{"id":10721,"date":"2025-11-04T09:16:57","date_gmt":"2025-11-04T08:16:57","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10721"},"modified":"2025-11-04T09:16:50","modified_gmt":"2025-11-04T08:16:50","slug":"si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/11\/04\/si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-2\/","title":{"rendered":"S\u00ed, podemos ver con la Mente \u00a1Con tanta claridad!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/mente-y-filosofia-%c2%a1los-pensamientos\/\" rel=\"prev\">Mente y Filosof\u00eda\u2026 \u00a1Los pensamientos!<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/11\/el-mundo-la-mente-el-universo\/\" rel=\"next\">El mundo, la mente, el Universo<\/a><\/div>\n<\/div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-d10ptJrulHQ\/UFfqcBiR3HI\/AAAAAAAAB8k\/Cx7AXbLDlXs\/s1600\/neurona.jpg\" alt=\"\" width=\"583\" height=\"756\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo crear tu propio videojuego desde cero: gratis, sin saber programaci\u00f3n y sin haber creado nunca un objeto 3D\" width=\"582\" height=\"327\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"S\u00ed, podemos ver con la Mente \u00a1Con tanta claridad! : Blog de Emilio Silvera V.\" width=\"298\" height=\"176\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pensamiento catastr\u00f3fico: Cuando su mente se aferra a los peores escenarios\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Mente nos puede hacer &#8220;ver&#8221; escenarios que no existen<\/strong><\/div>\n<div>\n<blockquote>\n<div style=\"text-align: justify;\">\u00a0\u00a0 Dependiendo de nuestro estado de \u00e1nimo, podemos imaginar cualquier escenario que la raz\u00f3n o sinraz\u00f3n nos pueda sugerir.\u00a0Las\u00a0<strong>neuronas<\/strong>\u00a0se comunican entre s\u00ed en las uniones llamadas\u00a0<strong>sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s<\/strong>. &#8230; En una\u00a0<strong>sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s<\/strong>\u00a0qu\u00edmica, un potencial de acci\u00f3n provoca que la\u00a0<strong>neurona<\/strong>\u00a0presin\u00e1ptica libere neurotransmisores. Estas mol\u00e9culas se unen a receptores en la c\u00e9lula postsin\u00e1ptica y modifican la probabilidad de que esta dispare un potencial de acci\u00f3n.<\/div>\n<\/blockquote>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-9rnjCEOd_dc\/Wtq_YoXstJI\/AAAAAAAACy8\/uPekEthtIA8SN5cUSK3-u7ByfQrEioSAwCLcBGAs\/s640\/sinapsis.gif\" alt=\"SINAPSIS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pa1.narvii.com\/7084\/83dfaf2cad95254a0228076fc7d0bb6f84e8004fr1-512-512_00.gif\" alt=\"Anatom\u00eda Microsc\u00f3pica: Neuronas y Neuroglia | Parte 1\/5 | POL\u00cdTICA DE IZQUIERDA \u270d\ufe0f Amino\" width=\"238\" height=\"238\" \/><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0<a title=\"Anatom\u00eda Microsc\u00f3pica: Neuronas y Neuroglia | Parte 1\/5 | POL\u00cdTICA DE IZQUIERDA \u270d\ufe0f Amino\" href=\"https:\/\/aminoapps.com\/c\/politica-de-izquierda\/page\/blog\/anatomia-microscopica-neuronas-y-neuroglia-parte-1-5\/N8E8_jzUMuaqXgrVVJqQzXZ7j2Gd1lbdqN\" target=\"_blank\" rel=\"noopener\" data-ved=\"0CAkQjhxqFwoTCMDZxru1mu0CFQAAAAAdAAAAABAK\">Anatom\u00eda Microsc\u00f3pica: Neuronas y Neuroglia<\/a><\/div>\n<\/div>\n<\/blockquote>\n<div>\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 unas con otras, y lo mismo estoy tratando de sondear sobre el verdadero significado del n\u00famero 137 (s\u00ed, ese n\u00famero puro, adimensional, que encierra los misterios del electromagnetismo, de la luz y de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/si-podemos-ver-con-la-mente-%C2%A1con-tanta-claridad\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>\u00a0(se denomina alfa (\u03b1) y lo denotamos 2\u03c0e<sup>2<\/sup>\/hc), o\u00a0que me sumerjo en las profundidades del n\u00famero at\u00f3mico para ver de manera clara y precisa el espesor de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/10\/si-podemos-ver-con-la-mente-%C2%A1con-tanta-claridad\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a> que retienen a los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> confinados en el n\u00facleo at\u00f3mico merced a la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/image.slidesharecdn.com\/particulassubatmicaseneluniverso-161107181900\/75\/Particulas-subatomicas-en-el-universo-10-2048.jpg\" alt=\"Particulas subat\u00f3micas en el universo | PPT\" width=\"500\" height=\"375\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los Quarks confinados en las entra\u00f1as de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, cuando tratan de separarse son retenidos por Bosones, part\u00edculas que transmiten la Fuerza Nuclear Fuerte. Los f\u00edsicos llaman <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> a este hecho, y, la particularidad de la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> es que aumenta con la distancia, es decir, lo contrario de las otras fuerzas que cuanto m\u00e1s lejos m\u00e1s d\u00e9bil.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/powerpoint-estrucuraatmica-110628225520-phpapp02\/95\/power-point-estrucura-atmica-5-728.jpg?cb=1309302723\" alt=\"El n\u00facleo del \u00e1tomo? \u00a1Una maravilla de la Naturaleza! : Blog ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando por fin supe lo que era realmente el n\u00facleo at\u00f3mico, me asombr\u00f3 la magia que emplea la Naturaleza para desarrollar su trabajo y conseguir los fines propuestos. El n\u00facleo at\u00f3mico posee m\u00e1s del 99% de toda la masa del \u00e1tomo, y, es una parte de cien mil, es decir, si dividimos el \u00e1tomo en cien mil parte, el n\u00facleo ser\u00eda una de ellas.<\/p>\n<p style=\"text-align: justify;\">Claro que las cosas no son tan f\u00e1ciles, digamos que en el n\u00facleo est\u00e1n los llamados <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>),que son part\u00edculas de la familia de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> en su rama bari\u00f3nica. Los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> est\u00e1n conformados a su vez por tripletes de Quarks, el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> 2 Quark up y 1 Quark Down, mientras que el <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>\u00a0 est\u00e1 compuesto por 2 Quarks Down y 1 Quark up.<\/p>\n<p style=\"text-align: justify;\">Pero ah\u00ed no termina la cosa, dichos Quarks, como antes he dicho, est\u00e1n confinados dentro de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> llamados en esta funci\u00f3n <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, confinados y retenidos por los Gluones transmisores de la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/00674b\/estrellaneutrones-ap\/450_1000.jpeg\" alt=\"Las estrellas de neutrones son uno de los objetos m\u00e1s asombrosos del universo. Sus misterios empiezan a ser resueltos\" \/><\/p>\n<p><strong>Los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> son misteriosos<\/strong><\/p><\/blockquote>\n<p><span data-huuid=\"6636958241746917593\">Los misterios del <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> abarcan tanto su estructura fundamental como los objetos estelares que componen:<\/span><\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"6636958241746917593\">\u00a0Aunque es una part\u00edcula neutra, est\u00e1 formada por Quarks y es inestable fuera del \u00e1tomo. <\/span><span data-huuid=\"6636958241746917642\">Adem\u00e1s, el estudio de las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> revela fen\u00f3menos extremos, como su ultra-densidad, los campos magn\u00e9ticos m\u00e1s potentes del universo y la posible existencia de estados de la materia desconocidos en su n\u00facleo.<\/span><\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"12046336531103431568\">La densidad de una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> es extremadamente alta, variando desde menos de <\/span>1\u00d710<sup>9<\/sup>\u00a0 kg\/m\u00b3 en la corteza hasta m\u00e1s de 6\u00d710<sup>17<\/sup> \u00a0<span data-huuid=\"12046336531103431568\">kg\/m\u00b3 en su n\u00facleo. <\/span><span data-huuid=\"12046336531103429617\">Una cucharadita de material de una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> podr\u00eda pesar miles de millones de toneladas, lo que la hace m\u00e1s densa que un n\u00facleo at\u00f3mico.<span class=\"pjBG2e\" data-cid=\"f85636c2-c484-4041-9e19-786396db4738\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p>La densidad de la materia que alcanza al ingresar en la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, hace que la materia est\u00e9 en un estado que&#8230; \u00a1Es desconocido! De lo que no existen dudas es que, esa materia deja de ser la materia que conocemos y ser\u00e1 otra cosa.<\/p>\n<p style=\"text-align: justify;\">Estas extra\u00f1as verdades a\u00fan no han sido comprendidos del todo por la Ciencia, son hechos a los que no siempre le encontramos explicaci\u00f3n.<\/p>\n<p><strong>Emilio Silvera V.<\/strong><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%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='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;t=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/11\/04\/si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-2\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2025\/11\/04\/si-podemos-ver-con-la-mente-%c2%a1con-tanta-claridad-2\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;title=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F&amp;t=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=S%C3%AD%2C+podemos+ver+con+la+Mente+%C2%A1Con+tanta+claridad%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F04%2Fsi-podemos-ver-con-la-mente-%25c2%25a1con-tanta-claridad-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0\u00a0Mente y Filosof\u00eda\u2026 \u00a1Los pensamientos! El mundo, la mente, el Universo &nbsp; \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Mente nos puede hacer &#8220;ver&#8221; escenarios que no existen \u00a0\u00a0 Dependiendo de nuestro estado de \u00e1nimo, podemos imaginar cualquier escenario que la raz\u00f3n o sinraz\u00f3n nos pueda sugerir.\u00a0Las\u00a0neuronas\u00a0se comunican entre s\u00ed en [&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":[286],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10721"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=10721"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10721\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=10721"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=10721"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=10721"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}