{"id":17823,"date":"2020-11-18T07:28:23","date_gmt":"2020-11-18T06:28:23","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=17823"},"modified":"2020-11-18T07:28:48","modified_gmt":"2020-11-18T06:28:48","slug":"%c2%bfcerebro-y-mente-%c2%bfinteligencia-y-sabiduria-9","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/11\/18\/%c2%bfcerebro-y-mente-%c2%bfinteligencia-y-sabiduria-9\/","title":{"rendered":"\u00bfCerebro y Mente? \u00bfInteligencia y Sabidur\u00eda?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/\" rel=\"prev\">La f\u00edsica cu\u00e1ntica nos dice como es la Naturaleza<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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ntDuK5WHVb949zfovUVkLuyF2d0n7WgBPvU\/d6fZ8LfzAqyMxUlvFY5oDGOZiGAGA\/wBwjfPw9ZgTxK05jr+PI7e8LcZSysVg6+ZBWthtcOgkTt2jkgODwmIpHUdiHTNpggibbM7iyttBtrKDiXM+B7QRu8o4hBT8irKNOxGJphzngVGCBOR6b8\/BNt01RBh7XMOXvAgd5Cc\/zIApVWuaL6rheOY43uCvMQ1z26r2tE7M7RA8EdRNI2nGQSFRjhLXAg7diFh5ZUBGRt12fPuQ\/R+gW4cFzKjyTsJkH\/bEAI0GAmTFtiU7LY2UmSS8xn+SpOCxLH1cQ9rgQ5wvv9xsx1spfanS4o0\/ZsPvvBHEDafk3+LkqXoYiHA3ggxxhHQpPJUl6f6hM66dSEPezL6yjScSYmPWW3ckYuuGNLjxt\/ZDRVDTYz1yQHSGlHA6wuG34Ts7s0jfQuqRtqWLRoe58vEExa1hO1WPHuEX2WmxnlfJY03tJWa4ud37E9ju0VWoIbMnbKeqElpbcl7RHe+xf69Ko3\/MpvBIvq7DyO9E8BpptQAnMefLesnwb8a063vEHZvR1jKlEte62vnuB4oZ0nBjadVTXhNAxGJIDo9c1XKmLgE5m+\/yXoxGV0MruNwEmtqx8YpIYfiNd1M\/xM\/G1XtlcwCdvo9yz+myCyTcvZ+NqvDfd+E37weYP5pk5WjH99BFKDc5frqPPpydZsg+fNIDn7QO+6W3HED3qYPEGPAg\/jUSrpmk3Nrh0b\/9lkZDuF9BQomc+vmnsAx8ODjYkHpyO0kzH3RxULD4p9UglpY2ZyuecjLhCsNBsSd+1BGLlIF0NbsrmM1303NGbHjqwi\/iEw+gAbkxzRzEUtV5cIIdYjYRs6ghRGFhJbnHl\/b6LeE1dMGpT1uhVGjTgGT5+BUljRnrAcIiU2zCMHwkjr8l5UpnaZTo+gMqTRJ9qPvLkM9kePeuRX+0DIY0HXzgjbtB4LYsFiv1mg3EsibCoPuvES4DcZBd\/CQ77yxuqIIO9Wrslp39VrjXP+W+A7cNx6ZO\/hJ3L0q1JSVmeFRquLujXtEYxrxG0WhT8XgWvCr2lNGOpH9Yw9xmW7hw4fh\/lyZw3aC0PkQvPlQcHZnp0cQpaomjQ7pzI6qfQwGpfNIp6apuFiPBev0gCPdufBKxFimnUE4uoGhBH4wgOcSAGg33W84hVrtljq9IUAHwKocZ2gCIg8ZnuVNZpWp7N9Aus7bmR1zgiybhcG2s0vCR4zG2do+Ij4nGurVHVXkkk9w2AcAFPwFSCXTE2QItLTBsUSw0xI2FX1opU5\/r\/USYKT4sH6\/4WQ4mQfRKdoYMPY4uzPlxQbDazjcWCsbKwAG+44Lx5Rs9D3JVbrUgv0Gx8AAAqXozs8GVRrwfqnmYljCHPeAO70ckXOkqAAeKjQOafGbsTZE3cKua0WzOXAIbisK2pTLT+R2KH\/jVMtdqPaTlE7eaT+tzcnPu9ZJcmxlPQEUXFssfmLTxXoZJupVZusS4C+WzpccPJcyiRckQk1CmMiPXgFn87PxtVm9qAq1iWXZuD2fjajOJsNtltSXdh+T6HYPxT\/XUTicaBlnuQo0iS2o+4BmM7JeEw+udZ03RU0REBBKZVmQUoaVpPGoCJ3SJ7kQZiBFiqVW0YCZ1b5zkRyISm4us33dWeMweqOnLyFVEXV72O9096qem2iWFmYPgoNSnXqEFzywbhn1P5KXTwpi5nzT6kroXTiOYTGvI+MnuPibok3FPOYHOL+arVQGm635ovQq60GUmnUa0G1IRaC3tHbx3D6LlE1lyZxCbIjIazLEdUyN6n1GqA5uqeBXtHzJt3YLTYrUzh6hlzAOZZs\/4fD\/Lq70c0r2fZBexsjON3Lhw+ysP0NpF2GrMrNm2Y3t2juu3+IBfRbtJtbSD2kEuAjja3SLoMRBSjZjcPVcXdGfU9H05kD6KdhaRruDGWptsTsceG8C2t\/EiGIptqsAktGZIAlw4XEX+I+hDwnaejh6wwzqDmMAA1pBjm0DK+ck632V5tHCXl3mehUxSUdEAv0n4UAYOBYa4\/BHksmqMgrY\/0oODqeFc0ggl5nYRDVj1V8gL0YxPMqbkpjRUAabEZHdz4Iho5uoS12xA6FWCp4xA9pE5hZXheE173QzBytUh75MudGg03CAY2q9h1QDc5x6lEcBi5AE3SsfTaTccPDzXk03Z6ns1ldaFHrio4klrieR8lHkgQbDddXVuMI90uuLZCCOMjNH8PXovF6bQ4eNr27lZHEIXSw1\/iM1w+CrPIDGOPGCPFWKjo\/Esb7zgAdhMkjblkOqtWKxrfgYQ0bht5naAdkqNSfrHWdeAlYjFK3hC7Ol8Q3ox2bSb29ZIpiHwEBxNfUeOX539bU\/isTImf7qWSGQlbQXWqyae4vYf62qxVachyp76svpt267PxBXancH0VlbSMPyfQZg5d6foupV9IYp9Onr02yReOG+yjaF0pXrhztVoAkbZ2HfxVrZhgBDhmgNXQgaKgpDVLwb3+WzgtpyjllF+L5ja1KTcXGX9Q6PatDj7OQBMzw3Jp9ZsgOY4E7IMn0EzhTXaAxlwGgTrXJjjs4pbq+JLgXMBIiDIF\/tSBmIjVyy4rKcHbQ6KnfYWcTGVJ3rnwVexnaDVeGezdJ5b+BVhxFas8QSAScrZRbehejtCCmdZ5LjvOzfG4TsVEUl4gJKT37otrXPDXOEGVLotgxFpUgtN+CUxsZ7fJRR3KIz7pJnkuSpbvXJthGdGTuylRKrbJOFfYhOvyXvRPnDynkr7oLSznsZSfcUwQBN4JnwgBtj7o4qiUxZEtGuIqMABMkCNp3eMLpHRNfwzpaLTM3nPpOfRBMLh9ZznEXIAyGzdbijOC+EZjv8AADLqoej3F1R4iwJ9ePggjC0hkpXiV3t0Yp4ZgOReY3WZMdY7ys1e07lae1WkPbYl4BltP3Oo+M\/8rfygKuI5Cwe03XYioWlh4fNPV2gEHeouN+z62o6esZe+YL0lFh7B4kSOKstKmHtv8Uys7oVoHEKz6P0iCNU5iF5WKw7Tuj18PiE0T8dhXkZGyrb9dhsT3q\/06rHtBn+42+aWcBRdBdBSaNW2jHVKV9UUnBUnvO2\/er1gsGYGts9XUlmHYz4Wju805UxLGidYEnksxDuHRjYZr0GOaWls33CQeHFUyvLDqEyLGeE7fJG8bpRrQYzylUivii8ytw9JsHETSCtDE69els99v4vzWn0nQSsl0Uya9BuZL2jrrBaq8FpXfyULRhb69AMDV70\/11CLgHBMEEWhJo1d6ntIPNSx1PQpyQNNM5gJBna09yLmISJaNyopw0ClIhMZAyhSBSkXTwI2hIq1g1FJCakrEWuA0cPFJwGDfVfqgcSdgH1XjG65aXEhhMTG3hxhXjCUmMaGsiPE8+K3C4S7u\/CR47H2Vo+Ig\/4FR3HvK5GOi5X9mh5Hmdrn5nyrhcypZFlBwhu5ENioEiWBONqFpDmmCIM7jsSWrx66RxtjMayt+rwz4xrb4sMzsuR3aqG6d0gzAhz2tMuBa0QID\/sl0nIAS7bZDuxGI1xquIlkiNpEyOgJPgkfpGyocXT\/AEu+q02WxllxmTO\/aeZXocVzjK8CwwTWIICiYz7PrapdVtlExn2fW1HR2fvmDPePvkRGmCpjSR7zTdQApNM\/klVEPoy5BrDaUc2xuDslTmaUiwv5qukA3S2HiVNKhF6ldPESWhYhpl4tmN0+e9Rn6SebkwEKAO8r0NlBwohyxEmLr13PNzYbFzGQF6G3SwJ5IuQH1J2gv3vC\/wCpT\/G1bnpXR8y9g4kb+SxrQWG\/z8O8\/wDqUh\/W1fQ7mpkqSnCz+vQVxXGdzNNZenExtgo9pbRBu+lnmW7Dy3FUmriLwbHcvIq0HF2Z6uHqKSug9TxLnENEklHsJoirUzIaRs3qPgsKyg1pEF7hM7kaw2OcCCSvQweETV2RYr+QknaJXMWx9J2o5sRt2dEnB4N1Z17NG31tVw0jSZU+IZ7dqcoYdrQGtEAbE7sCzX+ETU\/km4\/cB9M4MGgGstqEEeuRKhaIxbnCMiDCseMpazHM3gqu0aeqQRaVTXpK1yWlLUOe3d97wXKDrLlLcdlR84YLaUTCG4MWT+GxF3MdvPUSqiYlhcQlFIJXSOLv2DqgVarDF2g9xvfk5O\/pJd79Ebptz+Ygd6AdlKsYpjfvBzfCR4gIr+kCu19Ruq8EhxBEgkHVESBlvuuibLYz0JYSAE4AuMPHiyhY4fD62qeTAULFDWLevmjp7P3zBluvfIgtF1LFODwKZDYRlrWkA5ixjbG3klSH00DywjkVwsUfq6NIGuyXUyJndzAuOqF+y\/NIkx0VzR4wjenJGQTeonQyLpY2Ip1IwAMypNGhkN\/oojhqGuGkZZIgzB+t6RKsOjSFaObFfDAZe0pf9xq3tzVjmCwTtai8NMNq0bxb9swZ75W0kK3A6w\/b6EeN0l\/UGVwGgucQAATOQA4lYdpTTDMViS3DsAYJJdf3t5jIDndynduu14rvdhaLv8ppAcR9sjMA\/dH9R\/hDZGdnsCG031XTL7C0GPW1NrQSV2Ip1ZXsi\/4Srr02gG4U+iXADWzCoejtMCgdSoCQDY\/VW3B6VZXuwzB3Lqa5oCTuXrHUCKbXboS6DpaDwRHEs1qZHBDcEJYFRDYXzHQyZKrAZBPMq3OEA8Aq0+lB5lLxUrRG4dajesuTkD1C5QZmU2PnLDZJD6U3GecpdA2UoNsreZKeUausIOY9W4JRKbLdozHilawIBGRXSOC\/Z2qG4zCk5a7R4\/3XnazDiniQ3Vgw5xMk6xNR8mDlyCg6Kn9aw3+oz8YWh\/pIoNbTov1RLnm8XjVMAnOJJMcUNndBcjKglhyaBSpRAHtU2TZbIb62pNZ1gPWSk0m2Eeroo+Gfvmd8UffIiup\/NTsC4ERNxZN1G26hQKlRzJg5pW4\/YvugGu1yxpMxP18x4q4\/4bQqftaInfEHvEErKuz2lTSqteTJaQc8xtHUL6SoMoVmNeBZwBmNnMbeCyUeTM53Rn7+yGFfcPe3hII8QT4rxnYSkf8AzJ\/4iI6ELQDoZh+Fy8Ghf4il8KIcasvMqmA7IYajM1nOnZYAcoBPij9DR+GZ8FME7zfzsilPRDRmSVPZg2tXcKK1sbKtJ8ytaXn2dO0D2uH\/AO\/TSu0WMdqnD0yQ52Z2tbwOwn+lv+1RO1ulWUhQpNg1HVKRjcG1GuvGUkAd6Zw1FxJe8y43neVTF90Va7Mm0v2ZcwDUABFuBHFFA4sosYRBAFtx2q59psQyjQe8xNgOZy7s+ioWJq6wB4AeCVim2lc2Ns2gxrA5q0dmmiS0BU9xV27GNmoZ48uqXT0OkbBhTNMA8lEwjI1huJUrC2B5nzSMNcv5q2nsTS3PcQ20b0FxLYIRes6TG6yF4m5CTjJd0dh46kXVXJWquUJSfNbLEhTALKBXs7oE43EkK4kJDzCh0n6ri05G\/VcXkmSoleoDYbNu5ccWrQVLWxmGb\/GD3SfktA\/SdReaFB4HutcBM3ktMW4R4\/zKk9h2+0xTHn7DXHrEf\/JX79JTZwbCdj2Hwf8AIrTeRiGsvC4pkvRXR+iqlYF8EUxt+8dgbOZJtOQ+1uXSdtzIxb0Q7oPQ78XV1BZouTw4cT9n\/kiGk8GyhXfSYLNgZk7BN+ZWk9ndDjDURMBxuSL34bYGTeSzftLX1cXVc7Mxbjqj8kujVzOa+nVD6lFRUH93Rg9zZBQXE1A4wLp8ufV4Dw\/uktwur705XRx0BlqQmOLSCMwtU7Idr\/ZRTqOOqdg2HgNoKzytSBuNo9fJQBLSDuXSVzI6H19SxWu1r2PkG\/AjgpIqvj5rFuwnaVrXDDudZ2U7HfR\/4ua2RrgeaWEKNV+35\/NZR2i\/SS0a1LC3OWvGR26oO3+I\/wC37y0vSVQNo1SXQA1x\/p4XXyxiaLTLsiuiYF9GaTqV8bhy9xM1GcZ94ZlfQmpC+auzrYxeFP8A7jPxBfSxqJ0o6IynJ3ZmHbzEF76WHaQIBeTu2Cegd3qqmrIaWuk5RtImxjeQJ6hL0hX\/AFmvVrvMU9YgG8ECwjeYEwN\/8yr2Mqy8upjVDduRPPid2xPqYe8LEkazztljw1IVXNZIbO0yAFoXZzDsovOrVDzlYWGW1ZVg9Jv1GtzcYGWQ2QNpP0WndknOfUcHMAjZIJ6kWnh9lTywrjG7HRxCcrGuU2e422d0JwWJh9VjthkHpf8A\/KICrqgTkPoh2Chwc7eSUdPYyW5KOSGPuSUQrugKIGqfGy5D6I1q+r\/RcntT1dcpLDLny9ivi6JlcuV5MeOyKg7Fy5dE40b9HH7ap\/L8wrf+kj91P87PIrly03kYUVr2B\/Y4bmPwlerkjHcijAbsurfhbzHmFjva\/wDfK3MfhC5chwG8\/wAeqDxu0Py6MBbQvBl3rlyeid7infCPW5Dn5dVy5ajpkrQ37enzX1ixcuQT3NjsCO1P7rX\/AJD5L5lxeXreuXLom8idoH96w\/8APT\/EF9B1\/hdyPkuXJ0to+\/IGnuzATlR\/l+aF4jJ\/TzXq5Xz2PPh4ifoP9qzmfJap2G+J\/M\/JcuSsV4GdS\/6GoYz4O\/yKi6K\/ZhcuU9HYqluPYnMJorlyixniKKOxy5cuSQj\/2Q==\" alt=\"La f\u00edsica cu\u00e1ntica nos dice como es la Naturaleza : Blog de Emilio Silvera  V.\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/3\/3e\/Spontaneous_symmetry_breaking.jpg\" alt=\"Gr\u00e1fica de la ruptura de simetr\u00eda espont\u00e1nea de la funci\u00f3n (2).\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p><a title=\"Mecanismo de Nambu-Goldstone\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mecanismo_de_Nambu-Goldstone\">Mecanismo de Nambu-Goldstone<\/a>\u00a0y\u00a0<a title=\"Bos\u00f3n de Nambu-Goldstone\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bos%C3%B3n_de_Nambu-Goldstone\">Bos\u00f3n de Nambu-Goldstone<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<div align=\"justify\">&#8220;El profesor Yoichiro Nambu (Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> Institute, University of Chicago) ha sido galardonado con el premio Nobel de F\u00edsica 2008 por sus contribuciones a la F\u00edsica Te\u00f3rica, y en particular por el descubrimiento del mecanismo de Ruptura Espont\u00e1nea de Simetr\u00eda en F\u00edsica Subat\u00f3mica. En Matem\u00e1ticas, el profesor Nambu da nombre a una generalizaci\u00f3n de la Mec\u00e1nica Hamiltoniana en variedades de Poisson.<\/div>\n<div align=\"justify\"><img decoding=\"async\" src=\"https:\/\/fisquiweb.es\/PNob\/2008\/PartElem.gif\" alt=\"FisQuiWeb. Premios Nobel.\" \/><\/div>\n<div align=\"justify\">El profesor Nambu compartir\u00e1 el premio con los f\u00edsicos Makoto Kobayashi y Toshihide Maskawa, galardonados por el descubrimiento de la Ruptura de Simetr\u00eda, que predice la existencia de al menos tres familias de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> en la naturaleza. &#8220;<\/div>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u00c7a se passe l\u00e0 haut...: septembre 2013\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astrof\u00edsicos ponen a prueba los m\u00e9todos para calcular masas de agujeros  negros \u2013 El Heraldo de Puebla\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un equipo de astr\u00f3nomos han utilizado una red mundial de radio telescopios y han encontrado pruebas muy s\u00f3lidas de que un chorro de materia o Jet impulsado a la velocidad de la luz por el Agujero Negro central de la Galaxia est\u00e1 soplando grandes cantidades de gas fuera de la galaxia. Este proceso est\u00e1 limitado al crecimiento del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> y la tasa de formaci\u00f3n de estrellas en la galaxia, por lo que es una clave para entender como se desarrollan las galaxias.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/cada-dia-sabemos-mas-%c2%a1sobre-agujeros-negros\/\" rel=\"next\">Cada d\u00eda sabemos m\u00e1s\u2026 \u00a1sobre <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>!<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQzp4asVuDkJZV2oKcY38PtWOkDiFfpJ4hpng&amp;usqp=CAU\" alt=\"Conocimiento y sabidur\u00eda - Home | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRRuLHI-Y3A0oPnJnRucAZgz3rAa82SqK1qMw&amp;usqp=CAU\" alt=\"INTELIGENCIA, CONOCIMIENTO Y SABIDUR\u00cdA. \u2013 Blog EcuRed\" \/><img decoding=\"async\" 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\" alt=\"PERFIL DE LA SECRETARIA: NIVELES DE COMPETENCIA PROFESIONAL\" \/><img decoding=\"async\" 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\" alt=\"Definici\u00f3n de Pericia \u00bb Concepto en Definici\u00f3n ABC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTeKPN46s4zM97G9fOAwOPMobbnWZhOZOZOQjrrjTohxLADvlQr7Lre0Uj-yYSX6vyYQ273J24YYFdl3NoxXKCiN828nKVrRYo&amp;usqp=CAU&amp;ec=45725303\" alt=\"La importancia de pensar en gris.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No acabamos de ponernos de acuerdo en el hecho de si, la sabidur\u00eda, o la competencia profesional o la pericia, tambi\u00e9n la Inteligencia, pueden ser catalogadas como categor\u00edas biol\u00f3gicas, pero lo son. La mayor\u00eda de la gente comprende, de forma general y vaga, que la mente es producto del cerebro, pero no siempre resulta f\u00e1cil comprender lo \u00edntima que es esta relaci\u00f3n. Aunque acepte la conexi\u00f3n entre Mente y Cerebro en tanto que proposici\u00f3n abstracta, la mayor\u00eda de las personas no llegan a entender ni asimilar de forma inmediata estas cuestiones del cerebro-mente-inteligencia-sabidur\u00eda, como s\u00ed lo hacen con las cuestiones m\u00e1s cotidianas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-Wh2ThPqK-Ok\/ULx0wGs8RbI\/AAAAAAAACYk\/yLdccLMIXyI\/s1600\/libros+viejos.jpg\" alt=\"\" width=\"304\" height=\"231\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkJCRYWFRgWFhYnIRwgLyknMScvKionKScnLyosLykvKCcpKR0nJyceJycnHRsdHyAdHR4bJycgHR0bHhseHh4BCAUGEBAQEhAQDw8PDxUVFRUPFRUVFRUVFRUVFRUVFRUVFRUVFxUVFRUVDRUVIBUWGB0oKB0VFSUlISclFx0dJ\/\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABQYBAwQHAv\/EAD4QAAEDAgMGAwYFAgUEAwAAAAEAAhEDIQQxQQUSUWFxgSKRoQYTMrHB8EJSctHhYoKSorLi8RQVwtIHJTP\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAgMEAQUG\/8QAKxEBAAICAgIBAwMDBQAAAAAAAAECAxEEIRIxQQUiMlFi8BNC8RRxcqGx\/9oADAMBAAIRAxEAPwDw1ERAREQEREBERAWQsLIQZRAvsBdqMBq2sat1Kg52TZXfQwDybsI5xH0VlaK7ZYhz06JK3\/8ARlWTCBlNocLu9AI56rTVaSPqrMlIiEMd7Wn8VcNBZbS4qX9xyX0\/DRYjnzy7WKqaq1lEmkF9vw0NBOZ6Zc+ClBg37phh8p+ijKrHC5FkrbbtqacL2LmLVJhoMyuR7VO1VbkIXwQt5C1OVbjWhRCoOsIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICyiltlbKfiXhjLARLtAPqfygZoWnTjw+Gc8wB9\/eis2H2Mxo3ng9Cd0HnAEx3\/wASnaLKeHaWUBJGb9SRwg6cvC2fxOuedtcb2Q63cZ7yCVfWmvai2WZ9FKkPhaPL9pmOa6y17LxA46eZCw41HCz3OHDXy4IxjwMi2LcNZ+qs3pXXHue32XsqABzZPFtjnzgZaLsw+y2OEB\/eLjPOCfOFztYLGxPDjfiuynVJ0z7XsqbWj5ejx8U+4WjAeyDXgEuEec+a+63sluGQ0ddf47LVszar2AMFs\/pqM1PUtoVSSQc\/rwWTJFvJqiv6\/igThAGFrRBF51NuOXGyg2bNJlz8hraAOZkCPNXGrVsd4245TI0MX6Kp7RxLX+EZDtfnIM8P\/Fqv48TCvlYt9Qj\/APsWCe6C+5\/LLRlxuB2AaorH+x5BJpPgDjcG35gLdx\/dou1hJcYyNp5kGJWaGOLZBMjhmOy011LDkras9S82xNB7HFj2wRofpxHMWK4ir17TbP3mDE0xYQ1w\/LexHIkx+ohURypyV1Ltbbh8FCiwq3RERAREQEREBERAREQEREBERAREQEREBFlYQd2BwT69VtKnG87KSAMuP3K9SwtKnhcKKDSDUMl7hxJItMGwgT143842DTLsVRgxDg6eABk+gV52u0gFzm3P\/FxGVvCdYVuH9VPIt3pF7Rqhr4Bta3AQCLQBOuS+tn4X3oL3fCLdTnHQWLuoUHiqznvDGiTZsak2A+gV\/wAbh20GMoNyYInic3HuZKsrbbnjqEK54aeXD7yUixziAWu58+czw+oUSKczP3f0UvhKZLeBHyMfUBV+a\/HihKsY1zQHNg5k8RpPqF2UdnNA3swNP3PHmuLDOIaCdP2HzurdgaQcAGiScx\/Kx8vNEPQ49NQ4KNNrRIG6DpnbziOZW11Zz2hrbEdOXl98FL18Hulo3ZB+trdgFz7u6dDygcOYIVP+qmZ07bvtXA1zjcz63jr0Wk4LeyGduk5Kw1KoyIz8vILmdDTLTfhwOR1Wziz2stXcKhWLWugZfxAv96KuOqXVn2vTh7yOvqCPQhVCpMrRV5\/Ios+yMS0kscJabEaEG1+y8\/8AaDZRwuJdSzbm08WnLuPhd\/UCrFgahDxGak\/\/AJBpNc2i5pBNMbrtbOgi\/AGR3HFM3cMmOdWeWIiKhcIiICIiAiIgIiICIiAiIgIiICIiAiIgyiLCC0eyTC7FsaMiHT0g\/WFbdu4nxburRM5T9SJ56qteyDw2rVJF9wgHgSQLDUwSunGuJ3gbHLsFdj\/FRkjdmfZaiauOpudcM3n92jw\/5y1Wbar5eZUV7FN3X4ioRkwN7ucD8mFdWNdvPJCnjr0Wt2jweUqQwuIcHA58tI6cwo4gDNduGLRPH0VWbqGvj9riygzdHjjevESRbQzfPXipPCVxTNgZ5wPKO6rTw\/cpubcG3OYm\/K5HZSlIR4mmfQgAXnUEfReZyssTOnpcbi2mFzpVXOG8TbL94R9EH4bkfdyoyhtFrgAIEeWfqu8CRLXW+vT0Weut9KsmOfSFr0pkxy5feS5iLQBn3mQNe0wpx1CZcDfhn9VEGmWutci\/e4HbkrePyNW024cUTVVtrwXSDbL7+9FUcS2+VsuF8zHnPf8AuV02rRhxnp9MlSsUM+Pz6W5+i9TDfbD9QxRENmGcAeZtw9dFP4zZT3NOJb4g4Q5ucQAL8QYmfzHlKpzHxF+2U9\/vNWnYm1XMfGbTpmI5q\/yiXkZqzHam4zY29LqH+D8Q\/T+Ycvj\/AF\/Eq65pBgi4Xo+28C5mJLWN8BG+Dy16kEER04qo7brNdUbBkgQ45EmTnBMkCBmco0VWSuk8d5lBIiKtYIiICIiAiIgIiICIiAiIgIiICIiDKwiIJnYtbdrAHJ3h8\/5srRjnzLjY\/MEfPRUJjyCCDcX8ld61duIpB9PMADd1sBPWDdp\/KR8LpVmO3WlWave07sVm5s99Rty97vIAAfInuuWhV8D3ZnJdHsPj2ubWwj4IJ3wDYERDoOhENLe\/NdWPwjKRqGk8ObmRk5uUSDeJi48N\/wC1W456Qt7VOo9zjYL7bUe2+htw6eq6aTQ42cpKrg8OWPLXl5bBOgBJAsbzn4ioWja3Hm1L5wWMfV3y1zhuXEXAJJmZNpvaL34KwYLaECmS4EHN2YBNtRbp+aPim9Y2TRY4Yjde4QwujIbw+GTkQJOgbdSeFbTNJjC\/dIi1wJAhwmIJJJM\/DcO3rW8zm8eLW3Pr+e\/\/AF7PD5+qeMfl\/d5f9aT76r21BGtwMiRkOcG2aksJj35F1iPIiJz7cM\/wqDq4jxMDn\/BYcpIOeZnif9x+21y2N0\/C6CcpkN0mSJI\/3QsmTfj4fp\/P8vVpWJr5W+Vz2bj27skZxwzPfp5rhxuMAJc08L+v0VWfWe17g6wN+HK3Qg+S5RtAgOab36ZTChweNNp3v7XOTx60jzn5SO18YKjRpGvHPNUfE0tcx+3LNS2Krw8C1x5Z84t+Loox7Hbwhsadz9dF7XHpMPn\/AKlyomdQiqjQDz9NIuurDEyCOi7MbQDY3jBFoFpMDKeUBx5Lkou1yjIaC3zWj5efa+4XBm0d6nTkSW245rzTb+CbQxD6bDYQYz3ZEkTrukx\/q8Uq67PxDmscWfHobGOMTkcrqse1hb79uXvN0b9s3GSCeJLS3eK5n7hHj9SqiIipaBERAREQEREBERAREQEREBERAREQEWVhBlSGAxpovDokajiP3gqPQJBbtYsaDSqCpTdBEOBFs7gjkRp1CvG3KG641XQA5gtrLmi1+AnyHFU6iA\/\/AKUP+ElrT+nej5Eqxe1uLc+tuTZvzOfkIHYq6vypt8QqLacZFTezMZ7tj2TLXXjIgqEe1wE7sgLtwgmBFzoo+Wkq9ylcO6XVN1pPgcJzgSM7GB97yntm0AACRJ3h2NtIN+xXPsZ26K5GZpvbHEeHmJ\/hSOAIIBiPlbra0arLkifcJ5MumvazR7wkHNv0Av5cv0t+FasNHug4uBcHyDMkmBmJMi3hHxOupHGsFRhduyBaco\/cRBt8K+dmYWmHnIWaQ6wDSLEzFpvkRkfE5RyeNqzMfH9rbwc9o1Etr8QKh3WtaQXxN7AmTN85OWl\/Coeu0CSBH2QOv8KeqYUiu90fEQ6LSCLCY0dc\/qnqdtek17Tui\/DnAmPMHuqeJjrSOvy\/3T+o\/U7W6mftV2tgPetDmi401PGBr05rOzMMRUg5mwPBxFp8p7cljF7zRwI0491Ydh4xzml7hvbuuomcnZ6ZXzWrHln5eTmtv0qO1MN4yQJGfG5vn3Chy2BH3x+\/6V6riNnN34LbG8\/fA2VM2i7AMJnECeDQXdbgbszzV2HJ+qFZmekJhqpabLR7WtDhh6pEOcC0892IJ5w6OwX0\/bmEZ\/8AnSe88yGD0LyellW9pbSfiHhz4ECAALAXyGeZJk3Uslo1pZjpO9otERVrhERAREQEREBERAREQEREBERAREQZWERAWQsLIQWPBVGllF7ham4B36d4EdbEiOS6sVSrGo4k53nMEZkzqIvKhtmVPEWHJ9ujtPqO69D2Fi\/\/AK3FMiX0y3dsDDXmciCLEP3uqsr2qydKxhjI3m4hsjQ+G3Und8yN5fTXN3iBloeX7TO7\/SufHYcNquc1szfkCRNu8rhZUJeAbLtjH729E9nsI1xJJjdY50ZzHe3XktWGqQYDbeeZ5r69mGlz6kOnw7sawQAdRoD5ru2Zs6xa\/wCIOaZm7YdJ87hYfqkeEeTXwoi1vF14f3ktYHSAfhyLQ6QYdkSCQXfl\/DvQunBYljnlrmQG+ADgAQLEW8vwlY2M0VHVCbA8LCDaw7hbaGILaZpkQRfenMmCZHP91gtim9rV\/H93p6XImuPx\/wCPprx+66rvNNwPFpPiAHLMk\/pUS+q7fBGX0gT81OVqG8arTaY65tIy0soV2Ec2C4zH7mPQK2uKKfueRkpNrbZpYMVGEudB85GmtjIH9sqx7IwLKTC0GZvfPKPnKrtB5vz+x0U5s9zgyoTaIA4TBJk8gZWmuKZ+Ucmq\/DdtFnvMPWotPiiB1Ok84h3VeGYvDxnl8jz4L2VuLgkNsJmcpN7xzOn4fnVNo4FrsTU0E589c7TMrHfleNtqsNZn08wdSM8loVy2hslrQCHT\/wA8IVZxFKMrr0MPIiy7xmPbiRZhYVwIiICIiAiIgIiICIiAiIgIiICIiDKwiICyFhZCDqwbSajI4z5X+i9G9ntoe6xTmNbLa1oymDNjx3S483Dd\/EqJsnd96A4xIMdf5EjupqrMFzDDmkEcQQQbdCrMfpVk9pvadeg0uLKNy5wgmYucgAPU6hQDcWTf3Tf81vVWrauLZWpUsQ1gBqXIyIcDDo5bwO72XDgqTKpu2I10yOY9NPEVdjruVVrajuEhsHGQ+o9rQ15puEcHS2IBnO3qrDisQGsfViDvtAPAEPJlpMQSBcfp8TmGYfBYNjQXteCDaPxeV\/mpGk6GFlV8tJaOAiHRMCJm7TIc2PC25iPO1NZhPixMWiUlhseXMeQZGfDVgGZIuCfMrsqYZjt5zbHhmNFCYTCmgC12d+cjep9uP\/qpjf8AE7dtz6iL8dF5mSnjGoh6kfd3LnxTjNQi2VuhErU90tDdTp5Z95XViqRcwwJeO0gEcNQI8lD4mo5pO6IFu8TPTRc5PHi3dZQxzMe4bt1rQSbnj8l0V37rKdPU3PEkxMn7yC5cI5rnCRbPlmt9Rm\/UDh17kQPWPNOFliKzE\/ko+o0+Q0Q1wIPQ\/wDKhca6a1SMi7zOvrKnGuDHb7rinc8yNAdZMDuqQ\/FkkuJub9yZXl8yPu1+5Hh0+U3jtmCs0Q\/dOR+kfsoPG+y7g4e6uwiZmN0jOSbka5KQwmOLp4BTAqy0yLZLXhyzpv8A6VZ7eWY\/ZTqTi3Mj076iFEOZCtG1XHfJnPTt92UDUcIjgtvHyz8qORiiJ6cJWF9Er5WhmEREBERAREQEREBERAREQEREBERAWQsIg2MeQQRmL+StNDGNqgOAhwEEaEakToRZw0sqktjKhaQQYIXa205au3pFTDD3FNrchI45ku9Z9Ct+z8Pd5cyxET3aT3gEz\/iXLsDbNGo0MrPDHWbBHhcNIMQ0jKD4ct3d0slGkym+1YEnQt3TGWcQf9JWi141uFFKTM6l14LZJaTvQALTYDlGs8l31MBQ3Zc4kj9N7HXMDl0+K0Yfiw5gcXDkM8pGY7LY8hrJqSB+UZmZzBBiBb839Nw5eXzMtonp6XHxRrt0Mqtewt3BIGvAETe05A5\/x8Uqjw4BzRu8RlFsx0jL\/Moo7S3XndgAZDoRqRI\/5TCbapOJY5m56tnpmBPVt\/wpa9rQsrqJWaphIDni8X4ggmNORUI\/Zr3SYMC4tMfvC7GPLWu8ZAI4SIkTEHL9\/iRmOe1lnAze8C3QXvl2Wb+r49SlaszG4RAoPZEMyvmJPQTJP3utUvhsM5zTbdJ7WAJgcLkeSha+2HteWtoSRYGbTNrAD\/WurF+0DMMwCs8uqG4blNyJvZrJBDfxGN5rc40WpE18qsWTcz42cW2aTmsbRbYG5PGIA7SfF\/UAqU+kZIAv9VaP+4OxDt\/KLRwHXM9Sq9jawpuIJufu68rHS1ry38fDWte2yk5tMAZnPueC7TtCGmVAPxbXCxuvpg3oaTnZbq4tQljvEy78Jhm1nl8QMuZmJi3JVPa+DFOq9rTIF55ET6ZdldH0txgIdAHmbKr7brNc8Fuf1VmK0xbRyqbr2rz6cALQV0VHFc5W2jzMnthERScEREBERAREQEREBERAREQEREBERAREQZVv2PtN25uEzuxExIaeE8CPWNGqoLswWI928E5Gx++Wa7Vy0dPYNi4xkslsgNc+NLEgWmCZ0Kjdo7Ze6RVcGgmYlpORzvPaOPJcbdqUKFLebUDiGgQCJcSZsJkC8ukBwjo1ecPqEyTMkzPP9\/5XbUrCNb2l6C7b9B0gVNwnWDB7hocO4d\/as+6JAcHb7DqC0kGeR8Q5fF+lebLbTquaZa4g8jC5uPWnfGfe3tuysU5tMgSYyDgN0GRkCCQeU7qkmYR9ZheB4heP5OnL4v1LxTCbYrUySKhB\/wBwPynNSWO25WezxVXEHSbeQgDyWDl8Tylu4+f7ZW\/a21KODLmg71c6CCGjgTkCc3ASd2PhXnOI2i+tVNSq6SfKBkByH4VFrIK2VxxFfGGPy72v+zsYGNPiUJtbGBz7Geed9VAiu6CJXy0KrHxYidrsnImY03se4myseBq+IbxUCymYMCy3+\/4KOau1vEtrtYMTiSbSoOvT45cVpfiOa5amIUceKd7WcjPGnzXhcqyTK+VqrXUMNrbERF1wREQEREBERAREQEREBERAREQEREBERAREQEREBERAWwvJAGiIg1oiIC2sElEQS9CpuqMeYcURQ+VlWp7pK1oilCFhERdcEREBERAWURBhERB\/\/9k=\" alt=\"OPINI\u00d3N: Mente y cerebro son los compa\u00f1eros inseparables \u2013 NUEVA FRONTERA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Mente y Cerebro son el binomio inseparable del que surgen los pensamientos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, cuando hablamos de Mente y cerebro lo hacemos como parte de un vestigio pertinaz y recalcitrante que nos viene de lejos, cuando algunos estudiosos de la Filosof\u00eda como Ren\u00e9\u00a0 Descartes, propon\u00edan que mente y cerebro estaban separados y que la Mente existe de manera independiente del cuerpo. Muchos son los libros que sobre el tema han sido escritos, algunos excelentes como: El error de Descartes, La Table rasa y otros muchos. La secular incapacidad para entender que la mente es producto del cuerpo inspir\u00f3 la pintoresca imagen de la mente como el ente superior, inmaterial, que viviendo en el cerebro, en realidad era sensorialmente inmaterial y pod\u00eda, estar fuera o dentro de nosotros para general ideas y pensamientos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-CU_umP23ipU\/T2j2j4gyPyI\/AAAAAAAAKlI\/kWPMbLM-UMU\/s1600\/active-brain+ch.jpg\" alt=\"\" width=\"409\" height=\"313\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las reglas de causa y efecto, tal como las aceptas, te han metido en el volumen de un cuerpo, y la duraci\u00f3n de la vida humana. En realidad, el campo de la vida humana es abierto e ilimitado en su m\u00e1s profundo plano.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSme4qLZOXmCe-_6srWqaR01LKprGF0ulm7xg&amp;usqp=CAU\" alt=\"RELACI\u00d3N DE LA MENTE Y EL CEREBRO - ALDHARA ALKAID\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tu cuerpo carece de edad y tu mente de tiempo. Unavez que te identifiques con esa realidad, que es congruente con la visi\u00f3n cu\u00e1ntica del universo, entraras en el nuevo paradigma, y tu conciencia, s\u00e9 expandir\u00e1, c\u00f3smica y cu\u00e1nticamente en fractales radiales exponenciales y dimensionales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La velocidad de la luz: inmersa en la oscuridad | www-revista.iaa.es\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Relaci\u00f3n de indeterminaci\u00f3n de Heisenberg - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQYUsPYzze-iLw2CgDH376D7fOIBoDts-wbuA&amp;usqp=CAU\" alt=\"Teor\u00eda cu\u00e1ntica de campos \u2014 Astronoo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRh1J_ujRoxuC_Vi8KVJ1idP2Hi_PgQkbjuGQ&amp;usqp=CAU\" alt=\"Controlan la 'danza' de los electrones del helio\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al mirar el Microscopio electr\u00f3nico, (Microcosmos) vemos como las part\u00edculas cu\u00e1nticas se mueven, (virtualmente) a la velocidad de la luz, y si miramos al cielo y observamos las Estrellas, veremos la inmutabilidad del Macrocosmos. Cada uno habita en una realidad que se encuentra mas all\u00e1 de todo cambio. En lo m\u00e1s profundo de nosotros, sin que lo sepan nuestros sentidos externos tridimensionales o f\u00edsicos, existe un intimo n\u00facleo del ser, un campo de inmortalidad, que crea la personalidad, \u00e9l yo y el cuerpo. Este ser es nuestro estado esencial, es nuestra esencia (Alma), es quien realmente somos. Somos Almas en este inmutable escenario eterno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-Knwa7KXjm-4\/Vc6a435TvJI\/AAAAAAAAB6E\/XS8WpDlczzo\/s1600\/ce8a46b705e26ef22e4aa0ae8b43bbe6_article.png\" alt=\"Resultado de imagen de La existencia del tiempo y la eternidad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Tiempo existe solo como eternidad, el tiempo es Eternidad Cuantificada, es la temporalidad cortada por nosotros, en trozos o fragmentos, de tiempo que llamamos d\u00edas, horas, minutos, y segundos. Lo que llamamos tiempo lineal es solo un reflejo de nuestro modo de percibir los sucesos o los cambios en que nos vemos envuelto en nuestro limitado sistema perceptual .<\/p>\n<p style=\"text-align: justify;\">Si se pudiera percibir lo inmutable, el tiempo dejar\u00eda de existir tal como lo conocemos. Podemos empezar por aprender, a concebir y metabolizar lo Inmutable, la Eternidad, lo Absoluto, al hacerlo, estaremos listos para crear la fisiolog\u00eda de la Inmortalidad. Claro que es dif\u00edcil, si se tiene una comprensi\u00f3n aceptable del universo, asimilar esos conceptos de eternidad, infinito o inmortalidad que&#8230; \u00a1En nuestro universo no est\u00e1n presentes! Aqu\u00ed todo se transforma, todo comienza y termina, todo nace y muere.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-clEcXvQjzmc\/T9SBEnyJjbI\/AAAAAAAAAL4\/1zMoGb6NbK4\/s1600\/infinito-eternidad-simbolo.jpg\" alt=\"\" width=\"606\" height=\"283\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si somos capaces de entrar en ese campo transcendente de superior nivel filos\u00f3fico y hasta metaf\u00edsico se podr\u00eda decir, ya no creeremos en ese dualismo cartesiano entre cuerpo y mente\u2026nos podremos despojar de vestigios del pasado y llegar a comprender, con claridad meridiana que, la Mente es algo evolucionado dentro de nuestro cuerpo que ha sido puesta ah\u00ed por mecanismos del universo que no hemos podido llegar a entender pero que, de todas formas intuimos que, la conexi\u00f3n entre ambos, Mente y Universo, es tan real como la vida misma.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-gHZF3xS6Mew\/Uf6TvXaWHNI\/AAAAAAAABkY\/D5efoH83iyg\/s1600\/pct_page06-04.jpg\" alt=\"\" width=\"304\" height=\"154\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los mecanismos del Universo hizo posible el surgir de la Vida y, en alguna de sus modalidades (seguro que existen muchas m\u00e1s) se plasm\u00f3 esa simbiosis primera de Cuerpo y Mente que har\u00eda posible la evoluci\u00f3n de la segunda para que, despu\u00e9s de algunos miles o millones de a\u00f1os, pudiera alcanzar el zenit en individuos que eran poseedores de rasgos e ingredientes predeterminados de personalidad e inteligencia, empuje y energ\u00eda, la capacidad para entender lo que otros no entienden, el poder fijarse objetivos a largo plazo que requer\u00edan de un talento innato y especial que no era posible adquirir sino que se nace con \u00e9l. Es el destino biol\u00f3gico de unos pocos que, a pesar de su talento, s\u00ed necesitaron del empuje y la ambici\u00f3n y, finalmente, los triunfos, llegaban como frutos del esfuerzo individual.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"114433-83863_p\" src=\"http:\/\/parroquiaicm.files.wordpress.com\/2009\/03\/114433-83863_p.jpg?w=627\" alt=\"114433-83863_p\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al fin y al cabo todo el mundo acepta que el esfuerzo solo no basta para convertirse en un Mozart, un Shakespeare o un Ramanujan. Para subir esa escalera que te llevar\u00e1 a la cumbre, principalmente, el ingrediente necesario ser\u00e1 el Talento, la Sabidur\u00eda y, de vez en cuando, se agrega a la ecuaci\u00f3n un poquito de suerte o azar.<\/p>\n<p style=\"text-align: justify;\">Claro que la Sabidur\u00eda es una buena noticia para todos nosotros. Si alguien la posee, siempre tender\u00e1 a exponerla a los dem\u00e1s para que, de una u otra forma podamos disfrutar de ella aunque s\u00f3lo sea a trav\u00e9s de la admiraci\u00f3n hacia el Sabio que no la muestra pero, en realidad, en el \u00faltimo momento, lo que deseamos es apropiarnos de algo de esa sabidur\u00eda para nosotros. \u00a1Necesitamos saber!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La sabidur\u00eda del Yoga a trav\u00e9s de los tiempos | Yoga en Red\" \/><img decoding=\"async\" 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\" alt=\"Las Mejores Frases De Los Pensadores M\u00e1s Sabios | Espiritualidad\" \/><img decoding=\"async\" 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G86H1Zv0DHXsf1lLyFdxNxcsTJLbjBMkyYAH\/bt2rtpo1ejFwPDQTEGMqRkEcGONy\/Ms+dYZprt22CpdkuWzvB4YEwrKT9IaPhwfKtW9m9a1wLLsxyCSSQSO88DJA2\/qH5XkYq3AFPLF3awBVQpnEgru3Akgg8bpdZAZWLeFYaJTYtQrhBI+HAkbicA8gHcdwx4TuqW6j3bG8kA3FMY4LboIzmFPhABZo9Wob1PrlmzdKsjY8XwkkkgjAxJCz38\/D81S2UAfVdGsi+viQZ29gceKDyMxHysd3hXhJ6vaub\/fe6YJAExI5JJkTH3hv1VpusvXCpNs2yDJgiZUiZZSUZdmTtG\/dn7LXWdMlnU2hbna4JKgScRhVJEb5I8fhwW7Vo4+WY9EyKZ5c1wW2QDkx\/WqVm3cvHmB3MwP8AmtJPsvptRsu2wUtkRHwkEE+IggqewaD5N4qC3unPbVvdjeUJBUTIAxLTwOCseEyPFWvFyFmNfkRZJGLpWkv+6thbqEhQo2sQxUExP\/gCj+ta1Yti4XuFvL3jSTicExjyIpU6RrHZRMzjEAEYHIPiA9AHZ\/1BaZrtpNUoVpVhGRkdpBHkYBb6fFWHke7NOOdHR1L22M3A3aMT2+IoPDHEv5lqVfbHWu1u0oUhCSWMSvbbkcgyTWgHYrMYAJ9Mk8dhngVT1myDIiMwR27n6D1qWF6axsi3BienuDcD2\/r\/AD+9aZ0i2CCcT5d\/SRiPxSZrtFtJewngmI+8Ag8AHy+WRu+ZQxdE6jChSceX9\/T9l4281q5rdluCXHWpobIqJ8cV7uB4P\/FBur6sqjAAswjwgEkknkgDgAzn4orFhi5o0diW5sZoV13DyIJ9cDNdpdkZEEfyaX9LptyBt5FwZhhtg+QBAiJ8MVa018BmJkE8r5HzWex+YD4a0NiihO3yFHM1FHNSEeUfzvXBrP1HKPt\/pyUt3B2lSPQ5H7zWc2rxG4zgx+ZP9ia3XrPThqLD2pgnIPkRkfvj7msLW2VuFHWIORHBGP717H8dntepg5S1NjHq7VpmN0kbVgEd2IUGAB5kjcflg+dRWOphVbYgBOIEkE8zB4xSxvZjAnMmO0\/zFPHTOnv\/ANOoRwGcgkzAgSCDH+Hj5mB+WnzVEbBj2VNE97w3HRgDgMVwB9wQKInVAMHc8EHIkkgyNsznErHi3H0qj1bXOPBbvSeGg4ECYBgbhzuPwrG3xfFRzpGlRLa+\/tLK43FgJBie08nz3ZK7qlknVyOpf02uvaiUDG2o5MDdBwAo8z6+fw\/NTBabT6ZAXYADE5P3Y8T9T3pB0mqf325LbuMnwg5Oe44iptb1K7q0b3dsAW4hSASSZBO0jbInkg7YO1d3iqDJN\/8AkdZ0aXpms3xuVwRx4TIwJGPI\/wB6Qvb3p0Bb6AAcN5nPhMd4yGPbH2XuiajUaK5vKEA8rBGDEkDsQPh\/00e9r9IyqbyOXtXiCDJIXBlfKHgMpEeIMrcLNMePq0bEabgVejEtCFoBIPOAAZ+gJJH49a2fpl3cqquAYE9zFY\/0dRuUkYH49T9BWs9KvgZ5iD6fT\/xS\/wAh6dg8G61aVQABgUqde6q9xHs6VgHMjdLAkoQXVSAQG29yRMNtUxuBTX9ZIZLNpVN1hOSQFUGCxjJIknbjdB8VJHRLcIurS6DcO4FDHiBMnaYlWkgrMoywq7FJNZ8a1FlFCz6M37Fh0Qm4IMgLKOBjfJBgED9fh3fD4aC9R1jXlUpYBv2zO9GBG4CYBwWJUHEdvl8NdaC05cRfK23LoWQASQRAYMHUNLEN7v4mXb4a9tyrOouf+5bAXZEs0EQSIBJGWWANu4rt+Km8G9B3XLDs1rU3EAKkAmQQSQSFgchCCFBAfO1tyhWoj0rW70si1cLNaDAnaRKHCqASQGAAKkk+IFVVlLUJ9p1tW9ty2gDu6NLhhBAY7oIwCSN+Pijw0Vsa9Pd37T3EViItnaSTu5kERt3MQoPyE7vDTblRVqxt6Yze4S4GLyoJPmSJP0gyNsDbRq3dkbsD96XdB1C2qrDqVcgAqAoIAAGPsO\/er2p1SoN9sEjkmQFHEkliF\/FZ2UIne1fQrzsNTaQnsy4DEQYIjnEhh8TLQj2R6ypcW7rhAJM4BJJOATgfT5opgt+1d19WmmREctgncQBzkeH78vux8M0uiyuousFtowZiQjHaYUbmLNBIQPIgdiF25NXW+tNAur0MV8XLqrcF6L5NwbQQwCEQAuSgNtQBvgruLL3xJ0\/UpcFn\/wDsj3gkAQN48xcAOwRADRs52q2ak0Gt0y3fcGytokATiGwTIPcYAX5mk7qsJYvXL+8oEVkKShBZWDAEkkQSeVmVXb4v01GI+R7Kuq1Ls96zsgqozBMljE8mABO4ieP8NJHXwgu23QgSgECQxIcgyclmOe\/wkeLNaTb6JtEm7vYEkOZDCcwSpCkbs5Taynbt+as91t06h3QITbtkDYDBBLMGcYJ2ZYSDtVob4QIfCsRNgYOWr4XbtUICo+bJG4JEEwIACrPxOflhqsDSor7y\/wD7EFmJIPzQFgASJkwfhb9fhqTpugN1vfncJ2iGiVKGQJgGDJDKfhb9U1L7QEaXTM8TEADtMmJ9M\/tSLP3VAwjdZ6gg1ZJQAjacCSeCNwwCc+Je00z9H6yjEm4mwqAcggGTgie2D57Y+lIvR7Ydme4ZJ3GQTIfaWDQRDAxtjtinXpt0lVRkViPMTnuqzwEmGY7tzA\/B8J0crFELQmFthYOt0KzH3gGIUMVJmSSSuYIG1ccfNUl1kCOLaKDtPaBMYBwD+xqy1yQJcKOIWMeknH2iuCF5FskjuZ\/bcQP9FYl0aBStaCW3FiJ8oAHYBYGSB83w\/pXyTHve5vPaDAgGJ7ARx6kTDZ7GtE19xQxDsJOYn75P7wANq\/EzTWW9WkOPM\/k8EcfX9q28T7tSZ82vDQdF1XwEnIGIkST2A7STirFksRuJEmT6Sf7dl+lKPSNMYBcz3g4A\/wBzzmmyxcUDkAefaKXJhqdDK9ltLUmeRQXqemZB7y3mO3f6jPmaJ3OraZRBvrjtuBP7UJv+0GnYEC4P3H9qnhVu10PkaKLHStTuXaZBEj7iD24waLlcc0o6PWJuZQ0nDAzziCPrgU1FsA13KSmOxtoddp9aU+vey6ag+8tkJdHfs0cBhHPaR\/8AKm0E0L6zrLqIosoGuPIyYAAE9yJJ4XPxGlw5JhtAyLFGH6nQXLNwrcXYwzyDAORB4g+dXU1qOQg3bcAnG5+TEnhecetX+saltXG9FS5bkEyQYHIKnyPwmTyaHdH0ALOxLQCBuEQBBJJJB7eXiyK9ZXtbYyeTUBmz0lRdJtwwMKV\/TuYSCfMKf9PlRP2ku29xS2TuEse4zAHPBgBoHhyKDnrBseCwkAifEfEBJiAMCeZ+LPxZqLpVwtdV7mQSS5mAARgk\/UAKPQLUfpTM9pG7RVDl7MdVYhdMDHJmMx9PP7GmzT9IS0xdGicnAkk58sfSkPQaZFuko+RjdyCT2gc4Pip20d1mJ94RI9fvOfSs3IjdwVxkfX76WbLu6gloUDiScfgAE\/akvpmvSW6ffdTZucHcDsbkQTgeITBHxfVqYestZvqDcJCW2BmSOx4keKQIz67eKW9DY6fcbYqCbnh2kklSSIZZJKmSN36qfj+CZPQPaT3TOhcMFJUEcEAkA8wBGeTzWh9MukKHPJz9B\/tWaJbZWKOsEeGI4OMx5GZX9U01tr2ttbiTthisSdgOTAPAMceRbtVeYlxFAwsWtdqd7WNbYcgkm36DwuRyRkzHIXH+apDoouW7l1wxFoFlKwr7SeEGwAJIXCblkbd3xVBYtWbzFFW4LbQ6H4Va4AZZiTOBAgFGeT4fhgr0j2bLFbt24xKyIkiMzyCDHp83zVmbUUUC2n0FvUqoOna1bUg7ZAkrlQCDu2gkmIRv8VM4S1bUfCvbsMfel\/Xam7bWFRj6qJMeQjM+tLfUeqam7aKLpmUnwhZ2kkjBYk72HokeL4m+WpY9hLvth7s2rOpBDKrFSRBlWG0gQezAHBDCs4t6tdzuyljcgxwoM4JBBdgVAaA8FvFnw0cs9BvWtDqkMTCPt5MIZYwMTtH7UuWb4uXFLjGMgAHA4WfCAAIVSPJvirZhWKkk07Ha90x9Tt9xdCgAYzmMj6H\/AHNWB0HVO4tXbpdAARtIChoMSIMlMFfl3D5aXdB1FLd8+7YhG7RAHpgwfqPOtd0N1WTGZ\/H8zWfM8rootTAidJ9l2sH\/AKgnfdDAyZggRMySZk8k9t2Jiu+r9Ps6e+urU7Ld6QT2BIJbH\/7ACY+VwfOmfrfVksG1aLBTcnxEEqoAyWAI5J8InsfKklOtaO9bv6W9f3KfErAH4hkbRtmZyqnwtJXvQxwzbk6oBh1SX3uXNSAbckgRACkyOPFJX+1OWi9qtDas7FbaBMBmYt6ySHJ\/J7L4aH+ymnsX9O6XFBZsGdpImIKyCJHK48PxUS1PsPYZUQGLYaYgbgCDgMBJz\/8Akn9VO\/W6k476H7Y29UzWwhBGQZBBA75AIHGCO9COlaa010KCIktEgkgkld0jwkqRtG87VJ2qstJXpvQbNjUKAnykTPpnHnE0t9LTVBXSwULW2KyxjAJAiARwO9Jk676nf7NJu3UQDeyqPUgD6ZNLPtlb36C7BBAhweQQpBMEeYmkjqWm6hdUreBkkJtjzmCCMEHH\/aqzU2g6Jds6bV2S8s9skLPhBGTHqRjFdixRG7+45pErR6vaQAYnHmAI7\/cn\/L4e9MWm6syjZbyTyY4E8nz58K\/Cvzbp20hoSYAEd\/4aaunaJ22RbktwSPBgEkn9RgHHw4r0OSi1ckccz+jQtH1W0ibi3GNx4+gJx\/lT\/TXep61cIJS3Agnc52iAYmBLnJHIt1QXTNbWyVT3t1+WJA2pgmJwi5UKAP8AKWzRH\/0wMxe+4YHG2IETIEk5APw4G7G7jbXlZFWDUotWrruWci3Mwdtoli8TAklyRMsTHIpO12qVrhhACkiYIBzztM7SMhhWzWtOi5QDymSee0kmB6DyrDr6s12+5yAzEjzkn9pNauBNzJPOFxqXYKFBC+cEgQPtP\/n4hXw1WjKhriO7CceIA+pBdx+HA\/7aFafVvcIt7oBxPp5c4H0p\/wCn9Pt21EqC3HOftNW5ExAmNZkzO\/bJl9sA9oMAfXioEcqZB\/pWy3dMrTj7xEenrQq70lGV1KjIiYGCcA\/kfvXYeXE\/4hbDPyItm1Cl1WMT8Qk+ZiK06yDtUHnH5jNZl0bRtcvhNsgZJ5AAOY7ZOF+tarUP5NrmoG40VA6jse3lXl0iCTAA\/GO9fOI86F9W1D27DuiyRGIJwTkkAywA7VjqypmXtImjusz2i3vCZODtIjJAx5diOTXPS7mndQj6k7RzbOJ\/PY4wPFjxVH1XWnUPbW3aVAgjy3GeARGMeEHzqlqLbTZN3aoB+EQTAz4o+nHrXqok9YiTJknZH1rWD\/qN1mAoUAHBBjuO33HlXNiTbEgEmRHc95nhQhgQY3TUV1kLLtMgACYg95xxyaksahE3hwC2CNwJBzkY4JHer9ftEGPRai9aW0eRBQAHaRk5ziYzunKndmrt27eBdbhcNcJCyVIEgQCZB3bREkeFV8O3uK\/6v3N60iPuJhSxAIgYBAGcqZYHxLhW2qKLa67cYG4mSMBthBK4JIkiRjwwSrY86zZPdwVXwh6kr6trNvYWZQMZAkgSGIxEiVM9zVnW9EKqt23pbYYEHw3CSCpBnICkQPEJon07Xm4rOrQh2yYG7cIkwDKh4mD4efEs0Su3ULMgIZIBA3EQTglWBhu+0fFuArO2WY0P0szzr15\/fJcNsozKCZwNwkTjBwBwe1V72pZUIexun\/8A0kgZHBMRjOMeEfD81Hfaizut2ZAZ2khlELtHZpyWnOfM8qapdH6pesK6Gyrq4gyOR5EjsJ9ea0rtYknkXZL0y891UQuw91nn4QBAKiQTGSwkbp+JvhrTuiaiJWS3rnJ5Mz3zLfWsx0nTtwAMCe\/Mfnn705dDucKMAY7ESIHl6eEfEqxWfm1+imO6H8IDk\/niqx0abgxUEjPHB8\/Ka7S5jvP8iuNRcCqWZgB5+U4795NZlgYpEpuBABBkEYyDggxWF6jR\/wDT33tEkbTHJBIBEGAcgrBz50y9a12rsbEXWK9sSAbZGCsYYQc5nkrigeq1z6m4XvEFgAJgCQMg4iTnn6Vt4mKYiyWZoktaZVa9sDqdpiI2sR5wfLAb5torTemsLSFjAH9fSsu02t2lZIg8kg5gYyATJ4b9U022dcXAIuAHAAkEzIIxPYr\/AKZ8qjy1kpjmKLnX9RauXEJ0z33APhUMYQ5AeBtyRK7vhWW8XwlN0fuzq2e3pvd2wrAgsTsIEvGM\/EAqmNs7vhrR9X064yItjU+628mJk5knPfOSD\/h8sv0dp2bUK7wQSsyJZ5AAHpIBztTaA1xtvhL8f8ZBkjYwjp6BmNl4KBdzAgqHIyAZwRzA+GRTHpevrYsO99iWXt3MfX1MT60vae4mWQklbQdwIKzbBAAIMSWJ248Ufp2tRVNbd2NdS2r3HZgAx2qoUso3boElgdyfFk\/o3VPItyUCS9f0rMhfU2wwPG6AD3EnB+s0Et673GrvDBViTIOIMMDIx3j7Gk\/U31uHxadFugy20+FkUAGPIFiDA8jtbdR0KpZLRQg5AIEKVUAkrnCCfCo+Jid3FHJiiIFXZo2n1a3F3AiP5\/5FCrV5HuggyMj0IIIx5igmkUvZuG2+y00jeewyCVH\/ANSTSn1k39PsW3rWdFAHYFTwoMTyBPO7BqXHw3NWHJOgZ03paW7t9rgn3BJ2xyEJmfsA3rT\/AHb4L20QAEByBxgKADngyQKSensWb\/qbzbyW2kACW2ISZ7H4VLdmyrc06dO07uz3XCqG7AySB3Zjkg8QI8MfDV+W3yLhKl\/pGrFlTbfxgREkHaAIAMTM\/RePFSdqtHqrgVWDOTOJGACAdxJJ5+IVsSCqZtKGLgZPeMkfWs+PkzH+JRkM26P0q5pS94vBCOY7SAYnzgxSFbBYcT61sXW226bUt22Efkgf3rOumaMsICSRB5zBwOOO5n09a2cV520kcy7o66R0X37Md8Aeknj6iid\/oeoRHU3JWeIBBA88Ez9aKW9O1jdctL4TiJ8+47xmMx\/p20wI+5ZYAek\/nNLm5E+x+I2NPkyrTJftXEMMII8yIOD6cGmjqfVLy3FsWlzjMSZmeeOI3H1NT67Uqzqqg4IEwQDkQV8x60VOgnUG6WwABHckSZPp6elMzx7MHKhL0\/p62V2rknJPcn\/YcKKvsa93V4okxWLI9yXVaHQvPlXgEd6iLBZnt3oX1DqFxF3okjzM5+wz+YrsazM1AjeCb7S9Et2Ct225UFiInvBJAkcCPXbNZ\/rNSXbdv+0AAfQDFNWv1g1LF7zklVI4ACk8CIySYDfTd2ysHTSN0fb\/AIr1+KsxGzJm34WNMoAHr\/P617qLgBGOIPnIEf8AmvLKEGCMfzAq++kkYn\/wc1TtEST6nCrdZ4BhxxtIEj8\/p8vho90nUOyIquT4o2yJDEGCCwjaADwTuYD4aC6c7XU7QRkQRIAIwfU\/70Q0XRvePAJQZaQCVB4gEnntPzRU+RUxsohds3Rbe5aL7Acw0ASBMkocyPhElePibwi\/fuljpU2QICxMvEA7iSAIzG4E+L5vlofZ6Azah7YLOAN0gjcB9Ijk8T8M7aeei9BSFW6JIEyTkSACOTA4xWPM6wUx2Jd\/Vve2Wy8rb9QRJGTIA3cATA4PnRbTaKVjv\/z+1O172UsNJQlD9oPbiP6VQPTHssA3Hn2P5\/pSNn1obqK4TYc4\/n3oxo9as5MTVvX6AMDwD\/MUmatHtsZwfOgtMHw1XT3wwEH7V1r9H7y0wKK\/cKwBBPbBwTWSJ1DUr4lDdjwfrTLa9r9Qtv8A9ywZHeDn+edd9GYFszjWsty8zJpxa7bF4BBIP0M9vhVhVS20GD9PtTn0bpDur3XGXk8YJJJP0Myapaq1Z3Espx2jBMdiO3H7VrTPF9SbYp9AV1hxicfT75qd7t60A8MAf+0geknic8GqaaVmaQIBIArYFtC4uxkBXiexEeseVLys0RQcKzJlSde1AUoCY8vCB2HHlj0r3p3VntsLlsZ2kMSAfESYPOAZG4\/FimbqXsiQpeyOM7ZJ4\/SY5+ppFuIUJJbnvwR9fPn9zTY5Vo0c1xOx002ndW1CJfAO9mkKCH8O8QTiRI2rPhYBv0002NDbfTpausGAgzELMEgAAgEcFf1SWasus3iFCBiByAuDJBBJMc7TEyO9HNN1oKu0IxlQIkQxVSASAfAMktsldx9NtSz4J\/Q+N4OU6Yi379ktNq2PiETtJkCPMkwxmFVT60csByyIRPurZJaCAPjAifESZGYCvtLdsrvS1drjMM77ijbImASYg\/EkAjHwsvrRm3rHUs5fBuuzmedsBRPGxCy\/5iKXMkjY9BLXaG82ms6azbUgICQWgYMQCO+4H8VnOs8Glt2oIO5i092BggnzWI+1aZpuoOGzwVWDkiJYRjyiWPzbqzfq98XLzIDMEmexYiTHkMfma7hflQMxe6Udx2F5BjEZjIiYmMcfN+nNaXosLxEVlHS7pVoEefGSZM\/YY\/y\/Vq0vp2qDARz\/AH\/2oc5Q4WDZY0udb1VyyhvhQ6DBWSIJIAMgHcADxjndRbXrutvJIWDhSQxx2I4rH+q68sWFq9cNthBVzxn4Y4xHP0qHD4\/aSmTLUBjXe0Vq\/o7lsLsuEr4eQcgmD\/vFAtASxJF3aVHE7SRmVkZOAfPtQRLZ5q81otuJWScyIgQMz+K9JcMLFQZmeZ2OtjqLGyzXIRRAmDLQBAE4yRERuofq+s2WVlcsJjAJ4IB5+5\/HrXOm1ae6Cqr+7BBYsRiIB2iIxILA9gaI3+jFsWzbGIIKzM8QRMR\/8cVl6xE7K9pmBW0Qa7ehbxBGVmTx5gYEAVpOnVwvjYE+cQPsJ4pe6N0pFubiPGBBAkKDIHeST6z\/AJabClT5mWLqB+OurkjivEXxD7VIbdcJAOPr+KylbG66skH+fWo7tsFWBMAyJ8pHPliu5rmcEfauXQnWxD0HshNzfcYbeY5Ik4B88Z\/xGux7NeN0GFBmYkxn94jtT6iEOx7ED6yJn9oq3aQBiYyY\/b+ftWluU0\/sT6SmU6\/ocAlZJHf0\/wCKaeldIS7Y2tzxPl\/IpsfTKZ8Ig1zY0IRpXv8Az80v9qZigfSgztegbHBeAp7zHGOOTJ7DzFNOi9nLAhgHIPYkgfgQxHoaMXukh7qOThZx2mTmD9f2oyqU2fNMnKkQVNJoktklVgnyHlwPSiK2RyOa9VKnQVnTZzScx2ro2wykESKnI71wap1oAtavS7cjj+n7c0t6zQC8SI4\/HIx96eeoITbIGZx\/tXljQqigc+tS7THg1FNNMSBPpUg6YpMsAY+\/0oqo\/wCK6K4zTUEHvpRtKiAT\/X6UiX+k3Hue7cqMSdogxGAT2JngfKd1aRFVho03M8ZbvTLcCsZToNCt\/VwEi3Z7ebRgf3+3rWhe68IgYHaKJ6fQW0BCIAMn1JJySe5Pmase78q7I0ycovi057RWO9Z6PcW86lCAWMGDBjOD35Fb4Uz\/AD1qG7pkYglASODExPl+KbjvKzYMi2fnU6bbMgg5x9Kqu0KSBMSfXIicGQMnz4rcer+zdu9LIAG\/AJ4k+vrWQdW6ebLQQQRInj9\/Ig\/ya3YeRDEmSgporqM6M9uAuy1AJEhzIYERuG6NyzMA+dH9VsXe6qJtsg7lWlipUg4mO\/6oVt0JSRptIWnZKEZ3TkGIAUDuTjH+FeaMaTqDOly1cQg2kA2zgEmCTGDyGk\/DDfMalmx70UxsEeq69bSeFgOYEiSSIEAfKnn9ay\/eQTBM5M+vn9aP6uyGFsTL5BMEE5I8QPEwCvHhFQf+ncYiq8WFiBMlzJUsatZDHBBmRx96YbHUHXxCCeZmPyMUI03TPeXQpGOSewA5+54p7HSgThBn8D\/al5WVI1J2NZOl9qENoypD8R2JPHHAms+uaBoLPyc\/fJP2k1oSez\/mI71K\/RfDECP7\/wA\/pU8GdV8KMkyZoNN4cCcVXW0SPLt3j04P9Z4rSdL0dTZYFYYSPx3j1pYHS3ZhbESe\/kJIH3p8fMiZkVsNAD313aLYbcpIO2MHykjkH1o9ptFryzErtBxLMIA+0n8U36XotuztRVzzPJx5n1IoyR9Kjm5f\/WB8eH5A3Ten+5UguWJyT6x2xx6Gr5Nen0qIn6VlZpmbLnrGKhJr1mqIHFGhWG73lS88d6iC5qyoFLRyk9sfzv3qcL9jUMQBFdr50Gk7RaDSOKlUVXB\/epQ0YoqKxYT6\/arYX6VTiprbUe0gYsRUkioQa6BpxCzNcmo0OakJo3ZxGVr0GRXj14DU29HOwtcE11OK9YVT9CrJGRxXo+ldEVwBQ7HMdkV0VrwGvi1dVgI\/dma4dfKpQxrhxwaGglZlHFBur9Ft6hdriD2buPI+oo5NRsJoq1eDGT6j2O1A3OLgYqQwEZMCIzgSCfJWIFVen+zmpvsVvhgpUjdGwjJG2BsZgTBg+CPi+Wte24qId6P9hqoXoCtH0tLSIkboAEkCSBH1x6VxqejWHGUAOcgQc\/SjLZFRMKg2SYkpQtdO6IljfgMSeSMx2\/nqaLi0OwEVO4r40rNfoVWimU+n8moSBVtxUDj9qFDFJ0AnEUOt9PRXa4AZNFLg5\/naoSKC3YSBlEnGfP8AtVdxFWXqrdFVXw4rkjtUX1rsmq7MR96dYOY4du1Qjj6105riOPtTkz\/\/2Q==\" alt=\"SIETE SABIOS DE GRECIA - Siete sabios de Grecia\" \/><img decoding=\"async\" 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\" alt=\"An\u00e9cdotas y curiosidades jur\u00eddicas | iustop\u00eda: La doctrina jur\u00eddica de  Confucio\" \/><\/p>\n<p style=\"text-align: justify;\">No tendr\u00edamos aqu\u00ed lugar bastante para rese\u00f1ar a todos los sabios que dejaron su huella en la Historia de la Humanidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es el saber popular de todas las Sociedades a lo largo de la Historia, la sabidur\u00eda siempre ha sido asociada con los ancianos. La sabidur\u00eda ha sido el m\u00e1s preciado bien y, en torno a ella, todos nos hemos puesto en coro a escuchar esas palabras sabias que nos indicaban el camino a seguir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-XUeLLrgIUUE\/U6cujb-XDiI\/AAAAAAAAALw\/vh5vPxugNoI\/s1600\/Percebimento.jpg\" alt=\"\" width=\"308\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No siempre hemos sabido determinar lo que es la realidad y lo que son s\u00f3lo sue\u00f1os. Escenarios que nuestros ojos ven y que nuestros o\u00eddos oyen, son los mensajes que el cerebro recibe y se los cree. As\u00ed que, teniendo unos sentidos limitados, es posible, que los mensajes no sean todo lo fiables que deber\u00eda y, el &#8220;mundo&#8221; que el cerebro conforma&#8230; \u00a1Puede que no se ajuste a la realidad del &#8220;mundo&#8221;!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-ofN13YAET3M\/UGv9QHCw67I\/AAAAAAAABLc\/sz5NYFzkYs4\/s320\/percepcion+realidad.jpg\" alt=\"EN SERENA EXPECTACION: \u00bfDONDE SE ENCUENTRA LA REALIDAD?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT6zbg-PrzGGh3ICwtA0JQBoxSSS1G18zMSfQ&amp;usqp=CAU\" alt=\"Im\u00e1genes ins\u00f3litas de la semana, Diciembre 31, 2012 - Planetacurioso\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 es la realidad?, \u00bfC\u00f3mo la definimos?, \u00bfCu\u00e1ntas realidades hay?, \u00bfCada uno de nosotros tiene su propia realidad?\u00bfQu\u00e9 realidad nos transmite el Universo en nuestro Mundo, ser\u00e1 distinta a realidades de otros Mundos? \u00bfEs una realidad la cu\u00e1ntica? \u00bfExisten realidades que no podemos percibir? La realidad va en funci\u00f3n de la percepci\u00f3n que se tenga de ella, y esta forma parte de la Conciencia. Nuestra conciencia actual es un condicionamiento de nuestra visi\u00f3n del mundo actual y colectivo, es la que nos ense\u00f1aron nuestros padres, maestros, la sociedad, gobierno y religiones. A esta manera de ver y entender el mundo, pertenece el antiguo paradigma. Y, como nos dir\u00eda Tom Wood, necesitamos nuevos paradigmas para poder entender la \u201crealidad\u201d de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">Es cierto que, algunas veces, cuando profundamente pensamos en todos estos conceptos, llegamos a la conclusi\u00f3n de que la realidad no existe, y, si entramos en el mundo de la filosof\u00eda podr\u00edamos argumentar que nunca nadie ha podido \u201cver\u201d un pensamiento y, sin embargo, \u00bfCu\u00e1ntos generamos durante nuestras vidas?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_HG3RuD3Hmls\/S7yjHjM2otI\/AAAAAAAAEFQ\/xSGuYB_KP7s\/s400\/Maxwell.png\" alt=\"\" width=\"320\" height=\"240\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 A partir del mundo f\u00edsico de Faraday Maxwell nos pudo se\u00f1alar su mundo mental de la electricidad y el magnetismo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Reino Microc\u00f3smico | Eternidad 2012\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El mundo f\u00edsico, incluido nuestro cuerpo, es una reacci\u00f3n del observador. Creamos el cuerpo seg\u00fan creamos la experiencia de nuestro mundo. En su estado esencial (microc\u00f3smico), el cuerpo est\u00e1 formado de energ\u00eda e informaci\u00f3n, y no de materia s\u00f3lida. Esta energ\u00eda e informaci\u00f3n, surge de los infinitos campos de energ\u00eda e informaci\u00f3n que abarcan todos los universos. La mente y sus cuerpos, desde el f\u00edsico hasta el espiritual y sus m\u00faltiples manifestaciones multidimensionales, son inseparablemente uno, o sea la unidad YO SOY.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/reikicris.files.wordpress.com\/2014\/12\/ser-de-luz-6.jpg\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta unidad Yo Soy, la separaremos en dos corrientes de experiencia. La experimentamos primero como corriente subjetiva, como pensamientos, ideas, sentimientos, deseos y emociones. La corriente objetiva la experimentamos como el cuerpo f\u00edsico, mas sin embargo en un plano mas profundo, las dos corrientes se encuentran en una sola fuente creativa, y es a partir de esta , desde donde realmente nos manifestamos y tenemos nuestro ser.<\/p>\n<p style=\"text-align: justify;\">La bioqu\u00edmica del cuerpo es un producto de la conciencia, las creencias, los sentimientos, las emociones, los pensamientos e ideas, crean reacciones que sostienen la vida en cada c\u00e9lula. La percepci\u00f3n parece como algo autom\u00e1tico, pero esto es un fen\u00f3meno aprendido, si cambias tu percepci\u00f3n, cambias la experiencia de tu yo , y por ende de tu mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.sindioses.org\/colGlenys\/glenys20120611_incertidumbre.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por supuesto, todos sabemos el dilema del observador en la cu\u00e1ntica. Se trata del enigm\u00e1tico\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/%C2%BFcerebro-y-mente-%C2%BFinteligencia-y-sabiduria\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a>\u00a0que nos impide medir una part\u00edcula sin afectar el resultado. Es posible conocer una cosa, m\u00e1s no la otra. Por mucho tiempo, Copenhague fue el modelo que rigi\u00f3 ese conocimiento espec\u00edfico de la cu\u00e1ntica pero ya existe otro. Tenemos el experimento del f\u00edsico John Cramer que bas\u00f3 su modelo en la teor\u00eda de radiaci\u00f3n electromagn\u00e9tica de Wheeler-Feynman y predice los resultados de los experimentos cu\u00e1nticos tan bien como el \u201cviejo\u201d modelo lo hace. Lo m\u00e1s atractivo: el observador no tiene ning\u00fan papel especial en el resultado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teletransportaci\u00f3n cu\u00e1ntica explicada para ni\u00f1os (ELI5)\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica Te\u00f3rica \u2013 P\u00e1gina 2 \u2013 Ciencia de Sof\u00e1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Queremos estar en todos los \u00e1ngulos posibles, tratamos de explicarlo todo (siendo conscientes de que la mayor parte no la comprendemos). Sin embargo, insistimos y utilizando conjeturas y teor\u00edas (a veces peregrinas), dejamos explicaciones&#8230; \u00a1Que no podemos verificar!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSeKod8AAhwdv4SvSCcOa45HlfQy1HeU7lnDA&amp;usqp=CAU\" alt=\"Teor\u00edas de la realidad que podr\u00e1n en duda tu percepci\u00f3n - El Sol de Toluca\" \/><img decoding=\"async\" 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HtHbame2oAJSGJkPfcAa9fOukyDNxcNQAWWALzZzYjU9NaJgqSkl7WzAAa+sRfWgLWVe8Sxd75MZNrAUjjLKgwgTNgTd3NbeiG7X+IrU6EOBIyc5yTlt7z956p2H8WXhmVOgXG1iwEOCxT\/ADJ9kqpbtKEghQU7sbQ9jJ3f3aCjFQlTFLi1zYjbxoUr6CjtykEDicGQciNJuDpvvTC8VCwHBbJstrH5DLWvHfhnauNCsMhiiQJs7EB9Cx67U7hdoZwXHIn032pTGM\/QKYCSooDu7DS8N\/x+VZGPiIxMZSipgCwLPCR9SCetO4ayhBVmATfNmBnesfBwiXLQAcumXz+dT8hy6hJukveZG2dMowlMVcLiA+XiOVASksXBbrz8abwgSCEsLS7ayS7VJVEBiC88+lxFayF8QSCGIeWvJFrHnSCDy5w5tYtHh\/1p0oYJKSCdIiSG36fWlKUdKwAS8yH2Yy59SPy0rgI4ilBIDsHuBYMToXP6VHxZJIJcAgghnDktJAFi8P8Ay0IJkEJZpz2kvbK1MASC+cF9M3Y7gxQu1Q61ZuWs5Lu3NQPgafKHDlRLxpOV9m8DSHbE8RA4SAIzYzedetGll57tqVrI44AsJAGrPEh5firOxcJwHsIazS8NZ3aa9Fi4OwG7uDvc+vdpXFwJEW3B8CPvXGoPZX8J7YtCuBZZOJF7HJTtb3VflO06\/aEqBUCLsLNOXrc1i4uFEztp0u\/L+atdOKVoQs3z5jONRPWlHmmoss2tDeUZ7RQypz3mYl\/rHj5V1agxfPPofq3hSy48j5PHkWo0o\/EASzMC7+bnzNFw1STEv5wfrSaO8WsZPlnq8x96ZQQwbL7fc1pY9gBUDTbNhfwHhWZ+M9sUohCD3cONHVYl7MJS+x1rSOKUJWvMSBubeF+lY2Fg77avJyuT\/TSvzSSUw8MiQYLjXQy95Ft60OxJWgkoebiSDo4GU5q4k0zhYEs09B4k+ppnCwZsD1YDzHrWjMLtodlHEy0i0tdmyOveoqiXKpmdZuepLDpQuyDhJ7pIMG5DTMftWgEAB+Iho1m+XXyrtIA9ow+AqQMoe2oYHQBuL4lUdKwUh7hh0aCG5Hw4qEUly6XdtdrNef5eKiAl0sAAAzOHBkuQZMsH92kxdagkLDAkgyztIy+s1krDkl5jN9c7Vq\/w34uIgXiJlmb7t8NZ6zq0Q8OOZYPQpZLLwlMCEsJD5a3MZ0stBYOW8TyttTmICAApjnd9LF9vXs0oUlhBadaNKLhYqcPFSsKcQSWIhQnwd50rexBwqPUfJvJq8zjYRABYsRpu0ztetvDfESgs7gPzEeudX8dJRPFxQMFjYsGtADtNp+dI4aCpyGA6ACRmfD4qY7SpwjhDO5+QHyPlQ5S6Srzc5Fogkf3E1K9WVkuYfpP+npx0sQJESwBJmxu3\/wBUugpAJLkmNBk+R2T40fAUkEukECWe+ogi7gVZQdAToXObgADwz\/pT+Y092dCbkFrXed9Nf093Okf4jkkgTlP\/AGs8dK0AsGAm25LnMy91E+ApSNL4OGFn2mJlyGbV2cj0nOmMNCn4JZ2a4d2ci3++FNVSlHCAFScmgB2EjdzIFhTgQpAChBLgHUMHYi4kBw91VukKqIShQadbh5Fup\/xT71Z2LhlJAXL5O8bE2\/u+JPu1q4oHCfiJ0ixy129lTZKCayhB4SHfwB1OvX3X4trRSWUm6kpJHU9CQzHePsopHvcLgxeX8b9O9\/ypgqllOcmv84jllvShYFlJOjWL2GWvyOtClAxEuZPU6c7tl\/61bsym4wA2beR8m\/S1U4ncO1y2T6deXtNXMJQcRJcbGC32zyoqriJudG6+ppQSWJiP26\/ancUOdjNJYic8ht8xyo0qPMQObZZtn6TTeEnNrv4t\/qlECx+l5ye96cwksWu0+vCtLC9oVCAeemw+tUw0t7Jm8ZDndvSa5jrDmJDDlAP1qcTBuKL7bDcgT1pIcSh54WA3z+\/L2aaSmyilh1voCXBO9JQ7BJiGuSc8tvlTIUxYOGhrTn8tNNKUoewsMqJCHGzsW3MP64U+7WghSSgAhzrYOwy5N\/1NZ5E8DAEReCZ8LHhbu8I+Izp4DcP5gbbNprFuXE6uKlKK4qFB0y1mdg9nGT29GgY2EEFgpyMwH2F2mGztw1olKluq5SwfQS2kXDwnhIpQoQygpUibQRAM2zCoBsa3Qk8dCWcAt4TeLvYlPVNJKCWkFxm4YjS2Q+qfhp\/jAbiRBi7NkCG4LKAPWs8rkQIlnN\/+WRHnWpZBCgzGBqwJdh1I\/wAfzCk1EiArpIf6df5qcx1pLMgB5Z7eJMAhqAopIEMR1DZZCxjqKFEVxEEBJIBHQi9ozp7s2I+EyRY67ftSYJUyQoeLTkHtNvCm\/wAOSSVJOgM9fv8AOpPrFVpJCIDAEvYZZwJIFDQprtOz5g3LZ1MVJ4EEAswH1aOYzrnZmdPEQBGTxfYVq9U0eF2SksPNpNgPeJ96j4eMAkjhBJzmwDn3tWrPCwZDl+WubA\/OmzihksljJdzqBrtVljnZsUApdILMWfrkqj4eILkN4tqRL\/OksDEAJdL3zPwlszREKTNx55bMaU0lNhYDsgvAFmNhbWSfYJ\/TTn\/kKYJNrtu7vsZv7SW7yayVwbuIL9AZEeaR+qn0rKygKuWD6wBJzOT\/AMqnTZAZ7RhieCWInPMOdC7n9Q3rzPavxHB4iA63l2gmXY5hycq1u244CAhQcLfMgswEHmO7yKc68b2nsfASAHE7uOvzo\/kznByeV2kKPEbdQCdA1jfxypVWJxGHnqc\/qfKswlTEkkkeO4fMcu7Vk4hElTE2Lt1OnKOGFT3X49lyeXid7WbSCZPXwNTAWy0gOxIDdbTm\/wDNFLAE8Cjnm4LdAZsB8X1rgqJWjieSJl3cF5gittmgs77t6z\/xoBLNN\/LrV8Qzzf8AagnMT99q1MsS7zbP5N1+dHQfXlSoDAXfSY2FFQcnchthvWZ3tK++oGwj6+vervGyjDbS4DmGu9KdoLLWz8+m1gHH6qnD7SxzdwJvmRm4c96t0x04rEu\/yfr4eNMjtIHeFusHQv6isRSiRxBRJ1d3A0u5YEN7SqgKmcEg2dnIGzyAZ8TW7bl6nA\/E8EqAWSkXdgwMdQOns\/8AKvTYCM1FnMm7iHIaCZePaURXz3s3ZSsgEMPBp22h69j2LGTwKwkhghmkktIPmRb2XGldfx5zn0alonHUxQLF4u5EudS4E\/8AFNJISOIBZYFxYvmA4uMvbI\/TRisoUprh50g20O\/u+ylu8qkMOSmQBd43JbwySaYAYi0kOASPDXS3jQu04wUSQkB5ZzoDmrWqLUmJJ8sjq58qpi4gJTwpb2czdulGqOVV4wKQOFLjOXkfq1FATwuOJJY76w8gvLG9dGKGU6XgS5iRu1qVWoZuL6c4cfWiqLLxptNzmHzpvsiSFO0EO9w7zrLvSfaSHPCQ07Qz3kZ0bsJU5LQA3ix0Ohzo\/wBYn2lXdQDN\/kLdCa7gAksWF\/kcpNcxCVYaQNB9bzNs6FgpKlMkHPla+g06VK9UUHcm2UeZ+lNuhksDnmNX+GkEqIgkP4y+1HSUs\/FLuzZEbq2rTlD+EtDp4kkCMw\/mK6hQYhzy+7PvlSmEQZe0ZXpvhD8QLjSHfMXOb05Y0AoBKsrPdspaRBGn6a0sLGB4SAxENDGXB2uzbZezWDgOTwi\/Np2BmRHhWp2eVcBLE9JycZDfnSmhA\/G8VloDvm\/gR5knqKzlLcAKsZfQ28MlD7Ub8dJGIhQsWOkiCOvCD1FZ2Hi8SCnMEEbgguObAFtla0ar6U+ArwFEngDnTysxLj\/5ekhhFUMRuxYHUvL7zTCluHEkeOgI9Zj8yqWxMYqIdTm2bEZjMA7\/AMqu93q5UomOOEcIYp1eHe2xgaV3sN3uACX8hNsyazhB4kyTDWnrILjvOBxfFWzgJ4U5EmXZn0Joz9yS\/wDEAJz+R5DwoZxbuW6W+9UMAvbXzcb0J2d58IsYfWkw6MW325vyZhPvUU4kjL78ulJJUI1gbnOc413ookRafRHk3uua22U7ameJgARdnLiDs7TVezp4gUlgNbB79X934XprGSVJZgCJBZwNS3I1jkgnvODZjbM\/\/IA4f6alZ+scOCUkjhe0tBM2uXfOKcGCoNxhicrHwYE\/l9KpRGIUmCxHOPCCdz7P6rGw1NJknx5k5D99OKrIthCmDCwl8zkOmSf+U92nvwbEfEVqxnoSR5A9KxFYvDhsbq8gAW+YU2ya0PwRT4qlmwBNnyIAbmoRzrpNfUegxcZuNRknLK9zq4fhHz9k5hSohS8hD2D2YeZbb2aY7SGVwAufEPtrDTWVj8SYN+eeQIvAf+YmnWRlZagwk8vEQ7fKuYqkOeFL5XDwA5gV3hDhRJAGWcWF4ypXFUAHc+V6NEsChlODYZjUT7NKEgwC1+TMNDbpVyUsTxFy2Qs2yuVAWpwziemwvyobUXGBBEgvw5sbDKD6FX7EpuK4tbrypbHSoFlDQbc3trTnYFEOOng2sZ5Vp9YBRAw7SB1ieQpXFxi6VC0HYeP2yo+CXALu8NsQ1ZqcUp7oi40Yu+cnprUqmk0UlJs1w9h5wbmR3aNgsXBU3QmfAB2jrSS1KfiLkkA2zs59d6iILEkEAXzPWHLD+56myOBQdn39Sd\/CmkYgZg7iRvr62pBSgCQHLza2uvoUTCIumW526eo3q9C0cLFZQhxe2VzbOmEYxUeIkatI3ceNZxs4DZXgbXmuYK5Tw38Glg2tPaNjtWAcbCITK0SA7OWLgakgEpHvKArymEsgEyCG1G4M7PXpcDHABAh2GbOJ3aS1D7VgIxOJZBCjcjM6kGCYdwyuaal420vO4pA7zRIIsxsc7EH+VhpIlliQQDaZDm4LjIiZ9lXe9mtI9gKS\/wDEHgZGYIl9Ph4W0op7LhtxAEkQzmzkiHmXg+zQ5yvTMwMILHeSQOYL6iBYa+gwtZJIMZ\/72q4UCZyfS\/o0IgKObjzGnz9CsSoVxQV26tt9W9qiLwwQ7MNfmW9XoWEUySq3L5A6a6Vzjd3Lg7WyGcf796swqEBiQHF\/tGsmqA8IASp36OYy\/fL9NVK+FmLCchfZzbntXcRSSEkEzsL7zytrWYRKiksJz6v5ev00HHwgkOkGZuI5OIG\/u\/8AGihkl5c5aecE0ZwCGeWFs\/pWZmoU54UhjrJYiWchmTdwP8aYQoM+VgMybDozlX5j8VtFPZUNxKDEwz3FyWeIiKD\/APzyo8X8QZQxgZACNx14q3OR6K4qyRz4vlJcbZ+zXqOxYBwcJ1wteWYDQCMjIKhv3maluy4CMPhUzkSCQGB1ADznL0XtHaA0sWfWCZff2af4519SvqLxSJcatfqwy\/uoGNjOTDAzbK+e8UrjKlTwfFzF64mzkbXvnq\/o1aphMTFDF3c+Qy9cqVKg\/CTeft4\/WuYisyGdz02eqAgsCSN7xPLKh0vK2KoADvORNiJfrk1LhBUWEmA8sdXZ9L1VanLkgiYsb7sT\/rhqiVqBdi4nrkzs81NkMjFIKlZSeekjlWh2bESwJF3PieW1YhxSxSZaHuSSWE3etVQS12AYeD1ppiPZpEWIGfUT0HiaX7WllFbXY3YPYjUiH61fDWwTeJsXs5DZQBRO0IJSGLEPzIYAxmCC\/Sp\/GUGOVjgJZssmi+T2vrXU4Rh8nOdpjcvnuaSwsXgJYMzh2nOBl+ltM3rSPaAE8CwCc9tAf32rTnfrIlQU5Nx0Db7C+VxVyqO4Y5z40HgbhIYgxdo08IaicKyTwiBtDfKqxtCnBBMF87VTBfiSkSbdH+W9EX2cpCXIEW6k20oWJiQ6YeCcyMoHh0qibxyEqUlJgOH1LyfM+ApnEVHFZ3PUFj83\/wBVlLxXUk3di3QAz0860MDFS\/8ADNpHIsZHImlNIgIUCLEZ67FpBDd0j9PD7NLAEmM4eCHyMWsKosEFiLT8pGrwftU4CQ7T4MfpUVRZLjiSSeUtkxF\/GqJwwSQpw2dz0z68VaKEKMcRIOU+I9BNHR2ROYB9az9a3DdM1YQod0OR\/p2NJnCJ908sv3H7616tHYwJFtZA5OR\/jTA7Il4YjwHiRGVP9W07eMOEoZdMv2melOYSUpDqDbfVq9QrsiXlgNbjxAn9qXxOyAyzDWSB1Ajwrfq03TzS8JL911Pv9Lnm4qJJdkpINrZZ8uda+J2ROTffrFBXhqSGCiBo55z6KaHC9FiDnLQ8AP1v10pjiCAM1Hmw8ZJOpZKXzek+AiWn5nTf1aokklhc+JGp0DuelZmlhKh4LT5sPl\/xelcJQUUpUSxh9Jg\/XxouPigMhJggB9SwnxpBCmWSzZt0LecdKtUgnaH41JN5AN845iuKJSGSXAY3Z4b5mqYWJDrygHMftLdavhYJWCxBdOs5EUVLlV+KQPHWLl\/uKGVASLnZw14EfW1dKFgglLvs7B8tmrhw3fIDeMoDeHxSahKnCzDMXOZ9ftVTilA4Qoucts7w4+lGT2gFKkIYaHU6ejWZi9oKi17B28+V7+6alUw\/ZRxKCmt3mZxfuwZAeelPryebnPM0t2fCISbuWjaRrzMH2TU\/jEOQHdvqR5EVseJn0t\/FdiIyfZgXD5zn9FMwlXsPJPg7sz7CkUJYpcsIe4LQTzLPPKmsBZWSDAP3a\/T52VRnKhFKUnvS2W0NJvYRsaGtalnUDbIOzgDY273Km+1oKk7iOYZ52sfSaykLICgIBvqzli40jzqV8+KbTi8LPBAt5vn4\/wD1TGHiOGBLidjcwxLB8qVUpSSXzYMwMMAWfpV0LMCzObXGemhHwzWZoElSgly\/CN8j01uaJhKkm2e3Q+I\/toSCSbwwh3y8B+9W7MkKBLMLtrHjlefy05QwQEp4hlGjDRzvUwFFwcw5tlcPrGmprqVcRYsx9PFsvEVfDDOWtvJO+nSkImGgFhlbflGQemsPDLtn4gZ8uoegIAbnlkPVv8qZB4Qz3ltnh8r\/AEpyhpCQbsBrJJ8M9v8A6pzCUPeJYZQJ+++1KFQYMN3z+zfc0f8AiKSEgqYSWcXkS3Lzpo0cEA+0TENBnQTA+L901oIwiQFKLgQz+iBuKzE4pZAdxJZwcyM5yHhWz2YuQQlmYt0c3mZjekASsIgFaSwsz+iRv\/6vn4rCxOhFp0uXHPQ6cVa3aVTxFN3LWyi2QPsjasY4pZYBAEQ4GYAGp\/esxXFUPddjlBn17J9r+pkVpAsxBzkEHrD+PF1pkYqiFDiDQWcbWfOTQEkMriFpfMHpDXvoNKJksVBds\/AHxjqWpVaGcP8AflOTinSpwzgNLfNvM5WNLKZtx6\/b\/KudLJPHUXcXLeDDw\/aogBQKjy5hnZ\/Cr4gBYttyygw35eedVWoggCw9Zwf2oqEtQg5X1HU8h8qHhnhUBLlJ2ePA3Bd9U13HQwBEnSY03ab+17tUYhaZb\/WeosOgqUxZeIWYlyQOWpuS8\/0+9Ql4pJi5hsjeW9ZVxayxzBbK3zi1UClEgAsziwBAnSRp9q57J0FSDxCAekwDBu2p271XACj3CxPiBL2s2h27xpPExICVFwHaJvLHmPlWn2JJSlwmTkz93Y7sDWlRBiXaGB3yAH0ttrSoxCnvMXszZObhrwJ33o2OSkgJkBmuxOxPTh\/tNLYihxFjGXLK9rGBVZ1GI4ZYcx0DMLWeP1U3hYDBSnvLtnbpb9V6yMJUkliS3MnIhtLt\/LmmtPDxSjDVPR5MiL65\/wA1ScshxlREiLWN\/BxSuMlCSkkQejTaLkRFEGMFOSXBb\/YOeX5pqxUlUEED5F2BG0d3n45l+0YaCAoEgs+p2OrxS38IQOIC+RfPWLF\/Gu4qUpSUqSxDeDRmYfP4hsqu4auGALjqzEtP0q0zXwMIOk8h5TFRRLwI5ZvlyagoWxCQCbePp6stR4oD\/a5A8c\/OmggHD3Te762YPpY\/qrSxCyUlr5N51n4WISR3nubvnDas3nR0Y8zPn13t50pEVQ+GBa7nrmbP1q5UHITOVr9LZUtxcJn1aPn\/AIv7NGJCiWT0d4fU360kM4ile8ZYbmw8OVdOKkBJDvIyGbx0NV\/hMGebNIPKdqEhC2KAlM5uCdjJhwSOtVj6MdLWLjNwQ2dx6STpW\/8Ah3auIpdQ03aw5iWb3a8vgYWMD3YIz4hHMBzt64a3uwYKUHjUriUHLSw3mSXYJdr591lOwo7+Jdp4SoBch076Hpl+avPLxw2blswA3Jsy3ga1e34KVnjCuFRnNjlLSC4NvaY933jg4uFiv3i5ObgQzQC3JvdrVtZdGKk8Tk5DI5jLkDVcJRccJYl82Ni487UJaFtwFIDTcAv0MgCKIMKGedLnQCNnokElQdPFGWmmWdzFDQGkyBuxOUZg3rsJICknk7ZjPLpQlqclrT9YqMZwmIVAjLf16ms1QK+7f5jPwt+nrTWJjTkPqYcwKBirUCWUxMvbq2s+VClDJLyC0B7bD6fqerY2EniJ9eGooAUeJiCPswgjl6irLWXZiPRt6zqEyf4Qcp4hbQ2t4M8PTfZUJDrJc3dm52zE0DEUS3EASBd9jfrzrmEkKHCkEm3TOMhQx6quAErUWEfV3AHUGwzppOKq4EmHZ\/ViOtC4koAawebOWY7Cf\/XfhxWbxa5e97D9sq29MaxcBwlVh6a9\/wBhSalJbhEcvVp9PTKsYrwwbdGbe8f6rIxlAtllncdN6n5GDRiBxllHX10FPYna0hTAQAMtniY0qVKE18YsjGBJDb23501hY4UApokAMM7Pq16lStNKOe0pUM3cywfrLacmpP8A8gBWZLPfNqlSn+TzDDntTAXt6zudaP8A+Wl4eQMv3tfxqVKQmU9qYMHchifC070wntKAQoAuIsGzyepUrpIgDtY3GUD96KvtyS0EOxYWyfP1tUqVmMYPaUgS8y0N1oqfxBxbTIej1rtSmh3B7VxABzcRDXudTNM\/+Wx4ZB16R4VKldJCnD2yUiSYY6evW6uL2sBw5uYy53vUqUaIoe3MYEch6HSg4va0kQCDfJulSpUUBHbEg2J2IiOr0JXakgcTHbaKlSh\/FkVXakGSC9trC4falz2gGFSwPi\/O0+s5UqUQI7QN4cefym1A\/wDJYPt9HmZiNq5UrlXrFv44KnLuN9n+fKnT2kBOeRJjy\/f6VKlTHi0CvHACmG1hz838aSPaAeEtrze0nlpUqUKppM4faU8YTwwY6zP7UqcZIOZvfnz9OalSt18Z\/9k=\" alt=\"Hiperespacio \u2013 Astrocuriosidades\" \/><img decoding=\"async\" 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\" alt=\"Google Maps te lleva al hiperespacio cambiando entre planetas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Los humanos seguimos afianz\u00e1ndonos a todo lo que nos ponga en el centro de las cosas. Los fen\u00f3menos que no pueden ser explicados nos excitan y hemos estado us\u00e1ndolos para justificar a nuestros dioses desde que descubrimos que podemos producir ilusiones para tapar nuestra ignorancia. Cada vez que algo es explicado, movemos nuestras pertenencias hacia el pr\u00f3ximo misterio; y cuando ese enigma revela sus mecanismos nos pasamos a otro. No es la ausencia de evidencia lo que mortifica al creyente que propone afirmaciones extraordinarias como verdaderas, son las evidencias del otro, del cient\u00edfico en el laboratorio; \u00e9l lo obliga a buscar otra casa y mudarse donde no haya iluminaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, creamos nuestra propia realidad dentro de otra realidad m\u00e1s grande que resulta ser el UNIVERSO.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/static.flickr.com\/88\/236908625_db6e158108.jpg\" alt=\"\" width=\"388\" height=\"290\" align=\"middle\" border=\"0\" hspace=\"6\" vspace=\"6\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, esa sabidur\u00eda a la que antes me refer\u00eda nos deber\u00eda llevar hasta prop\u00f3sitos superiores, incluso de una c\u00e9lula podr\u00edamos aprender:\u00a0<strong><\/strong>Cada C\u00e9lula del cuerpo acuerda trabajar por el bien del Todo; el Bienestar individual es secundario. Si es preciso, morir\u00e1 para proteger al cuerpo (Lo que ocurre con frecuencia). La vida de cualquier c\u00e9lula es much\u00edsimo m\u00e1s breve que la nuestra. Las c\u00e9lulas de la piel mueren por cientos cada hora, al igual que las inmunol\u00f3gicas que combaten los microbios invasores. El ego\u00edsmo resulta inconcebible, incluso cuando la supervivencia de las c\u00e9lulas est\u00e1 en juego.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/gBtyM_8kB-Y\/hqdefault.jpg\" alt=\"La justicia como bien com\u00fan o como bien individual - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El comportamiento humano tendr\u00eda mucho que explicar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 no hacemos nosotros lo mismo? \u00bfAcaso no hemos finalizado nuestro proceso de Humanizaci\u00f3n, o, por el contrario, simplemente se trata de que somos as\u00ed. Seres ego\u00edstas en los que prima lo individual y el YO, contra el NOSOTROS, como Ente principal. Hay una cuesti\u00f3n que me da algo de esperanza: Cuando hablamos de nuestros hijos, de nuestro ser Amado\u2026El Yo se queda detr\u00e1s y prevalecen esos valores que, en realidad, son los que nos distinguen y nos hacen grandes.<\/p>\n<p style=\"text-align: justify;\">Bueno, pero \u00bfno estaba hablando de la Mente, la Sabidur\u00eda y la Inteligencia? S\u00ed, es posible. Sin embargo, todo siempre viene a desembocar en lo mismo: Nosotros y el Universo.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\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%2F2020%2F11%2F18%2F%25c2%25bfcerebro-y-mente-%25c2%25bfinteligencia-y-sabiduria-9%2F&amp;title=%C2%BFCerebro+y+Mente%3F+%C2%BFInteligencia+y+Sabidur%C3%ADa%3F' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F11%2F18%2F%25c2%25bfcerebro-y-mente-%25c2%25bfinteligencia-y-sabiduria-9%2F&amp;title=%C2%BFCerebro+y+Mente%3F+%C2%BFInteligencia+y+Sabidur%C3%ADa%3F' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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