{"id":7520,"date":"2026-03-21T05:55:26","date_gmt":"2026-03-21T04:55:26","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7520"},"modified":"2026-03-21T05:55:50","modified_gmt":"2026-03-21T04:55:50","slug":"%c2%a1la-mente-un-universo-en-si-misma","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/03\/21\/%c2%a1la-mente-un-universo-en-si-misma\/","title":{"rendered":"\u00a1La Mente! Un Universo en s\u00ed misma"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHVAhTFaTQnq6Z4eFWleSWbrAR4Z17LMcsJQ&amp;s\" alt=\"\u2728 El misterio de la conciencia y su posible origen cu\u00e1ntico Durante  d\u00e9cadas la ciencia crey\u00f3 que la conciencia era solo el resultado de  neuronas enviando impulsos el\u00e9ctricos. Pero una hip\u00f3tesis cada\" width=\"204\" height=\"254\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/diariohoynet.nyc3.cdn.digitaloceanspaces.com\/adjuntos\/galerias\/000\/476\/0000476021.jpg\" alt=\"La \u201cconciencia cu\u00e1ntica\u201d avanza entre los cient\u00edficos - Diario Hoy En la  noticia\" width=\"438\" height=\"254\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.observatoriobioetica.org\/wp-content\/uploads\/2025\/03\/28-scaled.jpg\" alt=\"Conciencia, mec\u00e1nica cu\u00e1ntica y neurociencia moderna.\" width=\"637\" height=\"165\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;\u00bfC\u00f3mo emerge la conciencia a trav\u00e9s de procesos cu\u00e1nticos que interaccionan con el elemento m\u00e1s fino de la microbiolog\u00eda cu\u00e1ntica?<\/p>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>teor\u00eda de la Mente<\/strong>\u00a0es una expresi\u00f3n usada en\u00a0<a title=\"Filosof\u00eda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Filosof%C3%ADa\">filosof\u00eda<\/a>,\u00a0<a title=\"Psicolog\u00eda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Psicolog%C3%ADa\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>colog\u00eda<\/a>\u00a0y\u00a0<a title=\"Ciencias cognoscitivas\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ciencias_cognoscitivas\">ciencias cognoscitivas<\/a>\u00a0y otras ciencias humanas para designar la capacidad de atribuir pensamientos e intenciones a otras personas (y a veces entidades). Aqu\u00ed la palabra teor\u00eda tiene principalmente la acepci\u00f3n de &#8216;conjetura&#8217;, o mejor a\u00fan,\u00a0<em>facultad de advertir<\/em>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Video Educativo: La materia y sus propiedades para ni\u00f1os | Happy ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todo lo que vemos y podemos tocar (incluso lo que no podemos ver), lo que est\u00e1 formado por infinitesimales part\u00edculas subat\u00f3micas que se juntan para formar mol\u00e9culas que, a su vez se unen para formar c\u00e9lulas y estas hacen lo propio para formar cuerpos que tienen masa, peso, volumen y longitud es lo que generalmente llamamos materia. Toda materia est\u00e1 sometida a cambios que la pueden transformar y convertirla en lo que antes no era debido a la temperatura, la densidad y otros fen\u00f3nemos naturales o artificiales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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Owz+zUWwoS0wOiL86yHbVOAIxgYM5E1cQ5trqSTqIgq4KqFUg4PPUawaSNFMRf9dv1T9VrX8O3oBDKXkh1IQDTPaDAjEHIMGRieWTw0Af8\/zNXoqnkR\/ux9jWUnRspFxslmjRIHzKCOqOe5FNw93QwZAylCDOH05EAgwN59zVg4ZQu5BMM0gdk7AZnx27qtCGAFfV+IMcavANWLkjVMsPFfGu67rW21GHDJGhSCJG22++8b1luWwJGjq6uqwHa9TPsDFXG3+JMn\/aW8Ry3nlVqWQvZbrdxxp9dj61m5mkTMLR5n\/SrxJU+cx705ZdAXSbbhtSspIwREFT95n8rSmesud5Ag+cbH95qG0QMZXuIwvmOXmPeo6zVIxtbxLAMPxDB9f8iaZ0IxqDjfJnTnwJPKcGtI4f5lkeB\/D4d4\/fjU0gmQOsMx2QygbgDn+\/Cp6y6RjNssTpE82UDHnjHriKvRGQalcIWBR0VtTEDvG0eBPKmLahsMA6gMBl7wBAxvVTJI1cx2v7sxq94B8x41bqstRUAN1GY6wJwy+A98En9F+Id16uOsAAOr+Y8DNXlAYYEgzDQM6okER3wfUTUNlj102GW5KjzEZ78Y8YqyZNHP4jhldTIkHtj8M8x4ePL2nzHSHAG03epyh\/KvY3CAwOdJAMT8hHZ+49Ko6Q6Nd7VxVQsFlg+g40k5B8a6cGZxaT4ZyarBHJFv3I8QRRFQ7VBXqHgArdwB3HlWE1dYulGBH78KrJWmjXDNQmmzuXGm3bEDAcTGZ1ExPhIPrUJHxA3yhrZ8FXBg\/X2prF9XXLbkaeohAO0n7RHjyowT1SAGHZ6oyu8fmDznxFcnB7qpq0VIpDsDuFu\/8AIIf81c1i2LTGX+JptGCE0qrZ3BnMDkCJHfTPcBhgg1rBuSSdUDtRjuyP1qsFBnT1WkNDGU5wQZ2IBHfHnBMhooUlVBHNzqgweqBifU0zvACkKZXUzERkyJxvA2mck1YLYyskTlNiG8JxvA9QKst2rboysxDKB8M6M8+qc95AnMYqyaM3EzcVw6qQisrNjVpkgueUwNjiIjxqribHw9IBJlAWI+Yk9kGYj9kchtv8MyXsggFgzSI0SeYkxBn28aycPbcFgoOoI\/VAnrSAceEk+EeFXTMJxM\/Z2gkeUK08u\/8AfnRwx1OdLd\/N\/Pu8\/pzq22iwWwpGFmSsmTPPaDvIkjlVDIZ65IAErMzkzie8kmfWtEcWRNDl+tCIU8O2+09qBz7gMHwmgRDAu+RHZOttO+CDHoSCKZb2sBD1dltn17LHcjPpyESKW5w2gkOYIMMqwx9wY+tSYjv8PtKpIJhtR0hX8VGRO8T3jlTBxpBXTM9ZQmrSveWYnJPL6zihw90AkAAAiGLdYr\/d3Ywdu8c6LXrg6pJUhjqA6vWmMQBRkM18Kt4sBpcBgUmHRdRHVyIAgwagLEghowO3cRutAnc984qcF0PxF0s1qzccoAzkIerzkn0otwhFxgCoGo6eug6pyOfcRWUqM3KixbZIA6mCTOq3OY3IMnb0z3mtq2GhIIEzu6AbxuT4VRbtgAAMurIuHVIZSBj71vVeoqgW+ydTSNWWOJJjlMgA5Oa48kjaE7COHuAlQwOfkuBw3lpJmtNqy89ZTpGW1LPVHiQYnb1FWcK90W3VXGgx8RQ9slvSZPpVtq2yqRBUsRyg6RtmOZP\/AFrjnM6YyNfC8XZ0Nrshnb5lbSB\/t2rMbKHbUu+qcjwyM\/StFq0xGoiRMSRPW7p3+tbLNhcMQVz1YyPODnHnn3rjc0mzpjKzKtlrYOkyD2sYC+K5z57faHhRGYHkZ9xy\/eK3\/wAoQZXI1EKdtXn4+FEWJiRBPZ\/u\/f776yeU2jJIwLYIwY0+O3of0zikKBcr\/tJ3Xwjbb39xXWfhv6algOuzfCg9mMdnzx774rEbUBpPyg9\/McvWPWpU7NY5EzE9uOtPfznSw8ZnxFV3LeQVBk9aB8rAkfcT61suIAvV6xJJ2MgKN49T37GqLrk9WcAdeIjV4Aew8RW0Wzoi7KmtgOMKJZDEmVkAxHcZjNJb4TrELqeUuldKzqAU5iZ3jcUzOO1pgz1IOO7aOXfPLberejuAa85tqwDMpNwsY6o+X1MTv961jb2LS\/xi2zCzJpYqp3QdYz1sncR3GqmuEKuF7TnYHq9Uc55g+1bOkeBNl\/hsykLlipkFj+eMDuE1gLx1iMfKP3y+9aImNNWhr9wyqqWHVAiY6zGYxHfHpXP6Rvwlxj+E6faB+Vbb13LMQAzSYGAinnnvHtJ8K8t0tx4uHSp6inf8Z7\/SuvBjcpLwc2pzRx435Zym2oCoTRFesfOANMtKagNAX2b5QyPUcjXX4bjFaBJBHZzDJ5H8vtXEoiqSxqR04dTLFtyvB6MJOZ2jrjceY\/P70CnPAPeMo\/pyP7xXK4fpN0jMx4DV\/wAomuhY6WVtyVPeDp+mx32xXLLHJHqYtVjntdP5NdpNJVgoMGdDZGI2bY+R38aL2SThWUgRsdS4jKnMR3Tj2opdLYBx4EDV5qTBPkasHNSf9I\/D\/tYz7Hes7Z1bGe7Zd+sSTJGSSQzARhjzgbGNqFy03zQTpGotgsCNmJyO6dj38619YYn3JDe2D7zVyFpjUe+JM+i4PsB51XrZVwTOU3BgyolZZSuo4VsjSTykEwdjG\/dlvWiqKpH48f36twfKNu7wr0ZQHBWcxAUT7DK+MmTVicFbeQcA9sjI1R3H2BkRV450uTmy6fqWx5O8gQALMlRrYn5iJ0jGMETzz3VLSlgQCRiJyA676SBJJxIGftXe4r+HbhYG0PiqwRXCySFA0yV3wADIBjPKuJxC6WiCMwgMqyR8pXvBImeeeddkJxktmeVlxyg6aG4ThjcYW7SG7cYwi6SWZhJwo8J58s7Vo40XU6rg2nQi1fQDQdajDMBzIgf7TVVsupFxXa3vpKkqytsdMZyJ7huOVPbuBiwILlh2nYks4kzAO5yNz2qMxfBp6K6Ra0Lqq\/whcQDWodn1LnSCCO1JBmR7Ckus9z4eosw+Gi82KqpYQJ2GJjaTTcA51qSvU1J8QIAh0kxhowfOvd9NLwTcMtzhnuW7iGbJlyWaActn6HeueUqZzZNlueJt8PcYlijkkksSpOrzroCw0r1TAVNWCOU\/nWa07EmWmctM9Zj5866QQzIEdS3tt2FrkyyJxSDbt7xjO05rpW0IIAMQAMe\/3JocGzSASSJlpJjSMkRtsK6NjMSqk98QfpFeXlyHbGQeHtTEgEd5H1kZrYtkHbHJQfw+cfpzq63ZAWIg7ZHyg8z5+HLerVtAb\/8A9V588ls2+5RmWzpyfY\/mPyqXLGcbHv8AHl5zitrW+rqbqgYk9UaeW\/72rDxXH2xOlpgRMQFXwmN85\/ZRUpPZF8ankeyKrzwWYcidJ\/u7+7xrBcaBHKZbl1o5+XKcnuqXeNHZPMjSYg7ciTHPnWe7eGkQNJkidJkzvAnEeHfXZDG1yenjwuPJHuZkYMQxG+nbAOwgxJiszeQj\/r3ZO59P8UdSxAPWzgz2Y\/CBMzJ2rMzGYkT\/AKs\/ct6YrpjA6opIZ3HjPf8AM3kvLHlWctyHsDj1bb98qj4GcDxwPVRmfMiubxXTdpMatZHZA29hj3Jrohik9krInlhBXJ0b2PkY9ET9\/uax8X0glrLN1u\/n6L+Z+lcLiunrj4WEHufTl7CuW7EmSSSeZyfeu7HpO8jzs31BLbGrfk3cf0q1yQOqvdzPmfyrmk0TQrvjFRVRR5GTJLI7k7YtMKWmFSUAagqGjQBFNQqUAQaIoCpQFqXCvZJHka12ek3XeG8x+\/tWEURVXGL5RpDLOH+smju2OnwAVZIB7tvONvoa22OkbTfOF8D1R7CB9DXlgKcVjLTwfGx1R12Rc0z29nibZQKCp31GRGnGBIA3BzE9arbdzIOkERtBYewBEj8q8KDG1XpxLjZ296xekfZnRH6gvdE9va4hl3dgcFRqCjUDM6RP67V2+G41bw03lFwlfnQFW5bNzH75183t9L3l2c\/vyq+103dUhurI56c1jLST7F3rcUlUl+j3t7oLg3nXZTPaCTbIYHHZI5d1Z\/8A0S4QtKfFtwZXS89YZ3YGun\/DtxeN4cXFfTcHUvpHYcdxBGCII843rpHoc4JcZ71efv8Aua5X6iDq2YvJpnz\/AEcK3\/Dy20e3bvuEudtWS08ZnSCQDjGapT+EV0lf5mTrtsqm1jAbBAYDMj2r0q9HMuZQ77qY7wZmarPBXJnWntP1iqqWdNtd\/hHPklpGqkzgL\/CK6jPEZPa02EA9AGgDyityfw8gH\/tjP9PZCJgAfijx29a6S8IwMlrZ9PblTPZY7skye\/8ASs5fflyc7yaGHuX5Mljou2gPXLYIXAGnxG\/jitdvhra7SRjUTnnttPL71DYMAkr6LO3tSfC\/u\/0wCPzrF6bJLlB6\/RQ9y\/ZoPEoTOkerElsDOaF\/pD4YJhgo\/CoB9qzvbK4Ln\/8Abyma+e9OfxKxvMtkj4aGFYiS7jdgRHPA8BPOtMf06cnuqNsGt02Vvo3r4PScX0i91zqbExCkNA7wJH3zWZ7kE7+fY9wQR9a8Zc6bvt85HkKx3OLuNu7e8favQjoGtrSPQ9fjiqjF\/o9rf4obswGAMmOqBHIkbAcq51\/pi0uNYI\/tk\/Tb6V5M53zSmt46KK5Zk\/qMvbFfyegvfxGgEKrHzMD2GPpXPvdP3WwulB4Cf8fSucRSEV0R0+OPb8nNPWZpd6\/4Pe4l37TMfM49tqpNNQNbJJbI5XJydsU1KlQ1JADSmmoGgFNEVKIoAURQNEUAaNCiKAlEUKYUAaIFQCmFAEUQKgoioJCBTAUBTAUAQKcCoopgKA7\/APBvTX8pxSlzFm7Fvie5c9V\/QnfkCa+vMCMd+fDV5bc\/rFfBQtfV\/wCB+nP5nh\/guf61hQJnN2yMK2eY2Poedc+fHatGcl3PQEyMiT7fb1+lUY7vr\/51qNvPmNtutv5b\/eqGtkHAHpmuWMTz9RFlDsPoPtHd4UrsP2f8VdctnGDsR2fE1UbTE7HfmvjWqhZ42VNuiu6w2jYd\/wC++q24ggSP0yf8Ami9uSSY3nB\/Klu2woljAALMx6oXEyecAAeVaxgrMljk3sed\/ijpM2eHIU9e4SiZyMdZvQQJ72FfO9Ndjp3pE8TfZ4hANFhfw2gSdvEkk+fhXLZa6EqPp9JgWHGl3e5SRSEVaRSkUOsrIpDVhFIRQCkUppjQNAIRQNOaUipIEoGiaFACpRoUApoioagoAGmoGjQEoihRFASnAoAUaAYURQFMKgkIphSimFAOKYClFOKAYCrAKQVaoqQMq10+iuMucPeS9bMOhnwZfwnwIxWG2tbbSVdRsq2fYujOkbfE2Vu2zg9tZzaujJBG32mZG9XPZ8PpA+lfOv4f6QucNc1JkHF1D2bq\/wCOR5fSvpfAcVbvpqQ5+ZT2k8D+oxXNPFTtcGM4KSozmxtgf96QcPuYGx7\/ACrqjh\/vSnh8fv8AOlHDLTb3RyBZ\/XYA\/TNeK\/i\/pedXD2zz\/wDW2HzMDItz4HJ8cd9em6f6X0KUsnrZ1OPk\/wBPj48uXh884mzFb44d2aYNMovql2OPcSs7LW+6tZLi1aSPRRnIqsirSKrNUJKyKVqc0pqAVmgaY0poBTSmmNA0ApFJTmlIqSAGhRNCgAaIoURQANGgaNASiKFMKAYUaAo1BIRTClFMKAIphSimFAOKsFVirBQDirVqoVYtSgardbeHYHmK5dw4E7a11\/6NQn869FePR127pRlQs90Wii6AVa7aKKWFtYwHGxIBOTIFX6qKtWb+BgRJFex6GQSCDnvH6184DrbvurEFV4a2E3dF4thaZgCyPtNwZUxtvmuzwnSlsFilxxLgqqpdXSupQVErEQSZgeAHZCTsq0fXbBJGTNZekBKkTjurwHA\/xHeZdWoghOupJlLvw7RCKCIPWZxkidIjYk08V0xcxqNyS6LdwVKWmdtT4BBIXSQJPrtWVDsdDpNFkwRXleMjNS3x1q4y\/GdrQhBcCpdyDbsBjqAkkML0TOZMEVzTf4ZtBLlW0Asp+Oqa9HDhtTBS244ggCRIB5w2qdBIqvCsV2tPF3eHmOHa40NZ6z65uoyMXJEACGCDH4ufLNcajdlkjO1VmrGNVmqMsIaQ05pDUAQ0ppjSmgAaU0TQNAKahqGpQCGhTGlqSCVBUNQUACKMVKlAQCnAqVKAMUQKlSoJGAogVKlAECnAqVKAYCnFSpQDirBUqVILkNaFRSIKgjyqVKuiGb+F0qAAAB3RXW4figOQ9qlStDJmxeKSdWkau+M0bvSE1KlOlEHN4jiAeX0rl32Hd9KFSjLIx3DWZzUqVkzQqNVmjUqpJWaUipUqAIRSkVKlAAilIo1KAUihFSpQAIpCKNSpIBFACpUoD\/\/Z\" alt=\"espacio c\u00f3smico: suposiciones del universo.\" width=\"314\" height=\"176\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRdSd5jybVhRDe_VRj1tVfB9q707vFEDacl2ycKdI8cXD8w7KG6tS9_aE8b-WfWomg1LkMwIIDDyZbFOAVpwg0a7uHl-VLVbecqbg&amp;usqp=CAU&amp;ec=45690275\" alt=\"En qu\u00e9 otros lugares de nuestro cuerpo tenemos neuronas (adem\u00e1s ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTGRunYdpIHlvUHtCip2-nO4uNhnqdEB_AV71gQapOVVpKbIREt2cFWwe5CgT5lYUZTtDhfr57Vjj9-NqURSOtxqMBaDy4we-35FA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Medidas del Universo: qu\u00e9 y c\u00f3mo se puede medir\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ8pOU8UtOiRXjJbmmBwZ9AIqZ1q1JZcZtFbI4EIUZsH2-Kcf9Q-D4VWQodVqdDHxlYklKdRs68XrCoPRDi3CC3_JkWwuQa30qZaQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"Abell 2029 est\u00e1 compuesto de miles de galaxias (imagen \u00f3ptica ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS8-WeeyLZv1GcILla51_0uxanZgm-gbwfzHA&amp;s\" width=\"598\" height=\"335\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando hablamos del Universo, nos estamos refiriendo a todo lo que existe, no s\u00f3lo galaxias, estrellas y mundos, tambi\u00e9n la Vida y los pensamientos, los fen\u00f3menos naturales que podemos observar, las transiciones de fase, la energ\u00eda y la materia, y, en definitiva, podr\u00edamos decir que el Universo es esa burbuja que todo lo contiene.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/muyinteresante.okdiario.com\/wp-content\/uploads\/sites\/5\/2024\/12\/Portada-normal-31-schema.jpg\" alt=\"Vivimos un espejismo cu\u00e1ntico: Usan simulaciones num\u00e9ricas para modelar  c\u00f3mo emerge &quot;nuestra realidad&quot; desde las probabilidades del mundo cu\u00e1ntico\" width=\"630\" height=\"354\" \/><\/p>\n<p style=\"text-align: center;\"><strong>\u00bfSer\u00e1 todo un espejismo?<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Con frecuencia hemos hablado aqu\u00ed de la Mente y de la Materia, del Universo y de las galaxias que lo pueblan, de los Mundos y de la Vida, de las m\u00faltiples teor\u00edas que observando y experimentando hemos creado para poder explicar la Naturaleza, de las Constantes Universales y de las cuatro Fuerzas Fundamentales. En fin, hemos hablado de los onjetos ex\u00f3ticos que pueblan el universo y de las maravillas que ocurren en el coraz\u00f3n de las estrellas que, a temperaturas de millones de grados, transmutan los elementos simples en otros m\u00e1s complejos. De todo eso y de muchas m\u00e1s cosas hemos hablado aqu\u00ed y, posiblemente, alg\u00fan lector, haya podido aprender alguna cosa. Siempre hemos procurado exponer los temas de la manera m\u00e1s sencilla posible y, si lo hemos logrado o no, ser\u00e1n ustedes los que lo tengan que juzgar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_RRFoPEjk280\/TMXvbSrsP5I\/AAAAAAAAAKY\/nuPDOEtFsU0\/s1600\/Galaxia.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una galaxia es un universo en miniatura, all\u00ed pueden estar representados todos y cada uno de los objetos que pueblan el Cosmos. En el \u00e1mbito de una galaxia todas las fuerzas del universo act\u00faan all\u00ed a nivel local, La Gravedad mantiene all\u00ed unidas a las estrellas y los mundos, las Nebulosas y las ingentes cantidades de gas y polvo que contienen para crear estrellas nuevas. All\u00ed, en las galaxias, residen <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/entra-algo-aprenderas\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/entra-algo-aprenderas\/comment-page-1\/#\">neutrones<\/a> y una gran variedad de estrellas y de sistemas solares, as\u00ed como cometas errantes y enormes meteoritos que vagan por el espacio interestelar. En una galaxia, amigos m\u00edos, podemos encontrar todo aquello que en el universo existe. Las hay muy peque\u00f1as, enanas con menos de un mill\u00f3n de estrellas y tambi\u00e9n, las hay gigantes y supergigantes que llegan a tener muchos cientos de miles de millones de estrellas. Algunas tienen di\u00e1metros que sobrepasan los 600.000 a\u00f1os-luz.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/1.bp.blogspot.com\/-1oe-DFhusTI\/TyWV3s45fwI\/AAAAAAAAAKk\/6E2WAfU26Tw\/s1600\/page+vbb.jpg\" alt=\"Paseando por el Universo: Grupo Local\" width=\"679\" height=\"679\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pueden estar aisladas y tambi\u00e9n en peque\u00f1os grupos (como nuestro Grupo Local de Galaxias donde reinan Andr\u00f3meda y la V\u00eda L\u00e1ctea. Pero, tambi\u00e9n existen enormes estrucutras, c\u00famulos y superc\u00famulos de galaxias como el de Virgo. Muchos son los tipos de galaxias conocidos y, referidas al material que las conforma, a su condiciones f\u00edsicas espec\u00edficas, o, tambi\u00e9n, a otras circunstancias especiales, raras o ex\u00f3ticas, la familia de las galaxias es grande y muy variada.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/jehuelverdadero.files.wordpress.com\/2012\/01\/cambiar-la-vida5b15d.jpg\" alt=\"http:\/\/jehuelverdadero.files.wordpress.com\/2012\/01\/cambiar-la-vida5b15d.jpg\" \/><\/p>\n<p style=\"text-align: center;\"><strong>Y, en todo ese aparente marem\u00e1gnum, apareci\u00f3 la vida<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201cLa Vida, como una c\u00fapula de vidrio multicolor, mancha el blanco resplandor de la eternidad.&#8221; <\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Val\u00e9ry<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la vida? - Documental Corto - YouTube\" width=\"320\" height=\"179\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTqJbmyI0yuiaK9urOPIiGmKz2WdvabzPBVl5iiyA8S8t6SXn02G6CHTtOQ4gn_bg2Iba3etQ5zVl-e6gB-83HRzDPshzHa760OpA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Por qu\u00e9 no encontramos vida extraterrestre? Porque el universo no ...\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es Vida? \u00bb Su Definici\u00f3n y Significado [2020]\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">De la misma manera que no llegamos a comprender el Universo, tampoco conocemos lo que la vida es, y, hasta las definiciones que hemos encontrado para explicarla, ni se acercan a la realidad, a la grandiosidad, a la maravillosa verdad que el universo nos muestra a trav\u00e9s de la vida, en la que, a veces, subyacen los pensamientos y los mejores sentimientos.<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed, como dec\u00eda al principio, hemos comentado sobre los muchos procesos cient\u00edficos que, de alguna manera, han podido involucrar a m\u00e1s de uno que, habiendo sentido curiosidad y teniendo ganas de saber, han seguido con cierta fidelidad lo que aqu\u00ed pasaba. Hemos podido explicar que, la Astronom\u00eda, al destrozar las esferas cristalinas que, seg\u00fan se dec\u00eda, aislaban la Tierra de los \u00e1mbitos et\u00e9reos que se hallan por encima de la Luna, nos puso en el Universo. Tambi\u00e9n hemos podido contaros que la F\u00edsica cu\u00e1ntica destruy\u00f3 la metaf\u00f3rica hoja de cristal que supuestamente separaba al observador distante del mundo observado. Juntos, hemos podido descubrir que estamos todos, inevitablemente enredados en aquello que no conocemos pero que, deseamos conocer.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/shedsenn.files.wordpress.com\/2012\/03\/misterios.jpg\" alt=\"http:\/\/shedsenn.files.wordpress.com\/2012\/03\/misterios.jpg\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0Siempre andamos a la casa de misterios que resolver<\/strong><\/p>\n<p style=\"text-align: justify;\">La Astrof\u00edsica, al demostrar que la materia es la misma en todas partes y que en todas partes obedece a las mismas leyes, nos revel\u00f3 una unidad c\u00f3smica que se extiende desde la fusi\u00f3n nuclear en el n\u00facleo de las estrellas, hasta la qu\u00edmica de la Vida. La Evoluci\u00f3n darwiniana, al destacar que todas las especies (al menos de la vida terrestre que conocemos), est\u00e1n relacionadas y que todas surgieron a partir de la \u201cmateria inerte\u201d, puso de manifiesto que no hay ninguna muralla que nos separe de las otras criaturas de la Tierra, o del planeta que nos dio la vida yb que, en definitiva, estamos hechos del mismo material que est\u00e1n hechos los mundos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Una Galaxia es un Universo en Miniatura pero\u2026 \u00bfQue es la Mente ...\" width=\"331\" height=\"220\" \/><img decoding=\"async\" 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\" alt=\"Somos Uno con el Universo\" \/><\/p>\n<p style=\"text-align: justify;\">De manera cierta y precisa, no sabemos de donde venimos, qu\u00e9 hacemos aqu\u00ed y hacia donde vamos<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/egasmoniz2.blogs.sapo.pt\/arquivo\/universo.jpg\" alt=\"El divagar de la mente : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que que estamos conectados por esos hilos invisibles a ese todo llamado Universo<\/p>\n<p style=\"text-align: justify;\">La convicci\u00f3n de que, en cierto sentido, formamos una unidad con el universo, por supuesto, ha sido afirmada antes muchas veces por hombres sabios en otras esferas del pensamiento. Acord\u00e9monos de lo que dijo Her\u00e1clito: \u201cTodas las cosas son una sola cosa\u201d; Lao-tse en China, describi\u00f3 al hombre y la Naturaleza como gobernados por un solo principio (lo llam\u00f3 el Tao); y la creencia en la unidad de la Humanidad con el Cosmos estaba difundida entre los pueblos anteriores a la escritura, como lo puso de relieve el jefe indio suquamish Seattle, quien declar\u00f3 en su lecho de muerte que \u201ctodas las cosas est\u00e1n conectadas, como la sangre que une a una familia\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Ligamiento gen\u00e9tico y mapeo (art\u00edculo) | Khan Academy\" width=\"528\" height=\"208\" \/><img decoding=\"async\" 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\" alt=\"Mapa cromos\u00f3mico\" \/><\/p>\n<p style=\"text-align: justify;\">Pero hay algo sorprendente en el hecho de que la misma concepci\u00f3n general ha surgido de ciencias que se enogullecen de su l\u00facida b\u00fasqueda de hechos objetivos, emp\u00edricos. Desde los mapas de cromosomas y los registros f\u00f3siles que representan la interconexi\u00f3n de todos los seres vivos de la Tierra, hasta la semejanza de\u00a0 las proporciones qu\u00edmicas c\u00f3smicas con las de las especies vivas terrestres, nos muestran que realmente formamos parte del universo en su conjunto.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"aligncenter\" src=\"http:\/\/fc04.deviantart.com\/fs10\/i\/2006\/138\/f\/a\/Tamino_by_19_10.jpg\" alt=\"\" width=\"460\" height=\"689\" \/><\/p>\n<p style=\"text-align: justify;\">Hace tiempo ya que, me resulta dif\u00edcil no creer en la presencia de Vida en otros Mundos. <strong>\u201cUn triste espect\u00e1culo. Si est\u00e1n habitados, \u00a1qu\u00e9 campo para el sufrimiento y la locura! Si no est\u00e1n habitados, \u00a1qu\u00e9 despilfarro de espacio!\u201d <\/strong>La verificaci\u00f3n cient\u00edfica de nuestra participaci\u00f3n en las acciones del Cosmos tiene, desde luego, muchas implicaciones. Una de ellas, de la que hemos hablado aqu\u00ed con frecuencia, es que, si la vida inteligente ha podido evolucionar aqu\u00ed en la Tierra tambi\u00e9n puede haberlo hecho en otras partes del universo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSjpbl7EZIKlICG1wDDs1PlWytwoDrzX9z2Aw&amp;s\" alt=\"Descubren un planeta como la Tierra, pero inhabitable\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHX77_OPfaXAiZM3mrJzjHWl7KdVksAHkiCQ&amp;s\" alt=\"An\u00e1logo a la Tierra - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En cualquier planeta como la Tierra (de los que se ha calculado que existen\u00a0 miles de millones s\u00f3lo en nuestra Galaxia) que orbite una estrella como el Sol (de las que existen diez mil de millones s\u00f3lo en nuestra Galaxia), si est\u00e1n situados a la distancia adecuada para que est\u00e9 presente el agua l\u00edquida, lo m\u00e1s probable es, que la vida prolifere y, con el tiempo suficiente, evolucionar hasta la inteligencia. tranquilamente podemos especular que no somos la \u00fanica especie que ha estudiado el universo y que se ha preguntado sobre su papel dentro de \u00e9l.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.emiliosilveravazquez.com\/images\/portada.jpg\" alt=\"\" width=\"360\" height=\"509\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Nuestra comprensi\u00f3n de la relaci\u00f3n entre la mente y el universo puede depender de que podamos tomar contacto con otra especie inteligente con la cual compararnos. Raramente la Ciencia ha obtenido buenos resultados al estudiar fen\u00f3menos de los que s\u00f3lo ten\u00eda un ejemplo. Las leyes de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/entra-algo-aprenderas\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/entra-algo-aprenderas\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> habr\u00edan sido mucho m\u00e1s dif\u00edciles -quiz\u00e1s imposibles- de formular si s\u00f3lo hubiese habido un planeta para someterlas a prueba, y a menudo se dice que el problema de la cosmolog\u00eda es que s\u00f3lo tenemos un universo para examinar. (El descubrimiento de la evoluci\u00f3n c\u00f3smica reduce un poco esta dificultad al ofrecer a nuestra consideraci\u00f3n el estado muy diferente del universo en los primeros momentos de la evoluci\u00f3n c\u00f3smica). La cuesti\u00f3n de la vida extraterrestre, pues, va m\u00e1s all\u00e1 de problemas como el de si estamos s\u00f3los en el universo, o si podemos esperar tener compa\u00f1ia c\u00f3smica o si debemos temer tener invasiones exteriores; sino que tambi\u00e9n ser\u00eda una manera de examinarnos a nosotros mismos y nuestra relaci\u00f3n con el resto de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">Hay cuestiones que van mucho m\u00e1s all\u00e1 de nuestros pensamientos, sobrepasan la propia filosof\u00eda y entran en el campo inmaterial de la Metaf\u00edsica, quiz\u00e1 el \u00fanico \u00e1mbito que realmente pueda explicar lo que la Mente es. All\u00ed reside la esencia de lo complejo, del SER. Ya sab\u00e9is:<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" alt=\"Lo grande y lo peque\u00f1o, el saber y la ignorancia, El Universo y ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTdThGyeSaJnLzKksLT3FUygTDCjb4dchxmkKse-s-FPOUF50UGzphhUW9bul_CTwVIRNj0gMTwJMos8YXX5g5iiTkwU3UUOZs3ww&amp;usqp=CAU&amp;ec=45690275\" alt=\"La polemica sobre la invencion del calculo infinitesimal\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<a href=\"https:\/\/www.google.com\/#\"><strong><em>Leibniz<\/em><\/strong>\u00a0<\/a>\u00a0el antagonista de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> por la autor\u00eda del calculo infinitesimal, entre otras muchas cosas, dec\u00eda esto:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201cTodo estado presente de una sustancia simple<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>es naturalmente una consecuencia de su estado<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>anterior, de modo que su presente est\u00e1 cargado de su futuro.\u201d<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Sabemos eso pero, \u00bfQu\u00e9 futuro es el nuestro? Si estrapolamos lo anterior a nosotros y a nuestro futuro resultar\u00e1 que, el futuro ser\u00e1 para nosotros lo que queramos que sea, es decir, lo podemos construir con nuestras acciones de hoy que har\u00e1n el ma\u00f1ana.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\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%2F2026%2F03%2F21%2F%25c2%25a1la-mente-un-universo-en-si-misma%2F&amp;title=%C2%A1La+Mente%21+Un+Universo+en+s%C3%AD+misma' 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%2F2026%2F03%2F21%2F%25c2%25a1la-mente-un-universo-en-si-misma%2F&amp;title=%C2%A1La+Mente%21+Un+Universo+en+s%C3%AD+misma' 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; 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Aqu\u00ed la palabra teor\u00eda tiene principalmente [&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":[150],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7520"}],"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=7520"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7520\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=7520"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=7520"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=7520"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}