{"id":27023,"date":"2021-08-15T19:12:32","date_gmt":"2021-08-15T18:12:32","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27023"},"modified":"2021-08-15T19:12:32","modified_gmt":"2021-08-15T18:12:32","slug":"si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-12","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/08\/15\/si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-12\/","title":{"rendered":"S\u00ed, podemos ver con la Mente \u00a1Con tanta claridad!"},"content":{"rendered":"<p>&nbsp;<\/p>\n<div><img decoding=\"async\" src=\"https:\/\/afabaix.org\/sites\/default\/files\/media\/noticies\/imatges\/3302misterios-cerebro-mente-810x449.jpg\" alt=\"5 misterios del cerebro que a\u00fan no se han conseguido resolver | afabaix\" \/><\/div>\n<div>\n<blockquote>\n<div style=\"text-align: justify;\">Dependiendo de nuestro\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de \u00e1nimo, podemos imaginar cualquier escenario que la raz\u00f3n o sinraz\u00f3n nos pueda sugerir. &#8220;Las neuronas se comunican entre s\u00ed a trav\u00e9s de las sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s, donde el terminal del ax\u00f3n de una c\u00e9lula incide sobre las dendritas de otra neurona. El cerebro humano tiene un gran n\u00famero de sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s. Cada una de los cien mil millones de neuronas tiene un promedio de 7,000 conexiones sin\u00e1pticas con otras neuronas. Se ha estimado que el cerebro de un ni\u00f1o de tres a\u00f1os de edad, cuenta con cerca un cuatrill\u00f3n de sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s. Este n\u00famero disminuye con la edad, estabiliz\u00e1ndose en la edad adulta. Las estimaciones var\u00edan para un adulto, que van de 100 a 500 trillones de sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s.&#8221;<\/div>\n<div><img decoding=\"async\" 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\" alt=\"Claves para entrenar una mente creativa\" \/><\/div>\n<div style=\"text-align: justify;\">A veces, nuestras Mentes parecen explosionar y un torbellino de ideas se acumulan tropezando las unas con las otras, hasta tal punto que, la visi\u00f3n de una idea clara y reconocible se hace dif\u00edcil. Sin embargo, cuando podemos atrapar una sola idea y desarrollarla, los resultados han sido siempre positivos. En la disciplina cient\u00edfica de la F\u00edsica tenemos muchos ejemplos.<\/div>\n<div><img decoding=\"async\" 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\" alt=\"Constante Estructura Fina\" \/><img decoding=\"async\" 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\" alt=\"e)- LOS FOTONES - 1- S\u00cdNTESIS de la TEOR\u00cdA TIEMPO-ESPACIO\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura fina en  nuestro Universo\" \/><\/div>\n<div style=\"text-align: justify;\">Num\u00e9ricamente, la\u00a0<strong>constante de estructura fina<\/strong>, denotada por la letra griega \u03b1 (<strong>alfa<\/strong>), se aproxima mucho a 1\/<strong>137<\/strong>. Dicha\u00a0<strong>constante<\/strong>\u00a0aparece por todas partes porque caracteriza la intensidad de la <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a>, que afecta a las part\u00edculas cargadas, como los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.<\/div>\n<div style=\"text-align: justify;\">El n\u00famero\u00a0<strong>137\u00a0<\/strong>guarda relaci\u00f3n con la posibilidad de que un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> emita un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> o lo absorba. La constante de estructura fina responde tambi\u00e9n al nombre de alfa (\u03b1) y sale de dividir el cuadrado de la carga del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, por el producto de la velocidad de la luz y la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>. Lo cierto es que, ese n\u00famero, el\u00a0<strong>137<\/strong>, encierra los misterios del electromagnetismo (el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> e<sup>&#8211;<\/sup>\u00a0), la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> (la velocidad de la luz, c), y la teor\u00eda cu\u00e1ntica, la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, h).<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-TX5J16tLUFw\/TZ-sFhaQmUI\/AAAAAAAAAA4\/s_UbkZdgFeQ\/s1600\/cuerdas%2Bdos.jpg\" alt=\"ONDAS MEC\u00c1NICAS: TEORIAS DE CUERDAS VIBRANTES Y CAMPANAS\" \/><\/div>\n<\/blockquote>\n<div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es curioso cuando mi mente est\u00e1 libre y divagando sobre una gran diversidad de cuestiones que, sin ser a prop\u00f3sito, se enlazan o entrecruzan las unas con las otras, y lo mismo estoy tratando de sondear sobre el verdadero significado del\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0137 (s\u00ed, ese n\u00famero puro, adimensional, que encierra los misterios del electromagnetismo, de la luz y de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>\u00a0\u2013 se denomina alfa (\u03b1) y lo denotamos 2\u03c0e<sup>2<\/sup>\/hc), o\u00a0que me sumerjo en las profundidades del\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0at\u00f3mico para ver de manera clara y precisa el espesor de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>\u00a0que retienen a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/07\/03\/si-podemos-ver-con-la-mente-y-con-mucha-claridad\/comment-page-1\/#\">quarks<\/a>. Sin embargo, mi visi\u00f3n mental no se detiene en ese punto, contin\u00faa avanzando y se encuentra con una sinfon\u00eda de colores que tiene su fuente en miles y miles de cuerdas vibrantes que, en cada vibraci\u00f3n o resonancia, producen min\u00fasculas part\u00edculas que salen disparadas para formar parte en otro lugar, de alg\u00fan planeta, estrella, galaxia e incluso del ser de un individuo inteligente que observa el Universo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRUZkZ5jFAzo8M1TSW4AGK_LYNbhe-N38YIrRZ-2-xtMj8V2JbGpw\" alt=\"\" width=\"524\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-4B-tAWFnWZg\/UH1-JiNbmhI\/AAAAAAAAHS8\/Jw9AsrwT5wo\/s1600\/en-fotos-la-sorprendente-belleza-de-las-criaturas-transparentes-2.jpg\" alt=\"\" width=\"708\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Me pregunto por el verdadero significado de la materia, y cuanto m\u00e1s profundizo en ello, mayor es la certeza de que all\u00ed est\u00e1n encerradas todas las respuestas. \u00bfQu\u00e9 somos nosotros? Creo que somos materia evolucionada que ha conseguido la conquista de un nivel evolutivo en el que ya se\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0consciencia de Ser, que hemos llegado a generar ideas y pensamientos y, sobre todo, \u00a1Sentimientos!<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pienso que toda materia en el universo est\u00e1 cumpliendo su funci\u00f3n para conformar un todo que, en definitiva, est\u00e1 hecho de la misma cosa, y que a partir de ella surgen las fuerzas que rigen el cosmos y toda la naturaleza del universo que nos acoge. La luz, la gravedad, la carga el\u00e9ctrica y magn\u00e9tica, las fuerzas nucleares, todo, absolutamente todo, se\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0entender a partir de la materia, tanto a niveles microsc\u00f3picos como a dimensiones cosmol\u00f3gicas, todo son aspectos distintos para que existan estrellas y galaxias, planetas, \u00e1rboles, desiertos, oc\u00e9anos y seres vivos como nosotros, que somos capaces de pensar en todo esto.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.vaticanocatolico.com\/imagenes_articulos\/razas-humanas-caras.jpg\" alt=\"C\u00f3mo se desarrollaron las \u201crazas\u201d humanas?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Todos iguales pero&#8230; \u00a1Diferentes!<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Mirando a mi alrededor, de manera clara y precisa, puedo comprobar que el mundo est\u00e1 compuesto por una variedad de personas que, siendo iguales en su origen, son totalmente distintas en sus costumbres y en sus mentes que llevan los g\u00e9rmenes ancestrales de sus antepasados y del lugar que los vio nacer.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La mayor parte, se aplica en sus vidas cotidianas y sin grandes sobresaltos:\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, familia y dejar transcurrir el tiempo. Es la mayor\u00eda silenciosa. Una parte menor, conforman el grupo de los poderosos; sus afanes est\u00e1n centrados en acumular poder, dirigir las vidas de los dem\u00e1s y de manera consciente o inconsciente, da\u00f1an y abusan de aquella mayor\u00eda. Son los grandes capitalistas y pol\u00edticos, que con sus decisiones hacen mejor o peor las vidas del resto. Por \u00faltimo, existe una peque\u00f1a parte que est\u00e1 ajena y \u201caislada\u201d de los dos grupos anteriores; se dedican a pensar y a averiguar el por qu\u00e9 de las cosas. La mayor preocupaci\u00f3n de este grupo de elegidos es saber, quiero decir \u00a1SABER!, de todo y sobre todo; nunca est\u00e1n satisfechos y gracias a ellos podemos avanzar y evitar el embrutecimiento.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Vendedor De Frutas Mexico Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El siglo de David Rockefeller, el banquero m\u00e1s famoso del mundo \u2013 eju.tv\" \/><\/p>\n<p><img decoding=\"async\" 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+JfkaWsaLFxMNTI\/p\/iXNzNqMeYmLqpvpPByuBGhg9d067HVHf1LGurVabTILqZlwi4EOtB680C3iPDq+HdlrU3MOxIsfA6FMOzj5qa3P0uPOy6L21wj\/YezrnPSflyYiACx5PdFVosJMDOLdAuRvY+g+DLXtKDuvZ3G9\/IdI5bq1sGoK4X2N7QVDiabHEQ90R13I62XdBpI2QROpDayyKh9EDjca1utuY+CUf8AWmMa9znwBMnrsADrCC2Cv0Xg9c8wnbxrnlrWPcB+7LE\/G3wVgo9oWONiCdS0AkgdUFieCUNUp8tUvbxkG4u2YJGt9LeiLw2JD9NR8wgWYgnMllQF0kzYeXRPeLssHjeQY16pSAHQ3md+QuUCDiDiwOyguaYGXcbyOek8\/VJ8NQfUFgHtuJbBNtLXBOkwrF2jpg03HS7SI2AJj6eSC7P1WT3zlJcL72kifXXp4oGfCeHPaR3SRI96BteSTOmx5K15WMbmJDepkgnlHVR4SiIzA6i9uWl99\/Vc\/wC2vadlU+yotqPNNzHCpSBIa9pu14FnCfC4QJ+3\/EzUrNcx\/cjuvY90XDQ5pyzoWyDaZO4XlS67y5zjoSSSCIgnpsdF5BO8l9Mun3YB+nyS\/N3Y6yiadQim5o\/uk+iFCBhhHQweJ+atPZ3DZzcSDt+7WQRy2vqqlhvdCvHZl12kxOgsCfX1QWXD8J7+djntfYag6eI3UPaPgzP6aowNL6oaIJ1mQXfCVZOFsGaT46LXjDMj2vMlhcA4RPdvJ52OqDnlDCU61JjK8sDQclUD3L3a+1xKtfZzszSZDy9rxaC2ADyk7+CnrcEZmL2DMyZLJvMat+24hMMPgadtog8j6iCfNA\/xGHZVpupva17HAtLXRBC4p2+7Muw0ODnPZMNzCS1t4BfN4sNN9V11tVgNp8\/ndU39QcUyrRcM3dBF9ydgPBBRf03wZfj6UCQzM89IEfVfQgZK5n+mfDm02F8d5++8fZdIY4oKf294k3DMacmZzpEbRvJXJsf2ge8mQBOwXdeJ8Lp4k5arcwi3j4rjnG+zNWlUfFMZAX5XZsx7v9zdWz6IKu\/GPN5NupTng3aqrQMZWuF7Ok6+JhLarqjXtmYJHuwJHS0LoGG4A99I1GU2V6RLgKddrW1gAf21GgAmbaBBrg+1syA6nTkAkd9jg7aATlc2+xTDgnaN3tDNRhAAkOOQneXE\/uHQ3EJFhqGGDywBzGEhr6dQd+i5xgODjqyYBG0g6LXiXC34as2B7RhgAEZraQRyQdXq4j2lMOAiYnS3PQ\/kJe9m413so+AO7jqZgRo3eIETvMI6iwl0Ry+iAV2AztIMEeuiTYDgVRhl+WGzFuUBl9YsdtDCtdSsGuDG+Z9OW+vos4iqgho035Gh3dgCQ02nflI0SzivGqGEADnNZyptF46NGgQuP4tVdmZRhoEg1HXv\/tG56m3ikFXs+C1z3kve4TnfJJPmgR\/qJjqVc4fEUxlc9tRrgYkhjm5SY37xXkB24BZVpUwIyUh\/5OcdNtAvIK3R913iPqoXMNzsEWKGQkFzSeTTPPeIUeKdDQzrmPnp8EElBvdb+bqzdm8RD7n1+Sr1IQ0dGhMuC4gtJBAMzHQoOu8Er2E7+vmmtZjHsAcA5s3nkbfVU\/guLneDpOs\/Hz8k9pVybC4JAG1h9zdBFQ4SaZ\/03uyj9rhMbWOsR1RDeHuka63gwEyp0zBlTVngNtr+QgrfFXGm0sZqZv0+dlQ+NOfWeymNGuMwPzb5q0dsuJspC7gTe03vqk\/ZnCmrDyDckjex0nyQXnszhcrALWjRWCoO6g+FUIEJhXbZALSB21SvHPIeTlk6FpHvt2I+yb4dsLXH4EPgxceR9UFZw\/AMI90g5J\/YTYE3gToOgT3+nDGhkSAIELRmFYTBAkCL6\/hXn8LYOfSC4R4Rr5oKB2y7MVaz\/aU3AODCMo950XEkdNE84JSL6LHV2xVa1suJ6ayI1CsuHwTWAwOWvio24XVou28dJ18QglwuHA7xg2sRr6qQ+64jko8MMoIjTmSf8LDXiTyN45IF0EPcTcx9kN\/VZ35JiLu6dPFNThcz3SLRvpdVCvTdSxFRrSXd6Qf9pAIHWJjyQOMSxoysHMBT4imIAAtuoKPecwnnPoCq7267UtpMNKm4Gq4QYN2A720PJBRu1uLz4yqQbNIYI5NABHrK8kbLkk68yvIGnZfhBxNfLmyhrXOJ+DR5uI8gUBxPDPZUcx7Yc0wR+ahWX9PK4bUeDq5ojyn7oXtl\/wC5cTo4NI8RqgX5YEBOOEUrCQLSesW3639EkJumfCqx0t9YMygtvB63e30tPSfurnw82E7DxVL4UwFwi8AGTzGvhr8FduHOhotaAgbMdAhVztP2hbhqbrZnRYD5lG8T4gKbTB7xGmsdfBcb7XcXc95Y1xLbZif3HX0vogIx+Aq4hgxDzLnkAAaAEwLLpPZmi1rQ0RYNEDn4rkXDOKlpymSCLCd10nsLxIPhpcDfQ6\/yg6VgxaSparQoqB0W9Z+0oBWPjVG03JdWbmaRMcjyKF4BxYVGQT3gS1w6tMH5IGeKwjHajwO48wgnsqs9yHjk6x8nbHxTXMFDUOW+yAWm5zh7hbOzo+hKmLA0LbPofgh61VBioLZmjYzvbdCsYc07QtxU7pg\/zt9V5jsrTz\/Pqg2a+ZvAGp5pdi8I0nS8phh2TH9o08eaH4hiWUmue9wDWgkk2sN0FU7XcaGDodyDUfLWg6Axd3kNuoXHKtQucXOJLnEkk6knVOO1nHDisQ54kMb3WA\/28z1Jv6ckkQbsXl5q8gP4DjPZ1Wum0wfApz2sIcGP5fJVRphPGV\/a0i06tFkATjdT4F5DhCGbcdfyfkmXBMLncPL\/ABKC9dnqAIB3+B+ystbFezaGt993utB9Seg\/hC4DDCjSc95hrWlzrC0CfNIuF8S9pWL3iHu0Dv2gEw0eR13MoCuKvLQRMuddx8tByHILk\/FTL3HquncVrhzTETAjTSbLn\/EcETJAOqBM0p7wDiLqVRr2nTUfmyR5TyW9Fj57oM9EHfeHdqaTw05hJ2RPEONtYN3uiQxgl0fQdTC5x2S7JV6xDqj3MZYwAJPnsuscM4SykAGNHjufE7oFfZ2tia8vrM9kzZkHMfM6jr6Ievh\/6fHAizK4Jjk9uvqIPqra0XSbtZgTUo5me\/TIezrlnMPNsjxIQOGOstHvlBcHxYqUmvBkEDRFVHboIHa81HmJcOa2zwFpTJJndBljd439FHVBI8Pz88VM52USdNV7C0y5hDhDsxtPp8IQQU675ytaI\/uJ08t1zr9VeMwRh2ukuALj\/awHut8XESeg6rqTaYF40my+a+LYx1atUqvnM5ziQbRsGxtAAHkgDleWF5BuxeWWLyCIonCVy10oYrzSgYlvePI3Cs\/Yam11X5eSqmGqTZWzsNUHtsptI5IOg9qsM52EyMPvOYD4TPmJA+K5pxrGGi8NLYdlv47EdLBdhztLMrhb8iy4727p58T3IhoDbTc\/dANhOMzYnWAb2TrDVGP3Fi3wP4FSH4NzXZXy1O6fZzFgB9IZxEw039DqgvnB+zdF4ByibagT\/iVZcP2bpMghgm2wXL+Edsa+FIZXpugW7zS13x1XSOF9tsNUaCKrW6WcQD6FA+oQ10RomDHXSQ8dw5dHtGSdO83dT08e0mxEIG4K0S\/+uExpZS08WCbX80CfhX+jUq4fRodnZ\/weSRH\/ABdLfJPXJFxvuVqFRtyc7CfHvDx0dbqm9OpLQgjeNB+WWGMMn0U5ZdaV6gY2eW2snQDxJhBDicUGvDbd3XS0afOVDwrEuL6uZ098kDk2G5Y8kA6m7M4v94kkgfJFYTCh0PByOgTABBA0kc0DbG4kMaXfl1y\/9S+zLXs\/rqDf\/maPTP5aH1Vk43j3Oht7RG0kbo7s5ig9ppvALXAiDcEaGUHz4V5WDtvwL+jxT6YByHvs\/wCDtvIyPIKvgoN2LKwwryDGJp5XEKJHcUb3z4lAoJqD4IVl7MVYrtExO\/h\/CqoKZ4OtBDptvHxQdlOKDhrIERqAT48tPFIuJ8PY8tIAkEayJ2QGE4uHhrBr3eUwL35qwYOXwTEWn1vtzJQVntNw5uTMGiR9gdfVb9kuJ3LSYjLb\/PVWnE4PPI\/a4b8weW8xKT1uyffz035HegIi+u6CxvxlEty1mtI3zAEQfFBv7K8OquDvZMHRstE31DSFEeEVhZwBGxG\/rvvC1qYV7IcKRMctbQUBbv06wVi2kLAfvfB8QZnzUj+ytFs5WNYI\/bUrNjqAHxKlwHFnOAGR8jYtdPxTNlBzyC4EDkgr1TsxIIZi8QDsCWvaP+5pd8Uh4DxLFUMQ7DVwXZTrsR\/dJNxBBXTmUQxtgkHG6YbUp1C0G4bJ2mYvy18\/FAZj6Je1kfteHfBwj4o6gLQVPSgsgAKGocqDOcg6qHDEvqEm7WQQOu3kPmgsViiLAiXG3MDc\/GPNFcKbBPJBDjmD2j5sbGfJC03uGpGn5ojeKGXzY2CSYCs7O4OMiYEfJBtxWicuZuozW5pZ2bxcVGgmBe\/XknuMEiQJ57qrcKwwFV5uYOnJBZ\/1D7MDGYbOwf61IFzP9wjvNPjHqAuAkL6jw1Xus6j5c1xf9U+zYw2IbUpiGV8xgaNeIzDwMz6oK3wDh3tS6RIA6625LyvvZLguSkHEQXBeQULjLcxLogzEJO5qvPHeFFjosTJtvfa3kqjjKME7dOSANSUnwo14FA5wGKLHNdrECD1t9V0bhePDmOgW2E2IIt4XXKKFS6f8E4sabg03b9bIOqYZwc0CIIO\/ibR6+icUgDEtBb1vvzVO4LxFr6mUHUk6zbx8yrNSxOQxaJ\/Pmgc08IyBb4lb\/wBCBpI6G49SoKeLEX3RjMSDugjbhRuAFIKYHl+XUmdRVHjVBDVqgILieGz0y1wsY8W7g+RhFGoG3J8OiDrY1sEE+P8AKAbD4\/KxuY6a+S87FF7wxgDnEHyHMpJjWPe8Np5TJJkTIFrnkLp\/2d4fkcHSS7dztSgU4J5fUzFskAX3A5J3hHRra+gnluENVwQZWeW2dMgjcG4BG63FWDmPqNJPOdEGalQZrj+Uhxzwyo2DEuFoT7FU8wDwqp2nGQ06kSA4A35oLDSOYbZef8JXVwrRWzbGQPojcBdgjxtvN\/NbYujLouICBzhqpFJp0LXQbapf2tpsxHsaBAc5rxUP+1oBAnkXE+gKlxGOFHCvqPPuxG5J0AHUmyrFLihpMfUeQ6vVJdfawgR\/a1sD0QWDE+zpQ3mAYbqIEXHIryXdlh7VrqjjmJJk63t9l5BN2r4K18vaQ2JcT4i9\/vzXKOKYdmUwRIzeen8lfQvEcGHtIMQRe233XIO1fDWta4Ntf5mLIObvZBhao3G0YJ8YQhagw0oui\/YoRS00DfCVXscHsNxsfsrbwvtSRlFQR\/GiqGHKOYUHRW9oGdyCL3\/JvzTzC48OAMjnYiw6rktKk06yCN2\/ZG0uMOY2WucYte31M+aDrIx43IlavxrRqY8wuO1O2daNBPMm\/wArLNDiOJxTg01A1pMZWy31IElB0uriqmIdkoMLre87utGomdxZYPY7FubLq9NpIuIcY3F91beA8MFCjTbYkNAkT479SU2iyCo8L4WKTAM2d37nEHvHw2HRH0WEHUATZSvbPOx5lYLUA3Emd9pBuRH89ULTq5oHIweRKMxw\/wBMncJdhXktI0kjy5wgxXaJIDrbj7JV2nwrX4Z4jvASPK6sL2Zb6xA8eqCxFIPY6dIMoKx2VxktAcSHAWnQzyVmcMxzQufcPcaeJNPkdR+dVf6NQhpm+9kFT\/ULiJYKNJptLnkcy3utnwOY+iqNLGlziXkk5T9YCP7buJxLpOgaB53+qRYK7j5z5W+qDpv6e4oDD3iZK8kHZyqadMxuSsoP\/9k=\" alt=\"Karl Popper - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>El vendedor de frutas, el Banquero y el Fil\u00f3sofo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pensando en el cometido de estos tres grupos me doy\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de lo atrasados que a\u00fan estamos en la evoluci\u00f3n de la especie. El grupo mayor, el de la gente corriente, es muy necesario; de \u00e9l se nutren los otros dos. Sin embargo, el grupo de mayor importancia \u201creal\u201d, el de los pensadores y cient\u00edficos, est\u00e1 utilizado y manejado por pol\u00edticos, militares y capitalistas que, en definitiva, aprueban los presupuestos y las subvenciones de las que se nutren los investigadores que est\u00e1n a su merced. La gente corriente del pueblo, la que realmente trabaja para mantenerlo todo&#8230; \u00a1Es la menos valorada!<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-eLoiZYOBNkM\/T7TQxxW1aRI\/AAAAAAAAIpE\/4LNChpBiaCs\/s1600\/explosion+nuclear+fuego+hongo.jpg\" alt=\"\" width=\"450\" height=\"344\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Acordaos del Proyecto Manhattan y la bomba at\u00f3mica<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En las dos grandes guerras mundiales tenemos un ejemplo de c\u00f3mo se utilizaron a los cient\u00edficos con fines militares. Los que no se prestaron a ello, lo pasaron mal y fueron marginados en no pocos casos. Es una aut\u00e9ntica barbaridad el \u00ednfimo\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>presupuesto<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que se destina al fomento cient\u00edfico en cualquiera de los niveles del saber. Cada presupuesto, cada proyecto y cada subvenci\u00f3n conseguida es como un camino interminable de inconvenientes y problemas que hay que superar antes de conseguir el visto bueno definitivo, y lastimosamente, no son pocos los magn\u00edficos proyectos que se quedan olvidados encima de la mesa del pol\u00edtico o bur\u00f3crata de turno, cuyos intereses particulares y partidistas miran en otra direcci\u00f3n.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Espa\u00f1a, el pa\u00eds con la mayor tasa de j\u00f3venes subempleados l RTVE\" \/><img decoding=\"async\" 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\" alt=\"7 requisitos que deben cumplir los extranjeros para trabajar en Espa\u00f1a\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nos hemos gastado ingentes cantidades de dinero en preparar a nuestros j\u00f3venes cient\u00edficos que, al finalizar sus carreras y no tener donde desarrollar sus conocimientos, tienen que marcharse fuera, a otros pa\u00edses que le acogen con los brazos abiertos. All\u00ed, investigan, descubren e inventan y, las patentes del fruto de su\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0son vendidas m\u00e1s tarde a nuestro Pa\u00eds que hizo el esfuerzo de crear a esos Ingenieros, f\u00edsicos, m\u00e9dicos\u2026<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 lastima! \u00a1Qu\u00e9 torpes!<\/p>\n<p style=\"text-align: justify;\">Menos mal que la torpeza de algunos no\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0impedir el ingenio y la inteligencia que, al final del camino, queda a beneficio de la Humanidad y de su futuro que, aunque es incierto (todo lo es), cada d\u00eda que pasa se vislumbra una nueva luz y, no creo que tarde mucho tiempo en que la \u201cgente corriente\u201d reaccione y ponga las cosas en su sitio. No podemos seguir consintiendo tantos abusos, tanta maldad, tanta ceguera.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-ViV5UYkyZmM\/Tmd6ApE1FWI\/AAAAAAAAA4c\/O_J-fCV_Egc\/s400\/Investigacio.jpg\" alt=\"\" width=\"320\" height=\"285\" \/><img decoding=\"async\" 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\" alt=\"Aprender es un regalo, aunque el maestro sea el dolor - La Mente es  Maravillosa\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><em>La sensaci\u00f3n de asombro y maravilla que siente un ni\u00f1o cuando descubre cosas nuevas, no importa lo que se pueda crecer, siempre estar\u00e1 con nosotros: \u00a1El placer de descubrir!<\/em><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Ese encuentro maravilloso con la luz suprema del saber es un momento m\u00e1gico, que es el\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>precio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que pagan al cient\u00edfico por sus esfuerzos, y es el incentivo que necesita para seguir trabajando en la superaci\u00f3n de los muchos secretos que la Naturaleza pone ante sus ojos para que sean desvelados.<\/p>\n<p style=\"text-align: justify;\">Cuando me pongo a escribir sin un programa previamente establecido, vuelco sobre el papel en blanco todo lo que va fluyendo en mis pensamientos, y a veces me sorprendo a m\u00ed mismo al darme\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de c\u00f3mo es posible perder la noci\u00f3n del tiempo inmerso en los universos que la mente puede recrear para hacer trabajar la imaginaci\u00f3n sin l\u00edmites de un ser humano. Es cierto, nuestras limitaciones son enormes, enorme nuestra ignorancia y, sin embargo, estas carencias se pueden compensar con la tambi\u00e9n enorme ilusi\u00f3n de aprender y la enorme curiosidad y esp\u00edritu de sacrificio que tenemos en nuestro interior, que finalmente van ganando peque\u00f1as batallas en el conocimiento de la naturaleza, y que sumados hacen un respetable bloque de conocimientos que, a estas alturas de comienzos del siglo XXI, parecen suficientes como punto de partida para despegar hacia el interminable viaje que nos espera.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBIREhERERIRERISEhgSEhERERgSERgSGBgZGRgYGBkcIS4lHB4rIRgZJjgmKy8xNTU1GiQ7QDszPy41NjQBDAwMDw8QGBERGDEhGCExNDQxNDExMTE0NDExNDE0MTQ0NDQ0NDQxNDQxMTQ0PzQxPzExNDExMT8\/PzQ\/MTQ\/NP\/AABEIALEBHAMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAAAAQIDBAUGBwj\/xAA7EAACAgEDAgUBBgQDCAMAAAABAgADEQQSIQUxBhMiQVFhBxQycYGRI0JSoRViwRYzcoKisdHwFyRD\/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA\/\/EABsRAQEBAAMBAQAAAAAAAAAAAAABEQISMSFB\/9oADAMBAAIRAxEAPwD5AYYjAjxAjiGJLETcfU\/EBYgFlZye8MCBYBDbGqA\/T9YZx35HzCGBJARhZICUCiWKIKssVZUqSiWKsSrLkWWMU1WTVYKstVZplELJBZNVkgsqKtsNsu2w2xgq2w2y3EMQmq8RhZPETEAEnsBkyI5XUrMsF\/pH9zMoEk7biWPcnMQExXWfIAI8QAjAgKfQeg\/Z\/Xdpa9TqbtRXvVrSlemtytFa5PJrbc5ZqyMcFd20NjjwGJ1rPEmtaryDqbfL2JVsBC+hCxVcgZ7scnOW4znAkSWfr0nUfAtXlUWafVJg0ad3a4P\/ABLNTuKeWqplQdvC8nn5703fZzeu8\/eaCBV5qDy7fMYZYHKbSygFMFiONwzicNPE2tVUVdQyrWKQmErBUacEU87cnaCe\/fPOZe3jPqWMfeiAAQu2mldud2SuE9J9TDIwfUYXY69\/2aalLER9RSN4bcwrtba6lBtwF5X1j1cLwZH\/AOMdSfSNRR5m8KU2vwp1B05fdjBAI3Y74nGbxj1HcW+88ldrHyKfVyp3P6PW2UU7jkjHeJ\/GnUixb70wY45FdYPFnmjsn9fP9u3ENbHoNX9nG\/7v921CYs09eHsDEW6p\/OYqgC5RdtJPq7ZnzkGekbxr1LJb7yQSgr4qqUBV37dgC4Qje43Lg4bGZ50CAwI8RiSVZGlZ4GZWqlpbYBwP1le\/4hUWEgO80U6dnzgEgd8DJ5nW03hrUON\/llF7KrA7j9cY7fX39oHHUHGfYn+8iZ7fT+FWGnAbAsUlwD2Jz2P7TLrvDhKCxBtOP4iH2aEeXpPOPY\/95dtielk4Kn6HHPEsrbcPr7iUNBLFWJRLEEsZqaiWKJFRLFmozU1EmBIiSUzTKwCSEgDJAyolCLMMwghFmLMCUydRswm33Y4\/T3mnM5Ovs3OR7Lx+vvM2\/F4zazSQEjHMOiUIRZhk4RZjzCCRMlImAjImMxGGkDFGYpGlmJJREBB2wJGlFhyTEBzj9oPxNvTKleytWOMkZP5wr1Hg\/pVhR3X0M\/pVyMhQpbLfU88T0S+G6VG5hqLW7m19QwbPuQMgf2nd0GjRKq0UYUKBx2nP610TzHR\/Mt9DbvLWwojDjAIA+nfvziEZ9DpWB\/h3PZWR6UsIZgM4Pq7nH1mfr3URpUWsIXts\/CgGc\/M7Hh\/pXlK1jhg7ZA3MThCc8D6n554nN8Z6Zd1L7nRyHqVkwDhgGyD9Nv8AeUeK1KaqzcbFrqGCdhGT+4nDo4advXVsiMA1jAIT623EntnOTjv\/AGnFr7D5hK1bZNFkUOQJYssSpKJMSMYM0zUwZIGVZj3Ssrg0e6Ub490GLt0N0p3Q3Spi7dFmU74b5DFllm0E\/AzOMWzyffmatdZwF+eT+QmPMza3xh5jkcx5kU8x5kcwzAlmGZHMMwh5gTFmGYBImOIwImKMxSKuL4\/Myt+QfpAjP0+ImHx7cESOh0Jv5JxibtBpWLq6chXUE9x6jgfmM4mP0gZHf6TueHrNrbWGQdrjHvjv\/p+wgfVOk7hWin2Awfp\/5lus1YQbiCSfSqjksx7AAR9KIapOc8Yz9PaYur32o6rp6jbcw9PA2ovbJY8Lz+vHAhF1eqdADqDsLHjCM6Kv+YqDg\/U8TJ4wNfkKWdNyujoCc\/zDt+YzIomsXm1rOWyUUVCsjGNuSxOOfz4E8n1rQWKu6xrHAP8APhUA5wFUOeBwO0DL4jtVKtqqAX4J9zn\/ANM8sin4nW67furoU5zgkhvxDHGD+85dBmkq+jjj5l4meokniaMSpUojPV9N8Aa7U016is6Xy7V3IrXMthHPGNmM8fM8zrdO1Fj02rtsrYqynuCO\/wCn1jUUkw3SOc4AxzwOQO\/1PAl\/UdMtNmwXVXEAbnpYvWG91DkANj5XI+sqKt0N0jQhd0rTBax1ReeNzEKOfzM09Z6Zborn02oCrYgUsFbcvqUMMH34IjTGfdDdK09RVQRliFHPGScf6zoeIOj26C86bUGvzAiv\/Dcum1s45IBzx8RpjFuhulnTNG+quq09RTfc4RC5ITce2SAcD9JDrGlfS23ae0p5lLFH2MWXd9CQMjn4k0xzr33Mf2EhmQzAOPkSN4nDMjuHzANCJ5hmQ3D5E2XaNUqrtN9DNZkihHL2qo43PgbVz7KTu+kGMuY8yBYQ3j5EJieYZkNw+ZKQOKEICMUcUCDA95clZIwPfuYmOSM9hFvxnGefb2kdFr6cLjLD68z0vg3RWXWI3llqlcAWAY2uOVBz3B\/Cf+IzjdG6Y+oY7FLlMM1akBtp9+ecZ9xmfVvCelapVTyH4P4mc7VJ74Uj+4EI69nTGqBNILIc5rH4l+qfI+neVaBw5y3psHpYkYb57e09JWJXqdClnJ9LjgMO+Pr8wOL1DRK65ZuU\/D8fr8+88H4iexLG8yvyqhllwRuZVPBGDwPznset6XWoT5dZur45q2l\/1VmB\/bPf9vlviS3V2tf5qFPIda7U\/nUEbkLD2Xj2+OYHJ12rN9hcjaPwqvwo7D85AIR+X0+JSnEuXJmkrVpxtP6cGWGUUc4mlpUr7F0fp1t+j8PvUuVouFtrbgNqBLATycnJIGB8zbpUs8\/U31FGqt6itbfdaEs1B2BK7PPsdtq1gowIC7sdiCZ5Kzw7Zbo+lDS2tQ12nezUvZq7Vp2KE52bio5fsqjvPLdd6NqOnJS3no9GqU2VPpbX8t9u05I459SkGTF19S8R6j7nQfJrqXzOqJThqwQq3Ab2QezHLc\/5jJ6vT3rq+o308DzNPWw0+nS3XMdlRwrO2xa8Mc5UnljxgTwjeB+oWIpOtqctQurSuzU27tvHrIYEKVyBu+s3dL8L31DXfeLKNQt3TxcmqbVXBFQh\/XnaS23g4PGMcwrJ43f7r1+p6QtR3adiVVQMs2x2IIxyuRme86z96D9TsoUtqaxp10f8NGcUNs8zZkcgt5uc57fQTxfizwQLNXRXpdRUN2lFl33rUu7KiswNhZ9x2HIAA91btyZzE8F9RbUaZa9Yli3ad7adWmpt2ChNm4bsbgMumAODnPsYR9E1+nFZ6s3T66zqy+mWxUrRz6tm8FSMYKFif1PeaOro62ayzSIG1fn6NGIVWsGmLJuHIOFwbf7\/ABPmHjLpFeg0nTrKH\/iampzqtRTqLXS\/aKyGyWwVO9j2HftO54c8HWVm63XX+Za\/TzeiJq7l1Sf0lyrKSv4hjJXIMGsXUKqk8UVrSFC\/eqiypgKLDWpfAHbnk\/Ume+StxZUdMisLeqXr1AhFYmsLaFFhIyBgVf8AT88\/LH8B66qpr\/OoGorpGqfTpcw1SVnJ35Axu9Ldj3B5MPC2g+89M6vqCbn1KtWtTLqLVJZ8D1AOFcnOPUDJSN3gCnTjxDqkrVDWjar7uuAVBV\/Ts9uF3Yx7T6N0LzsdMOqTZqHTU+apRUJfIPKqAMkDM+QdV8B6zQ1W6kX6dn0hQ6hNPa3n0lwCpPpHswPB7H3nX6fpdd1TpukC26fSppdSaqdRbfYl9t9hweQDg5sx3yTxCvb+HenLXV0KrVVqllaajbVYBkXBSQMH+YKWP0x9J4n7UrS+l0TXafU16gPYPvOpr09NliYJxsqckY9PcAfvMWv8Ca+sKH1aOE11ekQeZadt12xvMXPYZsySOe8lf9neue1\/vGr0wK3LpardTdYTbcyBwiZBPuRz7qeDA+idP0rXaaiuymmjTpp6DdRfTXdoLKw3qem5GBWwj+rOPT6ecnl\/aY\/\/ANLX1vptQyV21fd72q09dFR\/hjbUQ4d1OWGdp5Zh2HHhPCPTLv8AE06ZqkFy1tar6S2910xZEYg+kMPhhhfjtOgfAet1ZQtqqKku1F66bTXaixyErZwTWpHIAX25288doHovs6F\/+Eac6dNz\/wCKoLDsVitBdBafUOPSWBI5AJnoFo2WalunonmN1mlNX5dasRpytXmhsj0rgsSR8se88r07w5rx06rp9eo0dXn6i2yq03W16g2VMdyoAvOQjHI7DM8\/07wD1PbvTU1ae+5bGTTnUul9y1thzlRg8nPJ\/mGcZkHsftB1iaTpdg0q0bbtffpWOwMEWxbvO2Y\/C25WH05E+KT29n2f9QNWkUailk1Ox6dO1zqQ7qWY7CMDapJZh88ZzOZ4k8H36Cuu9rdPqKXsajzNO7MFuXcGRgwHujD\/AJT2lSvOQjEIZRMUkZGBD8zDcB8kxbfmPEjot0esem1LqmKWIdysPY\/GPce2J9u8E+LKuooEbbXqkHrqB4YD+dM91+R3H7E\/CmEs01z1utlbsjodyuhKsp+QRA\/USS5RPm\/gX7Ql1JTS6wrXecJXd+FLG7AH+lz+xPx2n0pYQmE4fiPovnr51SqL0UjDEKltf8yWHH0yrfykfBIPM8WfaFpNATVWPvWoHetGwiH\/ADtzg\/5Rk\/lPm+s8aarXuo1Nm3TbwX01HoRk\/pY\/iYfIJx9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alt=\"13 fil\u00f3sofos que cambiaron el mundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQx91Un6upv2qBk1a2w8fDv5qABHY9Dtrj5gf4oTFHl10JM4qQA-iae0NoFXVYWt-t8yoI&amp;usqp=CAU\" alt=\"PERI\u00d3DICO CULTURAL POES\u00cdA VIVA: DE LO MISMO, LA DIFERENCIA\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"No est\u00e1 muerto lo que puede yacer eternamente; y con el paso de ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRyu6jIN0DPDz6PuhKWURmZOoe4EI2tfU8dig&amp;usqp=CAU\" alt=\"70 frases c\u00e9lebres de Mark Twain\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Los pensamientos cambiaron el Mundo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es tal la pasi\u00f3n que pongo en estas cuestiones que, literalmente, cuando estoy pensando en el nacimiento y vida de una estrella y en su final como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>, estrella de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/07\/03\/si-podemos-ver-con-la-mente-y-con-mucha-claridad\/comment-page-1\/#\">neutrones<\/a>\u00a0o\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0(dependiendo de su masa), siento c\u00f3mo ese gas y ese polvo c\u00f3smico estelar se junta y gira en remolinos, c\u00f3mo se\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0un n\u00facleo donde las mol\u00e9culas, m\u00e1s juntas cada vez, rozan las unas con las otras, se calientan e ionizan y, finalmente, se fusionan para brillar durante miles de millones de a\u00f1os.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando agotado el combustible nuclear degeneran en enanas blancas, veo con claridad c\u00f3mo la degeneraci\u00f3n de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/07\/03\/si-podemos-ver-con-la-mente-y-con-mucha-claridad\/comment-page-1\/#\">electrones<\/a>\u00a0impide que la estrella contin\u00fae cediendo a la fuerza de gravedad y queda as\u00ed estabilizada. Lo mismo ocurre en el caso de las estrellas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/07\/03\/si-podemos-ver-con-la-mente-y-con-mucha-claridad\/comment-page-1\/#\">neutrones<\/a>, que se frena y encuentra el equilibrio en la degeneraci\u00f3n de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/07\/03\/si-podemos-ver-con-la-mente-y-con-mucha-claridad\/comment-page-1\/#\">neutrones<\/a>, que es suficiente para frenar la enorme fuerza gravitatoria. Y, cuando llego a la implosi\u00f3n que dar\u00e1 lugar a una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>, ah\u00ed quedo perdido, mi mente no\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, como en los casos anteriores, \u201cver\u201d lo que realmente ocurre en el coraz\u00f3n del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>, ya\u00a0 que, lo que llamamos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>, parece como si desapareciera de este mundo.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F15%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-12%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/#&#8221;>tiene\u00a0consciencia de Ser, que hemos llegado a generar ideas y [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27023"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27023"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27023\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27023"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27023"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27023"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}