de  acuerdo con una encuesta online de la Comisión Nacional para la  Protección y Defensa de los Usuarios de Servicios Financieros  (Condusef). &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Un 21% lo ahorrará para tener una mayor tranquilidad  financiera, y sólo 6% lo destinará&amp;nbsp;para el pago de vacaciones, de  acuerdo con este sondeo. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;El aguinaldo debe ser entregado a los empleados a más tardar el 20 de diciembre&lt;strong&gt;&lt;u&gt; &lt;/u&gt;&lt;/strong&gt;de acuerdo con lo&lt;strong&gt; previsto en la ley, y debe corresponder a un mínimo de 15 días de trabajo&lt;/strong&gt;. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Si  piensas usar este dinero para comprar tus regalos navideños, existen  algunos consejos que debes tomar en cuenta para hacer un gasto  inteligente. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Recuerda que no obstante, siempre es recomendable &lt;strong&gt;no desperdiciar la prestación&lt;/strong&gt; y destinarla al&lt;strong&gt; pago de deudas&lt;/strong&gt; y la inversión. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;1.&lt;/strong&gt;  Lo primero es elaborar un presupuesto navideño, donde debes definir  cuánto puedes gastar y no utilizar más de esa cantidad. La experta en  finanzas personales de la Universidad Panamericana (UP), Rosa María  Izquierdo, recomienda ponerle nombre a cada regalo, ya que es más fácil  evitar compras innecesarias. Esta técnica permite además fijar un monto,  pues no es necesario que cada obsequio sea millonario. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;2.&lt;/strong&gt;  Otra recomendación es planear con tiempo las compras, ya que pueden  aprovecharse las ofertas, ventas especiales y en algunos casos&lt;strong&gt; las ventas nocturnas&lt;/strong&gt;  para obtener descuentos o promociones. La Procuraduría Federal del  Consumidor (Profeco) recomienda comparar precios y garantías en al menos  tres establecimientos antes de comprar. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;3. &lt;/strong&gt;Otro  beneficio de la planeación en el uso del aguinaldo es que puedes  guardar una parte para compras y aprovechar las rebajas de enero, donde  usualmente las tiendas ofrecen promociones o descuentos atractivos. Al  tener un presupuesto para este rubro evitarás las compras por impulso y  no pondrás en riesgo tu bolsillo, ya que éste será un gasto planeado,  dice la especialista del Tec Ciudad de México, Sara Barajas. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;4. &lt;/strong&gt;La  Condusef recomienda utilizar esta prestación para reducir deudas, sobre  todo en lo referente a tarjetas de crédito y otros financiamientos a  tasas variables, que son los más difíciles de pagar debido a los  intereses. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;5.&lt;/strong&gt; Otra forma de aprovecharlo es  realizar pagos extraordinarios, como liquidar pagos a meses o plazos;  abrir una cuenta bancaria; contratar un seguro de gastos médicos;  aumentar el ahorro para el retiro; &lt;strong&gt;invertir &lt;/strong&gt;parte del aguinaldo en un &lt;strong&gt;fondo de inversión&lt;/strong&gt;; o bien para enfrentar la llamada &quot;cuesta de enero&quot;. &lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/3153126771274317757/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/11/como-invertir-mi-aguinaldo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3153126771274317757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3153126771274317757'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/11/como-invertir-mi-aguinaldo.html' title='Como invertir mi aguinaldo.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEgdi9xjVqE1rdk8AD-Niyerfg7bnBmmxkW1TRE6H6fBBVmF9XyhHl8j72JiHEpWLUboT_X-gVKuIUqgTwEotrbG3AFl5vhTf0iKKgJ5E0rVaiR8UVIFu4XzKiUkoY4rpyrQ1Yoa5ypa3eoy/s72-c/1pesos_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-7266450835910410292</id><published>2011-10-21T17:47:00.000-07:00</published><updated>2011-10-21T17:47:31.223-07:00</updated><title type='text'>Invertir dinero no es solo para gente muy rica.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPyiSBmQ_Xx_xzSMDvl-eb_R3FiKLTK9y4i9lhmPR_nfRgARs-pX5wvJeNhN0ZzqR3NgKLdKHKU14CHmB03-qFENkN4eI-aYdQoNbZ8xMoO68Hnyy5SPPR3q1nmUpSInK2xzibAOpmeYf4/s1600/invertirsexodineropenechicosinvercionesmercados.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPyiSBmQ_Xx_xzSMDvl-eb_R3FiKLTK9y4i9lhmPR_nfRgARs-pX5wvJeNhN0ZzqR3NgKLdKHKU14CHmB03-qFENkN4eI-aYdQoNbZ8xMoO68Hnyy5SPPR3q1nmUpSInK2xzibAOpmeYf4/s400/invertirsexodineropenechicosinvercionesmercados.gif&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;No, para nada. Actualmente es posible volverte un inversionista con poco dinero. ¡Qué no te dé miedo, te conviene si lo sabes hacer bien! Para eso estamos nosotros, para orientarte y, si pones de tu parte, aprenderás a manejar el mundo de las acciones, pues invertir en la Bolsa de Valores es menos complicado y está más cerca de tus posibilidades de lo que tú crees. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Ahora, hay planes de inversión a partir de pequeños montos en algunas sociedades de inversión que son instituciones financieras dedicadas a invertir en instrumentos de deuda, divisas, acciones de empresas bursátiles y no bursátiles, etcétera.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;¿Qué es una sociedad de inversión?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Las sociedades de inversión son instituciones financieras que captan recursos de los pequeños y medianos inversionistas, a través de la venta de acciones representativas de su capital social. Buscar mejores y mayores rendimientos que instrumentos tradicionales. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Con estos recursos le permiten al pequeño y mediano inversionista adquirir valores o instrumentos de deuda o del mercado de renta variable y activos financieros, los cuales conforman un portafolio de inversión diversificado, obteniendo rendimientos superiores a los instrumentos bancarios tradicionales.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;¿Cómo identificarlas?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Las sociedades de inversión pueden tener nombres muy diversos, pero su razón social debe precisar el tipo de inversión que realiza. Por ello, los nombres siempre deben incluir: Sociedad de inversión _______, S.A. de C.V., y en el espacio especificar cuál es de los cuatro tipos que prevé la ley y que son: &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;I. Sociedades de inversión de renta variable.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;II. Sociedades de inversión en instrumentos de deuda.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;III. Sociedades de inversión de capitales.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;IV. Sociedades de inversión de objeto limitado.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Cada una tiene estrategias propias de acuerdo con el tipo de inversiones que realizan, por lo que adicionalmente a la razón social es muy común encontrar subclasificaciones como: especializada, de cobertura, indizada al IPC, etcétera.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Las sociedades de inversión en instrumentos de deuda y las de renta variable son bursátiles; es decir que compras y vendes mediante la bolsa de valores para proporcionar liquidez; mientras que las sociedades de inversión de capitales y de objeto limitado pueden no ser negociadas dentro de la bolsa de valores, lo cual disminuye su liquidez, por lo que debes verificar esta situación para tomarla en cuenta al invertir.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;¿Cómo opera?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;La sociedad invierte mediante la administradora de portafolios de inversión en diversos instrumentos de valores. Se obtiene rendimiento cuando aumenta el valor de las acciones de la sociedad de inversión.El número de acciones de la sociedad de inversión que adquiere varia con la cantidad que usted invierte y el precio al momento de comprarlas.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Pero, ¿cómo saber en cuál y en qué me conviene invertir? &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Una de las primeras cosas que debes hacer es estudiar el cuadro comparativo que te ofrece nuestra página; con base en eso, estableces contacto con la institución y le planteas detalladamente tus necesidades e intereses.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;El asesor te va a proponer una serie de acciones con tu perfil de inversionista, y te lo indica en un prospecto. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Recuerda que tú eres quien determina el perfil que te conviene. Hay de varios tipos: &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;de bajo, moderado y alto riesgo.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Aspectos a tomar en cuenta y los riesgos&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Sin embargo, al igual que en las casas de bolsa, no te pueden garantizar un rendimiento, pero: &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;1. La sociedad de inversión es tan buena como los activos en que invierte. Por ejemplo, si la sociedad invierte en acciones y hay una caída en su precio, significa que los títulos de la sociedad bajarán. Invertir a través de sociedades de inversión no cambia los principios básicos de inversión sobre certidumbre, rendimiento y riesgo.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;2. Diversificar puede significar que las utilidades se diluyan. Igual que en cualquier estrategia de diversificación, existe la desventaja que las utilidades se diluyen, como pasa con las pérdidas. Si una compañía en particular es muy exitosa (sus acciones suben), su resultado global en el portafolio puede ser frenado por aquellas otras compañías (acciones) en que invirtió la sociedad y que no fueron exitosas. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;3. Tú no controlas las inversiones. Igual que en un contrato discrecional con una casa de bolsa, en un fondo de inversión tú no eres quien decide qué instrumentos comprar o vender y tampoco cuándo; la encargada de manejar el portafolio es la sociedad de inversión de acuerdo con los parámetros indicados en el prospecto de información al público inversionista. Esto se mencionó antes como una ventaja, pero también tiene sus desventajas, como depender de los aciertos y atenerse a los errores de otros, o tener que aceptar esos criterios con sus consecuencias; estos inconvenientes se minimizan eligiendo adecuadamente la sociedad de inversión en que deseas invertir mediante el prospecto que te proponen; es decir, limitando el riesgo en que incurrirá el fondo en tus operaciones de acuerdo al perfil que le señales.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Los límites de tu facultad de decisión son: comprar o vender las acciones de la sociedad de inversión de acuerdo con sus necesidades, pero respetando los plazos y montos mínimos, y cambiarse entre diferentes sociedades de inversión. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;JUSTIFY&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;También puede suceder que cambie el equipo que trabaja para la sociedad de inversión, lo cual puede impactar en el desempeño de la operadora y sus sociedades. Algunas veces un equipo completo de análisis puede cambiarse, por lo que el rendimiento pasado de una sociedad de inversión sea un indicador equivocado de su desempeño futuro. Tu consejero debe ser capaz de informarte si el equipo que está a cargo de la sociedad e inversión es estable o no.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/7266450835910410292/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/invertir-dinero-no-es-solo-para-gente.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/7266450835910410292'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/7266450835910410292'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/invertir-dinero-no-es-solo-para-gente.html' title='Invertir dinero no es solo para gente muy rica.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEgPyiSBmQ_Xx_xzSMDvl-eb_R3FiKLTK9y4i9lhmPR_nfRgARs-pX5wvJeNhN0ZzqR3NgKLdKHKU14CHmB03-qFENkN4eI-aYdQoNbZ8xMoO68Hnyy5SPPR3q1nmUpSInK2xzibAOpmeYf4/s72-c/invertirsexodineropenechicosinvercionesmercados.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-2136500091798745440</id><published>2011-10-05T17:04:00.000-07:00</published><updated>2011-10-05T17:10:52.870-07:00</updated><title type='text'>Inverciones en tiempo de volatilidad.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSjznTdxJr8vnLDMJMW1xNSE2bXJGhQFvHZNV5GV8OvajqNz8uRn_Dv0gO2SlzGFpGVjNhRArKF4srKV6RKlWYFwXej5m2WScXhGZIYTgAQzRqf_rgSuW1iqgboyHFmzxOGbGmBItRj2NV/s1600/orosexoplatadesnuda%252Camorn+pentraacionmwn-invertir-en-oro.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSjznTdxJr8vnLDMJMW1xNSE2bXJGhQFvHZNV5GV8OvajqNz8uRn_Dv0gO2SlzGFpGVjNhRArKF4srKV6RKlWYFwXej5m2WScXhGZIYTgAQzRqf_rgSuW1iqgboyHFmzxOGbGmBItRj2NV/s320/orosexoplatadesnuda%252Camorn+pentraacionmwn-invertir-en-oro.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5660164918507926018&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div id=&quot;cambiarFuente&quot; style=&quot;font-size:14px;&quot;&gt;   &lt;b class=&quot;fuente&quot;&gt;CIUDAD DE MÃEXICO (CNNExpansion.com) — &lt;/b&gt;Si  tienes planeado invertir un capital para tu patrimonio, educación para  los hijos o para el retiro, lo que se recomienda, en estos tiempos de  volatilidad, es que inviertas en un fondo de inversión de acciones que  contemple en su canasta a empresas que son seguras y que no tendrán  problemas en tiempos de crisis, mencionan expertos.&lt;p&gt;Sin  embargo, esta inversión tiene que pensarse a largo plazo, ya que los  mercados a nivel mundial, incluido el mexicano, actualmente están  sufriendo fuertes movimientos por la crisis hipotecaria que ha hundido  económicamente a Estados Unidos.&lt;/p&gt;&lt;p&gt;El sistema financiero  estadounidense vivió en recientes semanas un fuerte desequilibrio, al  perder a uno de los principales bancos de inversión –Lehman Brothers al  declararse en bancarrota-, la compra de Merrill Lynch por parte de Bank  of America (BofA) y el rescate del gobierno de la aseguradora American  International Group (AIG).&lt;/p&gt;&lt;p&gt;“Invertiría el 60% en índices en  acciones, y el otro 40% en fondos de renta fija, quizás la mitad en  bonos de largo plazo, por ejemplo emitidos o respaldados por el gobierno  mexicano”, dijo el director de inversión patrimonial de Prudential  Financial, Juan Musi.&lt;/p&gt;&lt;p&gt;“En un caso conservador me iría sobre un 10%  o hasta el 30% de compra de algo de capitales (acciones), de algo  conocido como América Móvil, &lt;a href=&quot;http://www.cnnexpansion.com/empresas/cemex-s-a-b-de-c-v&quot; target=&quot;_blank&quot;&gt;Cemex&lt;/a&gt;, &lt;a href=&quot;http://www.cnnexpansion.com/empresas/telefonos-de-mexico-s-a-de-c-v&quot; target=&quot;_blank&quot;&gt;Telmex&lt;/a&gt;, &lt;a href=&quot;http://www.cnnexpansion.com/empresas/grupo-televisa-s-a&quot; target=&quot;_blank&quot;&gt;Televisa&lt;/a&gt;  alguna (compañía) aeroportuaria, empresas que no tendrán problemas en  algún tiempo” por la crisis hipotecaria que se está viviendo en EU,  precisó por su parte el director de Interacciones Operadora de Fondos,  Alejandro Hernández.&lt;/p&gt;&lt;p&gt;Para calmar las fuertes turbulencias en los  mercados de EU y las caídas en las acciones de los principales bancos,  el gobierno ha aplicado recientemente medidas de rescate sobre otras  compañías relacionadas con las hipotecas; son los casos concretos de  Fannie Mae y Freddie Mac; además, Bear Stears desapareció hace pocos  meses.&lt;/p&gt;&lt;p&gt;Se calcula que las autoridades estadounidenses han  inyectado más de 800,000 millones de dólares en el rescate del sistema  financiero para evitar un colapso total, según reportes de prensa de ese  país.&lt;/p&gt;&lt;p&gt;Tan sólo en el préstamo realizado a AIG, que contempla la  compra del 80% de las acciones de la compañía, se destinaron unos 85,000  millones de dólares.&lt;/p&gt;&lt;p&gt;“En los próximos doce meses va a estar  turbulento todavía el mercado, si tienes la intención de ver frutos en  los próximos años no verás nada”, precisó el analista de Invercap, Ramón  Chávez.&lt;/p&gt;&lt;p&gt;Los expertos recomiendan a los inversores esperar entre 3 a 5 años para ver los ‘frutos’ de su decisión.&lt;/p&gt;&lt;p&gt;Para  las personas que tienen inversiones en Bolsa, “lo que estamos  recomendando, es que se mantenga, pero no sólo mantenerse sino incluso,  con prudencia, entrar con un poco más”, dijo Musi.&lt;/p&gt;&lt;p&gt;&lt;strong&gt;…y a plazos cortos&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;En  este tipo de inversiones los analistas aconsejan que las personas  inviertan en los Certificados de la Tesorería (Cetes) con horizontes a  28 y 90 días como máximo.&lt;/p&gt;&lt;p&gt;“Hay que aprovechar estos momentos para  invertir a corto, mediano y largo plazo, y lo importante es que si eres  una persona que busca un patrimonio y eres un inversionista que te  asustan las volatilidades y los mercados a como están ahorita, yo me  iría por portafolios de muy corto plazo, portafolios líquidos”, dijo  Hernández.&lt;/p&gt;&lt;p&gt;Sin embargo, “si quiero hacer una inversión patrimonial  a largo plazo educación de hijos o retiro, sería agresivo en mis  inversiones, definitivamente, con la premisa de que estoy comprando  barato”, concluyó Musi.&lt;/p&gt;  &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/2136500091798745440/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/inverciones-en-tiempo-de-volatilidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2136500091798745440'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/2136500091798745440'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/inverciones-en-tiempo-de-volatilidad.html' title='Inverciones en tiempo de volatilidad.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEjSjznTdxJr8vnLDMJMW1xNSE2bXJGhQFvHZNV5GV8OvajqNz8uRn_Dv0gO2SlzGFpGVjNhRArKF4srKV6RKlWYFwXej5m2WScXhGZIYTgAQzRqf_rgSuW1iqgboyHFmzxOGbGmBItRj2NV/s72-c/orosexoplatadesnuda%252Camorn+pentraacionmwn-invertir-en-oro.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-765029252644339013</id><published>2011-10-04T23:24:00.000-07:00</published><updated>2011-10-04T23:26:20.809-07:00</updated><title type='text'>Concepto de Alimento:</title><content type='html'>&lt;h3&gt;&lt;br /&gt;&lt;/h3&gt; llamamos  &lt;b&gt;alimen&lt;/b&gt;&lt;img src=&quot;http://www.todonatacion.com/images/deporte/alimentacion/comida.jpg&quot; alt=&quot;comida&quot; align=&quot;left&quot; /&gt;&lt;b&gt;to&lt;/b&gt; a la sustancia  o conjunto de sustancias que pueden ser utilizadas por el organismo  para la obtención de energia o la creación de materia.&lt;br /&gt;&lt;br /&gt;Por &lt;b&gt;alimentación&lt;/b&gt; entendemos el conjunto de actividades y procesos por los cuales ingerimos los alimentos.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;  Se denomina nutriente a cada una de las sustancias químicas que  componen un alimento y una vez en nuestro organismo son capaces de  generar energia o formar, renovar tejidos o regular el metabolismo.&lt;br /&gt;&lt;br /&gt;De manera más específica los nutrientes desempeñan las siguientes funciones:&lt;br /&gt;&lt;br /&gt;**Para formar y renovar tejidos: proteínas y minerales .&lt;br /&gt;&lt;br /&gt;** Para sumin&lt;br /&gt;istro de energía: hidratos de carbon, las grasas  y ocasionalmente las proteínas pueden proporcionar energía .&lt;br /&gt;&lt;br /&gt;** Para regular el metabolismo: vitaminas,  minerales,  proteínas, agua.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;Nutrición:&lt;/h3&gt;  Se entiende de dos formas diferentes: como ciencia  podemos decir que estudia la relación entre los alimentos y la salud, no  solamente incluye el porque comemos sino que también incluye la  elaboración y conservación de los alimentos; como proceso biológico es  el conjunto de procesos que permiten mantener la integridad de la  materia viva.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;Conceptos de  nutrición y alimentación.&lt;/h3&gt;&lt;br /&gt;&lt;br /&gt;Reyes Artacho define como nutricion: &quot;Procesos por los cuales el  organismo utiliza, transforma e incorpora en sus estructuras los  nutrientes, sustancias quimicamente definidas, que se encuentran en los  alimentos. (cursos IAD) y clasifica los alimentos segun: &quot;Grasas e  hidratos de carbono -&amp;gt; energia ; Proteinas y calcio -&amp;gt; función  plastica ; Vitaminas y minerales -&amp;gt; función reguladora&quot;&lt;br /&gt;&lt;br /&gt;La alimentación es educable, modificable, voluntaria y consciente.  En  cambio la nutrición es considerada bajo el concepto de proceso biológico  involuntario, inconsciente y no educable.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;Alimentacion deportiva.&lt;/h3&gt;&lt;br /&gt;&lt;br /&gt;Nuestro colaborador J.Luis Garcia Postado, licenciado y especialista en  alimentación deportiva, nos introducirá en este campo de la nutrición  para la búsqueda de la máxima capacidad y nos relatara mediante  capítulos los distintos complementos nutricionales disponibles, sus  beneficios y contraindicaciones.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/765029252644339013/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/concepto-de-alimento.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/765029252644339013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/765029252644339013'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/concepto-de-alimento.html' title='Concepto de Alimento:'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-1267332263782501229</id><published>2011-10-01T16:22:00.000-07:00</published><updated>2011-10-01T16:25:43.291-07:00</updated><title type='text'>Duplica tu sueldo haciendolo rendir</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qkVb-yXDEhz6o2xLNlrFgcIohFmhDZ9lwNd4ZbcG6VSq3x8KM514H7dPelBYFEiRZK0aodnXMFSXkSCnkxjAAH1KkCOmcWIoxr34OZACK9I3-8exvpnHdJHHyMQDW5USCgsXmttk6ClU/s1600/Turismo+medicosexodinropagarculitos+peque%25C3%25B1os+Corea++Sur+ahorro+eseptoplastia+tratamento+hospital.jpg&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 214px; height: 320px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qkVb-yXDEhz6o2xLNlrFgcIohFmhDZ9lwNd4ZbcG6VSq3x8KM514H7dPelBYFEiRZK0aodnXMFSXkSCnkxjAAH1KkCOmcWIoxr34OZACK9I3-8exvpnHdJHHyMQDW5USCgsXmttk6ClU/s320/Turismo+medicosexodinropagarculitos+peque%25C3%25B1os+Corea++Sur+ahorro+eseptoplastia+tratamento+hospital.jpg&quot; border=&quot;0&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5658668886030229138&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Ahorrar no sólo es guardar una parte de tu ingreso para enfrentar a futuro una emergencia o para comprar algo que deseas o necesitas. Ahorro también es disminuir el gasto al hacer un uso adecuado de los recursos con los que cuentas: agua, energía eléctrica, papel. Te presentamos algunos consejos para hacer más eficiente tu presupuesto:&lt;br /&gt;&lt;br /&gt;Abarrotes y alimentos&lt;br /&gt;• Planea con anticipación las comidas de la semana, esto te permitirá prever cuáles insumos necesitarás y cuáles no.&lt;br /&gt;&lt;br /&gt;• Incluye en tu dieta frutas y verduras de temporada, éstas son más baratas. • Haz una lista con lo que necesites comprar y apégate a ella. Eso evitará que adquieras cosas que no necesitas y que olvides aquellas que sí requieres. • Haz cuentas, cuando vayas al supermercado, de los productos que vas colocando en tu carrito. Así sabrás que no te has salido de tu presupuesto. • Compara precio y calidad: no se trata de comprar lo más barato siempre, sino de comprar lo mejor al menor precio posible. • Esfuérzate por comprar productos de uso habitual, no perecederos, en presentaciones grandes que proporcionalmente resulten más económicas que las pequeñas. • Utiliza bolsas de tela en lugar de plástico al hacer tus compras en el mercado o súper.&lt;br /&gt;&lt;br /&gt;Electrodomésticos&lt;br /&gt;Usa electrodomésticos ahorradores. El sello FIDE (Fideicomiso para el Ahorro de Energía) es parte de un programa que permite identificar productos eficientes en el ahorro de energía eléctrica. De igual forma, el programa de la Agencia de Protección Ambiental y del Departamento de Energía de Estados Unidos. Los electrodomésticos que tienen estas etiquetas usan menos electricidad que otros productos comparables. Refrigerador • Instala tu refrigerador fuera del alcance de los rayos solares, la estufa, el calentador de agua y otras fuentes de calor. Cerca de ellos tiene que trabajar más. • No satures tu refrigerador, esto puede calentarlo y provocar que no conserve adecuadamente los alimentos.&lt;br /&gt;&lt;br /&gt;Fregadero&lt;br /&gt;• No permitas goteos al cerrar las llaves, reemplaza empaques cuando sea necesario. • Instala un “aireador” en la punta del grifo, es un dispositivo barato y fácil de colocar, así ahorrarás bastante agua.&lt;br /&gt;&lt;br /&gt;Usa lámparas ahorradoras&lt;br /&gt;Sustituye los focos incandescentes por lámparas ahorradoras. Es cierto que las ahorradoras son más caras, pero a la larga consumen cuatro veces menos energía y duran hasta diez veces más.&lt;br /&gt;&lt;br /&gt;Lavadora&lt;br /&gt;Deposita siempre la cantidad de ropa indicada como máximo en tu lavadora. Si pones menos, gastarás electricidad de más; si pones más corres el riesgo de forzar el motor. Lo mismo para el detergente: el exceso produce mucha espuma y hace que el motor trabaje más de lo necesario.&lt;br /&gt;&lt;br /&gt;Televisión&lt;br /&gt;Evita dejar el televisor encendido por horas, pues consume demasiada energía. Si sólo quieres oír ruido, mejor escucha la radio: consume menos energía. Y si sueles quedarte dormido con la TV encendida, usa el reloj programador (sleep-timer).&lt;br /&gt;&lt;br /&gt;Lavabo&lt;br /&gt;• Cierra la llave del agua mientras te cepillas los dientes, de esta manera, una familia de cinco personas puede ahorrar hasta 40 litros diarios de agua. • Enjuaga y limpia tu navaja de afeitar en un vaso u olla pequeña.&lt;br /&gt;&lt;br /&gt;Busca fugas&lt;br /&gt;Revisa que en la instalación de tu casa no existan puntos calientes o &quot;fugas a tierra&quot;; para comprobarlo, apaga todas las luces, desconecta todos los aparatos eléctricos y verifica que el disco del medidor no siga girando. Si lo hace, es necesario revisar la instalación. Una fuga de corriente es una fuga de dinero.&lt;br /&gt;&lt;br /&gt;Jardín&lt;br /&gt;• Riega tus plantas muy temprano o de noche para evitar pérdidas del líquido por evaporación. • Aprovecha el agua de lluvia diseñando captaciones adecuadas.&lt;br /&gt;&lt;br /&gt;Regadera&lt;br /&gt;• Toma duchas breves y cierra las llaves mientras te enjabonas o aplicas shampoo; no te rasures ni cepilles los dientes bajo la regadera. • Aprovecha el agua de la llave mientras llega el agua caliente, puedes acumularla para regar, emplearla en el excusado, lavar, etcétera; si tarda mucho en llegar, mejor cambia la colocación del calentador o aísla térmicamente la tubería.&lt;br /&gt;&lt;br /&gt;Cacería de vampiros&lt;br /&gt;Muchos equipos electrónicos, al permanecer conectados continúan consumiendo energía aun cuando permanezcan apagados. A éstos se les conoce como “vampiros”. Elimina los vampiros: desconecta todos aquellos aparatos que no utilices. En México se ha estimado que los vampiros de energía eléctrica se roban el 13.5% del consumo de luz residencial. Un horno de microondas conectado sin usarse consume: 2.8 watts por hora Un reloj despertador: 3.2 watts por hora Un televisor: 6.4 watts por hora Un módem: 7.1 watts por hora&lt;br /&gt;&lt;br /&gt;Escusado&lt;br /&gt;• Coloca dos botellas de plástico de un litro llenas dentro del tanque del inodoro y ahorrarás de 2 a 4 litros cada vez que lo uses. • Sustituye tu escusado tradicional por uno de bajo consumo; éstos emplean cuando mucho 6 litros por descarga, los tradicionales usan hasta 16 litros.</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/1267332263782501229/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/duplica-tu-sueldo-haciendolo-rendir.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1267332263782501229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1267332263782501229'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/10/duplica-tu-sueldo-haciendolo-rendir.html' title='Duplica tu sueldo haciendolo rendir'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEh8qkVb-yXDEhz6o2xLNlrFgcIohFmhDZ9lwNd4ZbcG6VSq3x8KM514H7dPelBYFEiRZK0aodnXMFSXkSCnkxjAAH1KkCOmcWIoxr34OZACK9I3-8exvpnHdJHHyMQDW5USCgsXmttk6ClU/s72-c/Turismo+medicosexodinropagarculitos+peque%25C3%25B1os+Corea++Sur+ahorro+eseptoplastia+tratamento+hospital.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-7825744992959755409</id><published>2011-09-10T01:28:00.000-07:00</published><updated>2011-09-10T01:32:31.914-07:00</updated><title type='text'>Razones para iniciar mi negocio.</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh499XtR3cWA7Ob9T18zCl0yrCpWaT1PsXDoUDC78c9rcSf_yWS6BjgpcFxOexLp0HOA574fCt_wm7CusKlnOttQBB_1dy2rPgRSAZtxAcctbGs_PN7RZwIc7SUMtw6z7pX3ONwmUHvQkdL/s1600/dineroafiliadosAmsexoadultopenechicojesusdickarillasInternet.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 270px; height: 240px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh499XtR3cWA7Ob9T18zCl0yrCpWaT1PsXDoUDC78c9rcSf_yWS6BjgpcFxOexLp0HOA574fCt_wm7CusKlnOttQBB_1dy2rPgRSAZtxAcctbGs_PN7RZwIc7SUMtw6z7pX3ONwmUHvQkdL/s320/dineroafiliadosAmsexoadultopenechicojesusdickarillasInternet.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5650645983903759842&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;Si tienes en mente iniciar tu propio negocio, pero aún no estás muy  convencido de ello, te presentamos a continuación 7 poderosas razones  por las que deberías en estos momentos &lt;a href=&quot;http://www.crecenegocios.com/6-razones-para-dejar-tu-empleo&quot;&gt;dejar tu empleo&lt;/a&gt; e iniciar tu propia empresa:&lt;/p&gt;  &lt;h4&gt;1. Ganar mucho dinero&lt;/h4&gt; &lt;p&gt;Tener un negocio propio te dará la posibilidad de llegar a ganar mucho dinero.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Con un negocio propio ganarás dinero de acuerdo a tu capacidad y  esfuerzo, pero también tendrás la posibilidad de multiplicar tus  ingresos a través del apalancamiento financiero y el trabajo de otras  personas.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empelo, en donde estás limitado a un pequeño  sueldo, el cual difícilmente crecerá mucho a menos que acumules varios  años de experiencia, obtengas muchos títulos, y estés dispuesto a hacer  un enorme sacrificio.&lt;/p&gt;&lt;br /&gt;&lt;span id=&quot;more-4994&quot;&gt;&lt;/span&gt; &lt;h4&gt;2. Tener tiempo libre&lt;/h4&gt; &lt;p&gt;Tener un negocio propio te dará la posibilidad de tener un mayor tiempo libre que al tener un empleo.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Puede que al principio tu negocio requiera de tu parte un gran  sacrificio, pero si logras crear un buen sistema de negocio y contratar  al personal adecuado, con el tiempo podrás delegar funciones y obtener  así el preciado tiempo libre.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empelo, en donde tienes que cumplir con tus horas  de trabajo, aún así hayas culminado tu trabajo del día, y todo para que  el poco tiempo libre que te queda lo pases cansando de tanto trabajar y  sin ganas de hacer nada.&lt;/p&gt;&lt;br /&gt;&lt;h4&gt;3. Administrar tu tiempo&lt;/h4&gt; &lt;p&gt;Con un negocio propio no sólo tendrás un mayor tiempo libre, sino que también podrás administrar tu tiempo.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Podrás establecer tur propios horarios y, por ejemplo, podrás empezar  a trabajar a la hora que desees, o podrás ausentarte de tu trabajo por  unos momentos, por ejemplo, para disfrutar de algún evento importante.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empleo, en donde estás sujeto al horario  establecido por alguien más y, en donde, por ejemplo, tienes que ir a  trabajar muy temprano en la mañana, y no puedes ausentarte del trabajo a  menos que te inventes una buena excusa.&lt;/p&gt;&lt;br /&gt;&lt;h4&gt;4. Trabajar poco&lt;/h4&gt; &lt;p&gt;Si te fijas en los grandes empresarios, éstos trabajan muy poco.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Si logras crear un buen sistema de negocio y contratar al personal  adecuado, con el tiempo cada vez tendrás que trabajar menos, hasta que  llegue el momento en que tu función simplemente consistirá en supervisar  el funcionamiento general de tu negocio.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empleo, en donde cada vez asumes más  responsabilidades, lo cual se traduce en más trabajo, y en donde lo más  probable es que termines trabajando por el resto de tu vida.&lt;/p&gt;&lt;br /&gt;&lt;h4&gt;5. Ser tu propio jefe&lt;/h4&gt; &lt;p&gt;Otra buena razón para iniciar un negocio propio es la de ser tu propio jefe.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;En tu negocio tú serás el jefe, tú tomarás las decisiones importantes  y no tendrás que rendirle cuentas ni darle explicaciones a nadie.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empleo, en donde estás bajo las órdenes de  alguien, el cual siempre te está mandando y diciendo lo que tienes y lo  que no tienes que hacer.&lt;/p&gt;&lt;br /&gt;&lt;h4&gt;6. Desarrollo personal&lt;/h4&gt; &lt;p&gt;Crear y administrar un negocio propio te dará la posibilidad expresar  toda tu creatividad y de aprovechar al máximo tus habilidades y  conocimientos.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Un negocio propio te dará la posibilidad de utilizar todo tu  potencial y, a la vez, de desarrollarte como persona y aprender muchas  cosas.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empleo, en donde estás limitado a la rutina, a la  monotonía y a las normas establecidas por alguien más, en donde  desperdicias tu capacidad y, en donde, en caso de que quieras expresar  tu creatividad, lo más probable es que alguien termine impidiéndotelo.&lt;/p&gt;&lt;br /&gt;&lt;h4&gt;7. Satisfacción de ser un emprendedor&lt;/h4&gt; &lt;p&gt;Con un negocio propio tendrás la satisfacción de ser un emprendedor.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Al haber alcanzado el éxito con tu negocio tendrás la satisfacción  inigualable de haber sido el único responsable de su éxito, de haber  hecho algo por tu propia cuenta, de haber sacado adelante algo que  empezaste desde cero.&lt;/p&gt;&lt;br /&gt;&lt;p&gt;A diferencia de un empleo, en donde trabajas en una empresa creada  por alguien más, y en donde tu esfuerzo y dedicación no son reconocidos  como realmente deberían.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/7825744992959755409/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/09/razones-para-iniciar-mi-negocio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/7825744992959755409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/7825744992959755409'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/09/razones-para-iniciar-mi-negocio.html' title='Razones para iniciar mi negocio.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEh499XtR3cWA7Ob9T18zCl0yrCpWaT1PsXDoUDC78c9rcSf_yWS6BjgpcFxOexLp0HOA574fCt_wm7CusKlnOttQBB_1dy2rPgRSAZtxAcctbGs_PN7RZwIc7SUMtw6z7pX3ONwmUHvQkdL/s72-c/dineroafiliadosAmsexoadultopenechicojesusdickarillasInternet.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-6178117879072037706</id><published>2011-08-28T23:50:00.000-07:00</published><updated>2011-08-28T23:57:13.719-07:00</updated><title type='text'>Pocos ingresos y muchas deudas que hago?</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL99QEsjiGON9ZsByXkzFk8C5b_XwG9-Fh06t-39uC0WkRcdjWRSX27AOoLnKY0pxpi7w28lnOosubNluuItZ2exhWEmwXW2KbTduOy3GBIUbM8vAmg6hnCVuexKym09qJx8AKCJ7aIkLe/s1600/credioromarketing%252Cdicktcards+%25281%2529.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 192px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL99QEsjiGON9ZsByXkzFk8C5b_XwG9-Fh06t-39uC0WkRcdjWRSX27AOoLnKY0pxpi7w28lnOosubNluuItZ2exhWEmwXW2KbTduOy3GBIUbM8vAmg6hnCVuexKym09qJx8AKCJ7aIkLe/s320/credioromarketing%252Cdicktcards+%25281%2529.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5646168025056343554&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Cuando tus ingresos disminuyen y ya no alcansan para solventar tus gastos y eso te lleva al endeudamiento y tus prestamos ya te han hundido, entonces tienes problemas de deudas serios y no te es posible pagar, todos los aspectos de tu vida se ven afectados. La única manera de librarte de esa situación y volver a tener una vida tranquila es encontrando soluciones.&lt;br /&gt;&lt;br /&gt;Con las distintas opciones que tenemos hoy en día, solucionar los problemas de deudas es más fácil. Las doce soluciones más comunes para deshacerte de todas tus deudas son:&lt;br /&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;    Planes de gestión de deudas&lt;/li&gt;&lt;li&gt;    Negociaciones de deudas&lt;/li&gt;&lt;li&gt;    Consolidación de deudas&lt;/li&gt;&lt;li&gt;    Préstamos de consolidación de deudas&lt;/li&gt;&lt;li&gt;    Asesoramiento financiero&lt;/li&gt;&lt;li&gt;    Refinanciación&lt;/li&gt;&lt;li&gt;    Jubilación&lt;/li&gt;&lt;li&gt;    Unión de créditos&lt;/li&gt;&lt;li&gt;    Préstamos de equidad de la vivienda&lt;/li&gt;&lt;li&gt;    Seguros&lt;/li&gt;&lt;li&gt;    Tarjetas de crédito&lt;/li&gt;&lt;li&gt;    Bancarrota&lt;/li&gt;&lt;li&gt;Plan de gestión de deudas&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;La manera ideal de empezar a solucionar tus deudas es mediante un plan de pagos que puedes hacer tú mismo.&lt;br /&gt;&lt;br /&gt;El planear un presupuesto y evitar cualquier gasto innecesario son dos aspectos muy importantes en un plan de gestión de deudas. Si es posible, considera trabajar horas extra y utilizar esos ingresos para tu plan y si la disciplina personal es un problema, puedes programar pagos automáticos en tu banco. Más información »&lt;br /&gt;Negociación de deudas&lt;br /&gt;&lt;br /&gt;Mediante las negociaciones de deudas, una compañía que te represente o tu mismo negociáis con tus acreedores para reducir la cantidad que debes.&lt;br /&gt;&lt;br /&gt;Las agencias de negociación de deudas trabajan con tus acreedores para reducir el balance de tu deuda, a veces hasta un 50-75%. La mayoría de las compañías de negociación de deudas son claras en cuanto a la cantidad que te van a cobrar, pero asegúrate de que no haya gastos ocultos en el proceso de negociación.&lt;br /&gt;Consolidación de deudas&lt;br /&gt;&lt;br /&gt;La consolidación de deudas es un proceso muy beneficioso para solucionar deudas numerosas. En este proceso, deudas múltiples se consolidan en una sola cantidad, cuyo importe se va pagando mediante un sólo pago cada mes.&lt;br /&gt;&lt;br /&gt;El interés de la deuda consolidada normalmente es más bajo que el interés en los préstamos individuales, sin embargo, si una persona está utilizando un préstamo de equidad de la vivienda para consolidar las deudas, su vivienda será la garantía para el préstamo y si esa persona no puede pagar, el prestamista puede quitarle la vivienda y venderla para recuperar el dinero prestado. También hay que tener en cuenta que si el tiempo para pagar la deuda consolidada es mayor que el de un préstamo original, estarás pagando más intereses aunque la tasa de interés sea más baja.&lt;br /&gt;&lt;br /&gt;Cuando te pones en contacto con una empresa de consolidación de deudas el asesor lo primero que hace es analizar la cantidad de tu deuda actual para luego negociar con el acreedor en tu favor y reducir la cantidad de la deuda.&lt;br /&gt;&lt;br /&gt;En la mayoría de los casos se reducen los tipos de interés y ocasionalmente también se eliminan los pagos atrasados e impuestos. Una vez revisada la cantidad total de la deuda, se divide en cuotas mensuales que hacen más fácil su pago.&lt;br /&gt;Préstamos de consolidación de deudas&lt;br /&gt;&lt;br /&gt;Los préstamos de consolidación de deudas te ayudan a combinar todas tus deudas pendientes en un sólo préstamo. Por ejemplo, puedes tener un préstamo con un balance de 2.500€ (tipo de interés del 15%), un balance en la tarjeta de crédito de 1.000€ (tipo de interés del 12%) y un balance en una tarjeta de compras de un comercio de 500€ (interés del 10%). Se podrían consolidar todas estas cantidades en un préstamo de 4.000€ (interés del 8%).&lt;br /&gt;&lt;br /&gt;Realmente el propósito es reducir las cuotas mensuales, ya que o los tipos de interés bajan en el nuevo préstamo, o el período de amortización se alarga.&lt;br /&gt;Asesoramiento financiero&lt;br /&gt;&lt;br /&gt;Las empresas de asesoramiento financiero te ayudan a eliminar tus deudas, pero no las consolidan. Desarrollarán planes de pago para tus deudas pendientes con un tipo de interés y cuotas más bajos.&lt;br /&gt;&lt;br /&gt;El procedimiento consiste en que tú le hagas un ingreso mensual a la empresa asesora y la empresa se encarga de pagar a todos tus acreedores. Hay que ser muy cuidadosos a la hora de elegir a la empresa asesora.&lt;br /&gt;Refinanciación&lt;br /&gt;&lt;br /&gt;Este proceso consiste en refinanciar tu vivienda y pagar tus deudas pendientes.&lt;br /&gt;&lt;br /&gt;La refinanciación a un tipo de interés más bajo te ayudará a eliminar las deudas con tipos de interés más altos que estás pagando ahora. Puedes incluso desarrollar un plan que tenga un gasto menor que el actual, ya que el préstamo puede ampliarse para pagarlo en más tiempo, pero si aumentas el tiempo también aumentan los intereses. Necesitas comprender de forma clara el coste total de la refinanciación, ya que si no pagas pierdes tu propiedad.&lt;br /&gt;Jubilación&lt;br /&gt;&lt;br /&gt;Si tienes un plan de jubilación a cuenta de tu empresa, es posible que puedas conseguir un préstamo de la empresa del dinero de tu jubilación.&lt;br /&gt;&lt;br /&gt;Este tipo de préstamo es mejor opción que sacar dinero de la jubilación, ya que te ahorra pagar impuestos adicionales y penalizaciones de hasta el 10%. Si no puedes pagar el préstamo tras un plazo, entonces tendrás que pagar los impuestos y penalizaciones. Si perdieras tu trabajo, tendrías que pagar el préstamo inmediatamente y pagar los impuestos por la retirada antes de tiempo del dinero.&lt;br /&gt;Uniones de crédito&lt;br /&gt;&lt;br /&gt;Las uniones de crédito tienen generalmente préstamos con tipos de interés y honorarios más bajos.&lt;br /&gt;Préstamos de equidad de la vivienda&lt;br /&gt;&lt;br /&gt;La equidad es la diferencia entre el valor de tu casa en el mercado y lo que debes de la hipoteca, es decir la parte de la propiedad que es tuya.&lt;br /&gt;&lt;br /&gt;Los préstamos de equidad de la vivienda permiten que pidas dinero prestado contra el valor de tu vivienda, sin ninguna otra hipoteca. Es una cantidad fija de dinero por un período particular.&lt;br /&gt;&lt;br /&gt;El interés que una persona paga en el préstamo de equidad de la vivienda es más bajo que el de las tarjetas de crédito y otras deudas de consumo. Además, éste tipo de gastos son deducibles, por lo que conviertes intereses no deducibles en deducibles.&lt;br /&gt;&lt;br /&gt;En la mayoría de los casos éstos préstamos también cuentan con tarifas atractivas y planes de pago convenientes, sin embargo, los tipos de interés son a menudo variables y corres el riesgo de perder tu vivienda si no puedes pagar.&lt;br /&gt;Seguro&lt;br /&gt;&lt;br /&gt;Si tienes un seguro de vida puedes pedir dinero prestado de la póliza a un tipo de interés muy bajo para solucionar tus problemas de deudas. La ventaja es que no tienes que devolver este préstamo, sino que los beneficios del seguro de vida serán reducidos por la cantidad que pidas prestada además del interés.&lt;br /&gt;Tarjetas De Crédito&lt;br /&gt;&lt;br /&gt;Siempre que sea posible, se aconseja pagar la deuda total de las tarjetas de crédito.&lt;br /&gt;&lt;br /&gt;Consolidar la deuda de tus tarjetas de crédito también es ventajoso porque puedes conseguir una tarifa mucho más baja en comparación con otros tipos de préstamos de consolidación.&lt;br /&gt;&lt;br /&gt;Ponte en contacto con el emisor actual de tu tarjeta para preguntar qué tipo de interés te ofrecerán si transfieres balances de otras tarjetas a los suyos. Pídeles un interés fijo y si te lo conceden, solicita que no te cobren las tasas de transferencia. Una vez consolidadas tus deudas en una tarjeta, asegúrate de planear el pago de forma que pagues la deuda lo antes posible.&lt;br /&gt;Bancarrota&lt;br /&gt;&lt;br /&gt;La bancarrota debe ser la última opción para solucionar tus deudas. A veces cuando las presiones financieras son enormes y no puedes llegar al final, tienes que declararte en bancarrota.&lt;br /&gt;&lt;br /&gt;La bancarrota es un alivio temporal pero crea un impacto negativo en tu informe financiero que afectará a futuras solicitudes de préstamos, etc.</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/6178117879072037706/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/08/pocos-ingresos-y-muchas-deudas-que-hago.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/6178117879072037706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/6178117879072037706'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/08/pocos-ingresos-y-muchas-deudas-que-hago.html' title='Pocos ingresos y muchas deudas que hago?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEjL99QEsjiGON9ZsByXkzFk8C5b_XwG9-Fh06t-39uC0WkRcdjWRSX27AOoLnKY0pxpi7w28lnOosubNluuItZ2exhWEmwXW2KbTduOy3GBIUbM8vAmg6hnCVuexKym09qJx8AKCJ7aIkLe/s72-c/credioromarketing%252Cdicktcards+%25281%2529.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-1276636927189931067</id><published>2011-08-13T02:18:00.000-07:00</published><updated>2011-10-21T17:57:19.579-07:00</updated><title type='text'>EL PRECIO DEL ORO PUEDE SUBIR $2,500 dLLS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Goldman Sachs ya ha elevado el precio objetivo del oro hasta los 1869 dólares en doce meses y podría quedarse corto. Todo parece apuntar  a que el precio del oro seguirá subiendo en los próximos meses en parte por su condición de valor refugio ante la alta volatilidad y las caídas en bolsa y en parte por la misteriosa correlación&amp;nbsp;entre el precio del oro y el techo de deuda estadounidense.&lt;br /&gt;
Según nos descubre Ricardo González en losmercadosfinancieros.es,  durante los últimos 30 años, el precio del oro ha seguido al techo de  deuda siempre que se ha elevado como se puede observar en el siguiente  gráfico.&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;En analista apunta aún más alto que Goldman Sachs en sus previsiones y  considera que podríamos ver el oro a 2.000 dólares, entre otras cosas  por la debilidad del dólar y la economía estadounidense. Así, señala cuatro causas que harían subir el precio del metal precioso:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;Implosión de la zona euro.&lt;/li&gt;
&lt;li&gt;El debate sobre la deuda ha sido una distracción sobre los problemas estructurales de Estados Unidos.&lt;/li&gt;
&lt;li&gt;Potencial recalentamiento en China y el resto de emergentes, que ya luchan para controlar la inflación.&lt;/li&gt;
&lt;li&gt;La posibilidad de intervención de los bancos centrales en los  mercados de divisas ha restado atractivo a las divisas denominadas  “refugio” como el franco suizo o el yen.&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Por las calles de la mayoría de ciudades existen un número&lt;br /&gt;
cada vez mayor de locales especializados en la compra de oro.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Muchos son pequeños locales en los bajos de algunos&lt;br /&gt;
edificios, con rótulos gritones de “Compro Oro” y un aspecto que en general no&lt;br /&gt;
invita demasiado a entrar en ellos. &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;También existen joyerías que además de su actividad normal&lt;br /&gt;
de venta de joyas, ofrecen la posibilidad de comprar oro. Aunque estos lugares&lt;br /&gt;
no aseguran siempre ofrecer el mejor precio, al menos uno no se siente&lt;br /&gt;
intimidado a la hora de entrar e informarse acerca del precio del oro, etc.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Otra manera menos conocida de vender su oro es a través de&lt;br /&gt;
algunas empresas que compran y venden oro a modo de inversión. Son menos&lt;br /&gt;
conocidas y en general no se adecuan a la persona que sólo desea vender alguna&lt;br /&gt;
&lt;a href=&quot;http://preciooro.es/wp-content/uploads/2011/08/correlacion-oro-y-deuda-usa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;correlacion-oro-y-deuda-usa&quot; border=&quot;0&quot; class=&quot;size-full wp-image-723 aligncenter&quot; height=&quot;204&quot; src=&quot;http://preciooro.es/wp-content/uploads/2011/08/correlacion-oro-y-deuda-usa.jpg&quot; title=&quot;correlacion-oro-y-deuda-usa&quot; width=&quot;336&quot; /&gt;&lt;/a&gt;pieza de oro, puesto que normalmente sólo trabajan con materiales puros&lt;br /&gt;
(lingotes de oro y monedas de oro).&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Pero en la era digital en la que vivimos la manera más&lt;br /&gt;
extendida con diferencia a la hora de vender oro es a través de internet.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Sólo hace falta buscar la palabra “vender oro” en Google&lt;br /&gt;
para ver la cantidad de páginas web que ofrecen los servicios de compra de oro.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;La competencia entre estas es feroz, y conviene informarse&lt;br /&gt;
bien acerca de los precios y condiciones ofrecidas antes de decidirse por una&lt;br /&gt;
en concreto.&lt;/div&gt;Más vale tomarse algo de tiempo visitando varios sitios web&lt;br /&gt;
e informarse bien de las opciones que existen para evitarse sorpresas&lt;br /&gt;
desagradables.&lt;br /&gt;
&lt;ol&gt;&lt;/ol&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/1276636927189931067/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/08/el-precio-del-oro-puede-subir-2500-dlls.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1276636927189931067'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/1276636927189931067'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/08/el-precio-del-oro-puede-subir-2500-dlls.html' title='EL PRECIO DEL ORO PUEDE SUBIR $2,500 dLLS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-3957041962838178143</id><published>2011-06-04T12:06:00.000-07:00</published><updated>2011-06-04T12:06:58.591-07:00</updated><title type='text'>QUE HACER CON EL DINERO AHORRADO?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimoe9S_Itgiv_WWyp7dUHgl_tZT7_pQ-tBCv7PJr58SsLkMhjbaQg_KfCpkACnyLNXCeOY5-qBATRr4jZvVOGpggRz4DcJh8YZhLmx_84X7PpOLQsUz4LMcLmIxVWJIvr5WlCi1bThzgZc/s1600/AHORRO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimoe9S_Itgiv_WWyp7dUHgl_tZT7_pQ-tBCv7PJr58SsLkMhjbaQg_KfCpkACnyLNXCeOY5-qBATRr4jZvVOGpggRz4DcJh8YZhLmx_84X7PpOLQsUz4LMcLmIxVWJIvr5WlCi1bThzgZc/s1600/AHORRO.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Muchas personas han podido dar una respuesta positiva a la pregunta Como ahorrar dinero?, pero lamentablemente muchas mas (de esas mismas que ahorran dinero) no saben que hacer con el dinero ahorrado.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Cuando te la pasas ahorrando dinero sin un objetivo y/o visión concreta, esta actividad de ahorrar dinero puede ir a dar al mismo resultado que si no hubieras ahorrado nada.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Es por eso que hay que tener bien claras nuestras ideas, sobre todo si el dinero que estamos ahorrando es en grandes cantidades, pues no queremos perder dinero por no saber que hacer con el.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Una de las mejores opciones son las inversiones y fondos de ahorro y depósitos bancarios.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Pero cual de estas es la mejor opción? Cuales son los Depósitos bancarios más rentables? Donde es mejor invertir?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;La respuesta a este tipo de preguntas la tienes tu mismo y si no la tienes, pues sal a buscarla. Infórmate en que puedes invertir tu dinero ahorrado y que te de la mayor ganancia posible, pues es tu dinero y créeme: no quieres tirarlo a la basura o gastarlo tontamente.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Estas ahorrando dinero? Si? Tu muy bien! Sabes que hacer con el dinero ahorrado? Tu muy mal!&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/3957041962838178143/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/06/que-hacer-con-el-dinero-ahorrado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3957041962838178143'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3957041962838178143'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/06/que-hacer-con-el-dinero-ahorrado.html' title='QUE HACER CON EL DINERO AHORRADO?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEimoe9S_Itgiv_WWyp7dUHgl_tZT7_pQ-tBCv7PJr58SsLkMhjbaQg_KfCpkACnyLNXCeOY5-qBATRr4jZvVOGpggRz4DcJh8YZhLmx_84X7PpOLQsUz4LMcLmIxVWJIvr5WlCi1bThzgZc/s72-c/AHORRO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-3967119582785887917</id><published>2011-05-18T16:15:00.000-07:00</published><updated>2011-05-18T16:15:06.091-07:00</updated><title type='text'>AHORRAR PARA SER MILLONARIO</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1hju-ra6YIjI7QF0gi3Fc-Ags-yIz6hNrGahhr9g7GdGL113f0DMPlf5tGskTYL2a3EKuCXKk946NYlvEcXvx4Q0OuLXEp4_UPywSyYuV_Cyravii0U3eRtv2bfdCIr1u6UYYSGZJ58lr/s1600/..casa-monedas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1hju-ra6YIjI7QF0gi3Fc-Ags-yIz6hNrGahhr9g7GdGL113f0DMPlf5tGskTYL2a3EKuCXKk946NYlvEcXvx4Q0OuLXEp4_UPywSyYuV_Cyravii0U3eRtv2bfdCIr1u6UYYSGZJ58lr/s1600/..casa-monedas.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;La clave para salir de una situación financiera limitada es invertir. Pero para poder invertir se necesita capital. Pues adivina ¿de dónde podrás obtener el capital?. Claro, del ahorro. El ahorro que luego inviertes.&lt;br /&gt;
Sabiendo esto querrás saber ¿Cómo ahorrar? ¿Cuáles son las mejores formas de ahorrar? Estas preguntas se simplifican mucho si te das cuenta de que en realidad sólo existen dos formas de ahorrar dinero.&lt;br /&gt;
Ahorrar vrs. Economizar&lt;br /&gt;
&lt;br /&gt;
¿Cuál es la diferencia entre ahorrar y economizar? Es común que exista una ligera diferencia en la interpretación de estos dos términos. “Ahorrar” por lo general se refiere a apartar una cantidad de dinero para no gastarlo de inmediato sino para utilizarlo en algún momento futuro. El ejemplo clásico es tener una Cuenta Bancaria de Ahorro.&lt;br /&gt;
Por otro lado, “Economizar” se refiere a recortar la cantidad de dinero que tenías destinada para algún gasto y si ese sobrante lo guardas para utilizarlo en el futuro, lo estás ahorrando.&lt;br /&gt;
Ahí lo tienes, esas son las únicas dos formas de ahorrar:&lt;br /&gt;
Apartando una cantidad cada mes destinándola a tus ahorros&lt;br /&gt;
Economizando en tus gastos ya previstos y ahorrando las diferencias que logres.&lt;br /&gt;
Veamos a detalle cada una de ellas.&lt;br /&gt;
Cóbrate Primero&lt;br /&gt;
&lt;br /&gt;
Un consejo muy útil para mantener el hábito del ahorro es que siempre incluyas en tu presupuesto una categoría de “gastos” en donde asignas la cantidad de dinero que deseas pagarte a ti mismo. Este pago, será el dinero que usarás para luego invertirlo, para crear un fondo de emergencias o simplemente para lograr comprar algo que aún no puedes pagar.&lt;br /&gt;
Es probable que sientas la necesidad de ceder y no pagarte a ti mismo porque, por ejemplo, prefieres disminuir tus deudas primero. Sin embargo, aunque parezca equivocado o contraintuitivo, es mejor que siempre te pagues algo a ti mismo. Si te encuentras en una situación así, considera esto: En el libro “Padre Rico, Padre Pobre”, Robert Kiyosaki explica que para lograr siempre pagarte primero debes convertirte en el peor cobrador de todos. Seguramente sabes que cuando un cobrador te molesta tanto hasta el punto en que te desespera, le pagas para poder librarte de él. Esas características debes tener en relación a cobrar tu pago. Debes ser el cobrador al que no quieres deberle. Así lograras pagarte primero.&lt;br /&gt;
Dependiendo del objetivo que tengas para tu ahorro puede ser que te convenga utilizar una simple cuenta de ahorros en un banco o buscar algo más sofisticado como una cuenta de ahorro a plazo fijo o una inversión a corto/mediano plazo. Usando alguno de esos instrumentos puedes ganar intereses al mismo tiempo que ahorras tu dinero de forma segura.&lt;br /&gt;
Guarda lo que te sobra&lt;br /&gt;
&lt;br /&gt;
Durante el mes vas gastando conforme lo habías planificado en tu presupuesto. Es posible que te sobre dinero en algunas categorías. Si al sumar todas las diferencias que encontraste te queda algún sobrante, debes decidir qué hacer con ese dinero. Esto es a lo que muchas personas se refieren comúnmente como “economizar”, es decir, reducir los gastos intencionalmente para crear un sobrante.&lt;br /&gt;
Luego, debes decidir que hacer con tu sobrante. Básicamente tienes dos opciones:&lt;br /&gt;
Mantener la cantidad en tu presupuesto sin ningún cambio. Así, el siguiente mes seguirás teniendo holgura en la categoría en la que tuviste una diferencia.&lt;br /&gt;
Ajustar las cantidades en tu presupuesto y asignando desde antes las diferencias a otra categoría, por ejemplo, tu ahorro fijo.&lt;br /&gt;
Podría decirse que para un buen hábito de ahorro, cobrarte primero es una regla obligatoria. Guardar lo que te sobra, es opcional. De cualquier manera, si no guardas lo que te sobró en el mes, aún estarás ahorrando lo que destinaste específicamente para ahorro en tu presupuesto. Por supuesto para lograr todo esto, es esencial que primero hagas tu presupuesto.&lt;br /&gt;
Conclusión&lt;br /&gt;
&lt;br /&gt;
Como puedes notar esta filosofía de ahorro es muy simple, especialmente porque todo queda reducido a dos opciones. Además, es más inteligente ahorrar de esta forma y no cómo lo hace la mayoría de personas: en primer lugar, ahorrando lo que les sobra de sus gastos (si les sobra algo) y muy pocas veces, destinando una cantidad fija para esto. Exactamente lo opuesto a lo que acabas de leer.</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/3967119582785887917/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/ahorrar-para-ser-millonario.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3967119582785887917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3967119582785887917'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/ahorrar-para-ser-millonario.html' title='AHORRAR PARA SER MILLONARIO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEj1hju-ra6YIjI7QF0gi3Fc-Ags-yIz6hNrGahhr9g7GdGL113f0DMPlf5tGskTYL2a3EKuCXKk946NYlvEcXvx4Q0OuLXEp4_UPywSyYuV_Cyravii0U3eRtv2bfdCIr1u6UYYSGZJ58lr/s72-c/..casa-monedas.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-8908328070209335152</id><published>2011-05-12T13:01:00.000-07:00</published><updated>2011-05-13T06:13:06.737-07:00</updated><title type='text'>7 CONSEJOS DE ORO PARA AHORRAR DINERO.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEher2w-RvSu4ARqhNj5dNyiJf8_5hVFJ1hrs4E8w5uQJPjHwizrolAr-_RD6exAAapI6RffjVqAaPmg3VsyATg_21TKZSKUxAxjOC5N-Ynn6X1b9UmzDnrpw8PzKqY1CzQOTXncDRyM9sac/s1600/...Como+ahorrar+tu+Dinero.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEher2w-RvSu4ARqhNj5dNyiJf8_5hVFJ1hrs4E8w5uQJPjHwizrolAr-_RD6exAAapI6RffjVqAaPmg3VsyATg_21TKZSKUxAxjOC5N-Ynn6X1b9UmzDnrpw8PzKqY1CzQOTXncDRyM9sac/s320/...Como+ahorrar+tu+Dinero.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Arial; line-height: 20px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Debido al alza a los impuestos y la reciente escalada en los precios que golpean el bolsillo de los mexicanos es necesario cuidarlos ingresos&amp;nbsp;y ahorrar incluso en los gastos del hogar, de acuerdo con especialistas.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Además de los energéticos, los alimentos y productos básicos son los que más aumentan de precio, por lo que la mejor forma de evitar descalabros financieros es cuidar el gasto diario, dice la experta en finanzas personales de la Universidad Panamericana (UP), Cecilia Meade.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Si ordenas el dinero que gastas y controlas las compras del hogar lograrás mejorar la administración y por ende ahorrar.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;1.&amp;nbsp;&lt;strong&gt;Clasifica tus gastos mensuales en fijos&lt;/strong&gt;, que son los que tienes que pagar de forma obligada en el mes o bimestre, como la luz, la renta, comida, agua, teléfono e Internet, pago de deudas y la gasolina.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;2.&amp;nbsp;&lt;strong&gt;Después haz una lista de tus pagos varia&lt;/strong&gt;bles, que son aquellos que no se presentan de forma regular pero que tienes que presupuestar para hacerles frente, como la compra de ropa, reparaciones en el hogar, enfermedades, etc.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;3.&amp;nbsp;&lt;strong&gt;Finalmente agrupa tus gastos periódicos&lt;/strong&gt;, que son los pagos obligatorios durante el año. Aquí entran rubros como la tenencia, el predial, seguros, vacaciones, etc. Cecilia Meade recomienda sumar el gasto total y dividirlo en 12 para aportar el resultado cada mes y que sea más fácil enfrentar estos gastos.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;4.&amp;nbsp;&lt;strong&gt;Es hora de ordenar tus gastos&lt;/strong&gt;, por lo que deberás eliminar de tajo todos aquellos que son totalmente innecesarios, como el seguro que nunca solicitaste pero que viene con tu tarjeta de crédito y pagas mes a mes. Evita duplicar gastos, sobre todo si en este caso ya tienes un seguro de gastos médicos.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;5.&amp;nbsp;&lt;strong&gt;Disminuye los gastos superfluos&lt;/strong&gt;. Los especialistas recomiendan iniciar los recortes en el ocio, por ejemplo puedes bajar el gasto en comidas fuera de casa, salir una vez al mes menos o sustituir las idas al cine por la renta en películas, dice la directora del Centro de Análisis Económico del Tec Ciudad de México, Leticia Armenta.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;6.&amp;nbsp;&lt;strong&gt;Las especialistas recomiendan tener especial cuidado con los gastos hormiga,&lt;/strong&gt;&amp;nbsp;es decir todas las compras que haces a diario sin analizar porque se trata de montos pequeños, pero que en su conjunto suman una gran cantidad. Es aquí donde se presentan las principales fugas del presupuesto. Estos gastos incluyen cuidar más la compra de cigarros, comida en la calle, dulces, propina, etcétera.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;7.&amp;nbsp;&lt;strong&gt;La prudencia siempre es una buena arma&lt;/strong&gt;, hay que tener claro que durante las siguientes semanas será imprescindible comprar sólo en función de las necesidades fundamentales, para que cuando la nube de crisis se diluya, podamos planear los gastos con mayor certidumbre.&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/8908328070209335152/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/7-consejos-de-oro-para-ahorrar-dinero.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/8908328070209335152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/8908328070209335152'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/7-consejos-de-oro-para-ahorrar-dinero.html' title='7 CONSEJOS DE ORO PARA AHORRAR DINERO.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEher2w-RvSu4ARqhNj5dNyiJf8_5hVFJ1hrs4E8w5uQJPjHwizrolAr-_RD6exAAapI6RffjVqAaPmg3VsyATg_21TKZSKUxAxjOC5N-Ynn6X1b9UmzDnrpw8PzKqY1CzQOTXncDRyM9sac/s72-c/...Como+ahorrar+tu+Dinero.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-3400704319990592960</id><published>2011-05-01T23:04:00.000-07:00</published><updated>2011-05-01T23:04:50.247-07:00</updated><title type='text'>CONCEJOS PARA QUE TU SALARIO TE RINDA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz8MSrSg-EPV9OFWYKUpsrx3B75ZMgv9zwa3RE0fFSbfm9GTEvD6PIAUdMt7FBkGApaY9QXVLk6VuYDkQSVpTZwV50sxm8zyzEOWNrRGLVAU5Ohc509LHw6ZyHtZhLnWG5l7RoP2uOOfr6/s1600/..cash.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz8MSrSg-EPV9OFWYKUpsrx3B75ZMgv9zwa3RE0fFSbfm9GTEvD6PIAUdMt7FBkGApaY9QXVLk6VuYDkQSVpTZwV50sxm8zyzEOWNrRGLVAU5Ohc509LHw6ZyHtZhLnWG5l7RoP2uOOfr6/s1600/..cash.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Arial; font-size: 14px; line-height: 20px;&quot;&gt;¿Eres de los que cuentas los minutos para que llegue la quincena?&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Déjanos decirte que no eres el único, pues 4 de cada 10 trabajadores (41%) dicen vivir frecuentemente o siempre al día con la quincena, según la última encuesta de CareerBuilder.com.&lt;br /&gt;
A finales del 2006, la Oficina de Estadísticas Laborales (BLS, por sus siglas en inglés) informó que la ganancia promedio semanal de un trabajador de tiempo completo es de 682 dólares en Estados Unidos. A eso hay que restarle las deducciones del Seguro Social y Seguro Médico, que resulta en un pago aún menor. Asimismo, hay que restar el dinero que se gasta en comida, ropa, renta o hipoteca, el transporte, servicios médicos, educación y todos los demás servicios diarios para vivir, así que por lo general no es mucho el dinero que sobra.&lt;br /&gt;
Llegar casi gateando al final del mes o de la quincena es un ejercicio familiar en muchos hogares. La tercera parte de trabajadores dice no tener el ingreso suficiente para vivir cómodamente. Para conseguir esto, más de la mitad añadió que necesitaría ganar más de 500 dólares por quincena.&lt;br /&gt;
El 37% de los trabajadores dice tener un ingreso para su familia, mientras que el 16% dice tener más de un trabajo sólo para llegar al final de la quincena.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Estas son algunas formas para ayudar a crear un balance saludable en casa:&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Usa depósito directo.&lt;/strong&gt;&lt;br /&gt;
Muchos patrones ofrecen esto a sus empleados. Teniendo el depósito de tu nómina directamente en tu cuenta de banco, te hace resistir la tentación de cambiar un cheque o llevar contigo efectivo.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Págate primero a ti mismo.&lt;/strong&gt;&lt;br /&gt;
Aunque sean sólo 10 dólares por semana, separa en una cuenta de ahorros cierta cantidad de dinero cada día de pago. No lo toques. Con el tiempo, notarás el aumento en tus contribuciones regulares y ganarás intereses.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; No dejes dinero sobre la mesa.&lt;/strong&gt;&lt;br /&gt;
&amp;nbsp;Aprovecha los beneficios de ahorro pagados por tu patrón, incluyendo gastos flexibles, reembolsos en educación y prestaciones para el bienestar. Las cuentas de gastos flexibles permiten a los trabajadores designar cierta cantidad de dólares no sujetos a pagos de impuestos para gastos relacionados con la salud. Considera también tus viajes al trabajo. Algunos patrones reembolsan gastos de transportación o, los menos, hacen acuerdos flexibles laborales como el trabajo a distancia.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Controla tus gastos.&lt;/strong&gt;&lt;br /&gt;
Aunque el 58% de trabajadores tiene establecido un presupuesto para cada período de pago, el 21% dice gastar generalmente según la cantidad asignada. Cuando se les preguntó qué es lo que hace que se salgan de su presupuesto, la respuesta más común fue comer afuera.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Apártate del cajero automático.&lt;/strong&gt;&lt;br /&gt;
Si tienes efectivo, lo gastarás. Minimiza tus viajes al cajero automático, permitiéndote a ti mismo cierta cantidad semanal usando únicamente ese dinero. Esto quizá provocará el recorte de cafés o comidas afuera, pero con el tiempo no lo extrañarás.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Evalúa tu pago de nómina.&lt;/strong&gt;&lt;br /&gt;
El 81% de los patrones aplicó el plan para aumentar los salarios a empleados existentes en el 2007 y cerca de la mitad espera aumentar los salarios en las ofertas iniciales a nuevos empleados. Las negociaciones pueden ser buenas.&lt;br /&gt;
&lt;strong&gt;•&amp;nbsp; Inicia una búsqueda de empleo.&lt;/strong&gt;&lt;br /&gt;
En ciertos países, algunos gastos en la búsqueda de empleo como honorarios a agencias, gastos de viajes, llamadas de larga distancia, copias y envío de correos son deducibles de impuestos para los trabajadores calificados.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/3400704319990592960/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/concejos-para-que-tu-salario-te-rinda.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3400704319990592960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/3400704319990592960'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/05/concejos-para-que-tu-salario-te-rinda.html' title='CONCEJOS PARA QUE TU SALARIO TE RINDA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEjz8MSrSg-EPV9OFWYKUpsrx3B75ZMgv9zwa3RE0fFSbfm9GTEvD6PIAUdMt7FBkGApaY9QXVLk6VuYDkQSVpTZwV50sxm8zyzEOWNrRGLVAU5Ohc509LHw6ZyHtZhLnWG5l7RoP2uOOfr6/s72-c/..cash.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-4739482050844540545</id><published>2011-04-17T12:25:00.000-07:00</published><updated>2011-04-17T12:25:28.484-07:00</updated><title type='text'>MAYOR CONTROL DE NUESTROS INGRESOS CON UN PRESUPUESTO FAMILIAR</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPlKLKL5J55Q4BuF04ADo4iLSl36zktFuWwO5caNDi4vrKPqSohj7lH2dFUFtPX94vnlt6JDHOuryGSCsP7cmN-vgq3bQ8K27Q84yWWxjGKR7uOOsaUPHvjOo2BXyB6-4AixMmJMKQY344/s1600/...es-presupuesto-familiar_390.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPlKLKL5J55Q4BuF04ADo4iLSl36zktFuWwO5caNDi4vrKPqSohj7lH2dFUFtPX94vnlt6JDHOuryGSCsP7cmN-vgq3bQ8K27Q84yWWxjGKR7uOOsaUPHvjOo2BXyB6-4AixMmJMKQY344/s1600/...es-presupuesto-familiar_390.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;El principal objetivo de elaborar un presupuesto familiar, es tener un mayor control de nuestros egresos, procurando siempre que la diferencia entre los ingresos y egresos, sea la mayor posible.&lt;/div&gt;&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Veamos a continuación cuáles son los objetivos o razones de elaborar un presupuesto familiar:&lt;/div&gt;&lt;ul class=&quot;lista_simbolo&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; list-style-image: url(http://www.crecenegocios.com/wp-content/themes/popblue3c/images/icono-lista.gif); list-style-position: initial; list-style-type: initial; margin-bottom: 0px; margin-left: 30px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;conocer nuestro nivel de ahorro (ingresos menos egresos) y, de ese modo, saber si estamos logrando un nivel de ahorro adecuado, o es necesario reducir algunos gastos, o buscar nuevas fuentes de ingresos (por ejemplo, nuevos negocios o inversiones).&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;identificar las partidas donde se concentra el mayor porcentaje de egresos y, de ese modo, analizar si es posible reducir los gastos en dicha partida.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;conocer nuestro nivel de endeudamiento (egresos como consecuencia del pago de deudas) y, de ese modo, saber si debemos limitar el uso de deudas o, en todo caso, si es posible adquirir nuevas.&lt;/li&gt;
&lt;/ul&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px;&quot;&gt;&lt;br style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; /&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px;&quot;&gt;&lt;span id=&quot;more-1117&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Veamos ahora un modelo de la estructura básica de un presupuesto familiar:&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px;&quot;&gt;&lt;br style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; /&gt;&lt;/span&gt;&lt;table style=&quot;border-collapse: collapse; font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;tbody style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;tr align=&quot;center&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot; width=&quot;161&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot; width=&quot;64&quot;&gt;enero&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot; width=&quot;64&quot;&gt;febrero&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot; width=&quot;64&quot;&gt;marzo…&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&lt;u style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;INGRESOS&lt;/u&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Sueldo&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Negocios&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Inversiones&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Pensiones&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;TOTAL INGRESOS&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&lt;u style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;EGRESOS&lt;/u&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Cuota o arrendamiento&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Alimentos&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Agua&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Luz&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Gas&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Teléfono&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Cable&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Internet&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Colegio / universidad&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Transporte&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Vestimenta&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Cuidado personal&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Recreación&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Cuota automóvil&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Combustible automóvil&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Mantenimiento automóvil&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Tarjetas de crédito&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Préstamos / créditos&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;Gastos varios&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;TOTAL EGRESOS&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;SALDO (Ingresos – Egresos)&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 5px; padding-right: 5px; padding-top: 2px;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px;&quot;&gt;&lt;br style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; /&gt;&lt;/span&gt;&lt;h4 style=&quot;color: #000099; font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 15px; font-weight: bold; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Conclusiones&lt;/h4&gt;&lt;ul class=&quot;lista_simbolo&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: 13px; list-style-image: url(http://www.crecenegocios.com/wp-content/themes/popblue3c/images/icono-lista.gif); list-style-position: initial; list-style-type: initial; margin-bottom: 0px; margin-left: 30px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;a este presupuesto básico le agregaremos o quitaremos algunas partidas de acuerdo a otros ingresos o egresos que tengamos.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;la diferencia entre los ingresos y egresos de cada mes (saldo), vendría a ser el ahorro que hemos logrado en el mes.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;este saldo o ahorro mensual, debemos procurar que siempre sea positivo (que los ingresos sean siempre mayores que los egresos), y debemos procurar siempre que sea el mayor posible, lo recomendable es que represente un mínimo del 10% del total de los ingresos.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;este saldo o ahorro mensual nos servirá para ir construyendo nuestros ahorros totales, los cuales usaremos para cualquier emergencia o eventualidad, invertir en nuevos negocios o inversiones, o para darnos algunos gustos que mejoren nuestra calidad de vida.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;para lograr el mayor saldo o ahorro mensual posible, debemos identificar las partidas que mayores gastos representen y procurar reducir los gastos en ella o, de ser posible, sacarlas de nuestro presupuesto.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;otra forma de lograr el mayor saldo o ahorro mensual posible, es buscando nuevas fuentes de ingresos, por ejemplo, nuevos negocios o nuevas inversiones.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;a nuestro saldo o ahorro mensual, podemos sumarle el saldo que teníamos acumulado para, de ese modo, conocer cuál es el ahorro total que tenemos.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;una vez conocido nuestros ahorros totales, lo analizaremos, y veremos la posibilidad de crear nuevos negocios, adquirir nuevas inversiones, o darnos algunos merecidos lujos que mejoren nuestra calidad de vida.&lt;/li&gt;
&lt;/ul&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: x-small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Times New Roman&#39;; font-size: x-small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 13px;&quot;&gt;Un presupuesto familiar es un documento en donde proyectamos futuros ingresos dinerarios (por ejemplo, ingresos que obtendremos a través de nuestro empleo o negocios), y futuros egresos dinerarios (por ejemplo, los gastos implicados en cubrir necesidades familiares o en el pago de deudas contraídas).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/4739482050844540545/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/04/mayor-control-de-nuestros-ingresos-con.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/4739482050844540545'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/4739482050844540545'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/04/mayor-control-de-nuestros-ingresos-con.html' title='MAYOR CONTROL DE NUESTROS INGRESOS CON UN PRESUPUESTO FAMILIAR'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEiPlKLKL5J55Q4BuF04ADo4iLSl36zktFuWwO5caNDi4vrKPqSohj7lH2dFUFtPX94vnlt6JDHOuryGSCsP7cmN-vgq3bQ8K27Q84yWWxjGKR7uOOsaUPHvjOo2BXyB6-4AixMmJMKQY344/s72-c/...es-presupuesto-familiar_390.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6501300354859866017.post-6683266958807943099</id><published>2011-04-17T12:06:00.000-07:00</published><updated>2011-04-17T12:06:56.437-07:00</updated><title type='text'>COMO MULTIPLICAR MI SUELDO</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXGEosKRoULuHkhMe3qV_3NJQ0EBTTwZnvZtTwLQMxpdlrhgg_2EZmTRNfCffCx3DYc5bPXw_PhMpCbxUfIwAMV1VsiBYCJhFYRElxB9mB3F1a1c9rRZqoSeZy75HD2tyslugma58VHJ5b/s1600/....negocios.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;235&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXGEosKRoULuHkhMe3qV_3NJQ0EBTTwZnvZtTwLQMxpdlrhgg_2EZmTRNfCffCx3DYc5bPXw_PhMpCbxUfIwAMV1VsiBYCJhFYRElxB9mB3F1a1c9rRZqoSeZy75HD2tyslugma58VHJ5b/s320/....negocios.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h1 class=&quot;subject&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: arial, helvetica, clean, sans-serif; font-size: 21px; font-weight: bold; line-height: 1.2; margin-bottom: 8px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Como administrar mi sueldo?&lt;/h1&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;En algun curso me habian dado una tablita para dividir mi sueldo al mes en porcentajes, para que rindiera el sueldo alguien la conoce??.... ponian que porcentaje debes destinar a gastos de la casa, super, escuela de los niños etc.&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Utiliza el sentido común.&lt;br /&gt;
&lt;br /&gt;
Primero ve cuales gastos son fijos e inamobibles y ve cuales puedes eliminar o reducir.&lt;br /&gt;
&lt;br /&gt;
Hay gastos tontos como por ejemplo fumar, beber cervesas: Estos gastos si los eliminas, obtienes menos riesgos de enfermedad y ahorras dinero que te puede servir para cubrir otros gastos que si son importantes.&lt;br /&gt;
&lt;br /&gt;
Cada vez que puedas, camina, no uses el auto para trasladarte a tres cuadras de donde vives o trabajas, mejor camina, ahorras gastos de tu coche o transporte público y te mantienes en buen estado físico. si tienes tiempo puedes caminar distancias mayores.&lt;br /&gt;
&lt;br /&gt;
Elimina alimentos que solo te hacen gastar más y que deterioran tu salud, el alcohol, las frituras, y toda la comida chatarra, te puede llevar a la tumba y te hace gastar más.&lt;br /&gt;
&lt;br /&gt;
ve si es indispensable que pagues escuelas privadas, no simempre la educación de paga es mejor, la educación tambien depende del cuidado de los padres, del medio ambiente y de los ejemplos que los niños y adolecentes ven en los adultos.&lt;br /&gt;
&lt;br /&gt;
Busca ingresos extra, hay negocios que puedes llevar desde casa en tiempo libre. por ejemplo existen cursos desde 7 dolares por único pago, que te enseñan como empezar estos tipos de negocios, y que aparte si revendes el curso vas ganando dinero, todo se hace desde tu computadora.&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Regularmente puedes dividirlo así como tu lo mencionas:&lt;br /&gt;
&lt;br /&gt;
Alquiler, Renta o pago de hipoteca que no supere un 30%&lt;br /&gt;
Alimentación en un 20%&lt;br /&gt;
Ahorro 10%&lt;br /&gt;
Gastos Varios (gasolina, transporte, etc) 25%&lt;br /&gt;
Diversión 5%&lt;br /&gt;
Educación 10%&lt;br /&gt;
&lt;br /&gt;
pero puedes jugar con los porcentajes, y omitir los que no utilices e invertirlos de la mejor manera posible. siempre ahorra&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;content&quot; style=&quot;color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 14px; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comomultiplicarmisalario.blogspot.com/feeds/6683266958807943099/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/04/como-multiplicar-mi-sueldo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/6683266958807943099'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6501300354859866017/posts/default/6683266958807943099'/><link rel='alternate' type='text/html' href='http://comomultiplicarmisalario.blogspot.com/2011/04/como-multiplicar-mi-sueldo.html' title='COMO MULTIPLICAR MI SUELDO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01926398620798179276</uri><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/AVvXsEgXGEosKRoULuHkhMe3qV_3NJQ0EBTTwZnvZtTwLQMxpdlrhgg_2EZmTRNfCffCx3DYc5bPXw_PhMpCbxUfIwAMV1VsiBYCJhFYRElxB9mB3F1a1c9rRZqoSeZy75HD2tyslugma58VHJ5b/s72-c/....negocios.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>