{"id":28204,"date":"2025-09-04T06:46:08","date_gmt":"2025-09-04T05:46:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28204"},"modified":"2025-09-04T06:47:11","modified_gmt":"2025-09-04T05:47:11","slug":"los-pies-en-el-suelo-y-la-mente-en-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/09\/04\/los-pies-en-el-suelo-y-la-mente-en-las-estrellas\/","title":{"rendered":"Los pies en el suelo y la mente en las estrellas"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el amor - Significado, diferencias y tipos\" width=\"346\" height=\"194\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSVldbXloybRWkmh7WZK1ZSR8EUbNEuMbCXfQ&amp;usqp=CAU\" alt=\"Los peligros para la pareja de dejarse llevar por el amor rom\u00e1ntico\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0Es una de las grandezas del ser humano, el Amor, es el que salva la especie de tantos y tantos defectos como tiene&#8230; (al menos de momento es lo m\u00e1s real de sus vidas): La familia que es lo que nos motiva para luchar y solucionar problemas. Ya lo dijo aquel hombre sabio:<\/strong><\/p>\n<p><strong>&#8220;Un hombre so0lo, est\u00e1 en muy mala compa\u00f1\u00eda.&#8221;<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo se puede explicar el amor? El materialismo no puede hacerlo. Ni los \u00e1tomos, ni las mol\u00e9culas, ni las c\u00e9lulas resuelven el problema. \u00bfQui\u00e9n est\u00e1 capacitado para explicar el sentir de las neuronas? \u00bfQu\u00e9 mecanismo nos mueve al amor? \u00bfC\u00f3mo es ese v\u00ednculo tan fuerte?<\/p>\n<p style=\"text-align: justify;\">Al igual que la fuerza invisible y poderosa del electromagnetismo y la gravedad, la del amor tambi\u00e9n est\u00e1 ah\u00ed, y cuando es verdadero el sentimiento, la fuerza es mayor que las cuatro fuerzas de la naturaleza juntas. Si estamos dispuestos a entregar la vida, \u00bfhay algo m\u00e1s fuerte que eso en el universo? Creo que no.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Sorprenda a su pareja con caricias seductoras e inolvidables | Zen secci\u00f3n | EL MUNDO\" width=\"460\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfQu\u00e9 caricia explica su turbadora resonancia &#8220;espiritual&#8221;?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"5134933276811765796\">El amor es una emoci\u00f3n compleja y fundamental que vincula a las personas y se manifiesta como una conexi\u00f3n profunda que va m\u00e1s all\u00e1 de la pasi\u00f3n, incluyendo respeto, apoyo y aceptaci\u00f3n.\u00a0<\/span><span data-huuid=\"5134933276811767239\">A nivel biol\u00f3gico, es producto de la liberaci\u00f3n de hormonas como la oxitocina, dopamina y estr\u00f3genos, generando sensaciones de bienestar, felicidad y mejora f\u00edsica.\u00a0<\/span><span data-huuid=\"5134933276811764586\">En cuanto a los sentimientos, el Amor nos transforma y tenemos comportamientos que, en otras circunstancias ser\u00edan muy diferentes, es tan fuerte lo que sentimos por el Ser Amado que lo dar\u00edamos todo a cambio de nada. Es una conexi\u00f3n emocional inexplicable, vemos en la otra persona la perfecci\u00f3n que realmente no existe,<\/span><\/p>\n<p><strong>El Amor es ese deseo irrefrenable de fusi\u00f3n.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfQu\u00e9 caricia explica su turbadora resonancia &#8220;espiritual&#8221;?<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a1Ninguna!, pero ocurre. Al igual que el suave pasar de los dedos sobre el teclado del piano nos ofrece una melod\u00eda que eleva nuestra alma, una caricia del ser amado no s\u00f3lo nos hace sentirnos bien, es algo m\u00e1s grande y m\u00e1s elevado, nos hace mejores.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2019\/03\/hombre-dando-beso-frente-mujer-420x281.jpg\" alt=\"13 reflexiones sobre el amor - La Mente es Maravillosa\" \/><img decoding=\"async\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2019\/02\/pareja-con-luces-420x258.jpg\" alt=\"El amor verdadero \u00bfc\u00f3mo es?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La verdadera experiencia del amor es misteriosa y est\u00e1 m\u00e1s all\u00e1 de la mera sexualidad e incluso de la misma raz\u00f3n; es tan grande y profundo este misterio que en realidad se escapa de nuestro entendimiento, y de ning\u00fan modo puede expresarse en t\u00e9rminos de biogen\u00e9tica. Son cuestiones de la mente que no hemos llegado a comprender y\u00a0que est\u00e1 muy por encima de las simples cuestiones materiales.<\/p>\n<p style=\"text-align: justify;\">Qu\u00e9 raz\u00f3n ten\u00eda aquel que dijo: &#8220;No s\u00f3lo de pan vive el hombre&#8221;. La met\u00e1fora lo dice todo.<\/p>\n<p style=\"text-align: justify;\">Plat\u00f3n tambi\u00e9n neg\u00f3 rotundamente esa reducci\u00f3n a lo f\u00edsico y hablaba de un infinito inventado, algo transfigurado a trav\u00e9s del amor, la llave que abre el coraz\u00f3n humano.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/platnamorcompatible-110214021133-phpapp02\/85\/platn-amor-5-320.jpg?cb=1297650012\" alt=\"Plat\u00f3n , amor\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">En el \u00e1mbito humano, despu\u00e9s del amor con may\u00fasculas (no todos son capaces de amar), la \u00e9tica es el arte de lo mejor y la cultura es su cultivo, que tiene un medio ideal en los libros que, desde las historias infantiles, de fantas\u00eda, de conocimiento cient\u00edfico o de cualquier tem\u00e1tica, siempre, en cada momento de nuestras vidas, nos aportan algo para que seamos mejores.<\/p>\n<p style=\"text-align: justify;\">La verdad es que en los tiempos que vivimos, la cultura es dif\u00edcil y encuentra poca tierra de cultivo. Prima la zafiedad. Programas de televisi\u00f3n de los que podemos sentir verg\u00fcenza. Se ha perdido el pudor y el respeto, y los valores tradicionales se est\u00e1n perdiendo, y vamos, si alguien no lo remedia, hacia una sociedad del\u00a0<em>vale todo<\/em>.<\/p>\n<p style=\"text-align: justify;\">No existe moralidad colectiva, y en aquellos casos aislados en que est\u00e1 presente, sus poseedores son mirados por los dem\u00e1s como bichos raros y llegan a procurar aislarlos en ese mundo de moral y honestidad que ellos ni entienden ni quieren.<\/p>\n<p style=\"text-align: justify;\">Aunque somos libres de elegir, la verdad es que la mayor\u00eda est\u00e1 condicionada por el medio; una realidad que les arrastra y no tienen ni la personalidad ni la fuerza para escapar del torbellino que irremisiblemente los engulle.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Matrimonios de Conveniencia. | Pro Libertate\" \/><img decoding=\"async\" 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\" alt=\"La Polic\u00eda localiza 527 matrimonios falsos con espa\u00f1oles a unos 7.000 euros con el fin de obtener \u00abpapeles\u00bb - Legalteam\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/laratagris.com\/wp-content\/uploads\/2020\/09\/matrimonio_de_convenincia.png\" alt=\"Matrimonio de conveniencia | LaRataGris\" width=\"494\" height=\"577\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 <strong>\u00a0 \u00a0Desgraciadamente existen los matrimonios de conveniencia. El Amor queda en segundo plano<\/strong><\/p>\n<p style=\"text-align: justify;\">Tenemos que ense\u00f1ar a los ni\u00f1os a leer, aprender a decir\u00a0<em>no<\/em>\u00a0en el momento oportuno. Un\u00a0<em>no<\/em>\u00a0en ese momento delicado de sus vidas puede ser la diferencia entre ser feliz o ser un desgraciado.<\/p>\n<p style=\"text-align: justify;\">La educaci\u00f3n tiene su seno en el n\u00facleo familiar; all\u00ed es donde todo se cuece, y los ni\u00f1os se miran en el espejo de los padres. Aquellos que dejan sus obligaciones y trasladan la responsabilidad a los maestros y la escuela, mal lo llevan.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"EL \u00c1MBITO FAMILIAR\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRzKvFI4jyWTN5uES7fMQvBWDI0x-E5noGWPA&amp;usqp=CAU\" alt=\"C\u00f3mo gestionar el uso de los dispositivos electr\u00f3nicos en los ni\u00f1os? Cuatro pautas en el \u00e1mbito familiar - Magisnet\" \/><\/p>\n<p style=\"text-align: justify;\">Cari\u00f1o, que los ni\u00f1os vivan un comportamiento ejemplar, que comprendan que el trabajo es el camino<\/p>\n<p style=\"text-align: justify;\">No existen soluciones m\u00e1gicas. Todo es disciplina y trabajo. Sin sacrificio nada conseguimos nunca. Es la constancia y el querer conseguirlo lo que finalmente nos trae el resultado. Lo que t\u00fa hagas es lo que recibir\u00e1s; \u00e9sa es la \u00fanica y cruda realidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La libertad total no existe. | Desmotivaciones\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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s36fSH9vVSioNV1giR948fXW9sTp3d41FBUOMXw50jmWtOj3q3UXUrxl\/3DaRzLWn\/qt1FUBVu4Htk27ZAkizoNmvL4nqqo1deALgW0myTbAGv\/mxJJ7ANaBfCYc5oMQDJO2eifpCexafvhtNkdPf7BS2Gw+86fGbqWNB4AT30rixAPSdD3iSPCB30EEXAZnjRVJO3QCNndl7yaUucpnAFvmgEsSQNw2T4d9SNvC+ap2ky3RCkk+LHwilryZjHSY7tSfQG8KBnZw8LmPnNqe\/YO6a1u2pAAgktljq3\/ug1I3hpA06O0j+802xuEZriKmgSGc9Z2dvmEd9A3xT6bPlayNoIT1n0VtgLBhiRGsd34NPbuDDKJ0jK3aRJj9oileQy2tOgx36D7qCM5MFCw+MNO06AeqpDi\/ZjHYeV0JYbv8At3KyLAAUDYWEdxn1LT7AQuKw79FzKe1kIH8VBaeCOUS6bStzOccp1Kmds9GsCqh5STyd+3bVWOa2ozTADO7gknpno6KvvBgm9dbds9X48KrnH3BK2JsOZJW28DdIOh7RJ8TQUjitgms3rVwkyWRZEABbhCkR1zvrq+AS7LW3fm84T0qRp6\/RXPUQhLZ2RyZ8CprqttOeT1CgqHHrCDJZI3MybtjLm\/kqiWiJgKSUHO2DTnAHb0rXSOOolbI\/8p8Bbue2qXaw4Dud\/OHgWYfxUEfat+bKkbNsbCDG\/spdbZVZiaeclp9Gf2Gpd7MK09J9vtoIJxBy6yCSCB8UwT663uRK7QRBg9DSKkb+G5w\/R07tD6G9FNThs2WfOBZCeojQ+BPjQIW4Lssf5G2tHuBOYwIGwMBMSRl2dsT1VJ2LIYB45xHO7RoR4+qkMXhw6xudSs9BPOQ92tAxVmyglSGUydI01nu304e3zgRA2A9vxT4gjvqQNoFR0qBPeJ\/HZTRrcSp0jSerSD4Fe8Ggo3Gf\/ct+ha+yt1E1Mcaf91cnblt\/Z26h6Aq88WbCslsnUi1r+jy2InxMDvNUauicUQOQU78i98XsRAntNBN29+m+SezUDxj00i6FrgB2LqfWfEwPoGnamFkaxLdsaL3s2vfW2DQBC5+MSSfzVn1tJ+lQJonnMdwjvOpHpA7qTW2M5B3ADZvfU\/uie+n4TmoNknMT26k9000wmoLGOcGuAdObzfBMo+lQYtW5YHr\/AL\/276LQEO5+O5A7BCCPAnvpy3Mtl+hSe9tnfs8aPc3wVsTCjMfogAek0GMShCgb9vgJ\/ijxrd7MKB0R6B\/albtuWA6wP5z6FFKXiRI6j93toI7k4a2vRJ8Fj+ajFDKnKfIuK\/R5jA\/dThOc8jXmadjH\/wDmlcmbm7iGJ8R7aCx8C4hS7QZDFtTGsmV9E+io\/jwQLmHJMSLiDdLQrAdsKaZcV8ToAT5rZD22zv8AoladeUXg83rFtVbKeV84jMAClw92oBBG8CggHT3oD\/x+nKK6RhrmZFcfGVT4ifvrjV\/hbEWhbtXbaHmytwPAdQBETpm6jXU+LF\/PhLDbJtp6BEeigj+Npl7K9Vxv4B\/NVdW3z2kbx6VH3rU\/xhfNiFHyLf2jn+mKjET3w9ar6C3tFA0s29AOmQe8A1lVlRPyQe8bad202\/43kVhE3dDMO46+ygZ3bYAQncQP2uafSRQ9mZEawDPWP8CnGIQskdIjvjQ\/tCszmUMN49YmgY4Yc912a5h9KZ\/eVq3uYXaBv1HaDI9PrrN1Ye28aFo7mE+gg\/tU9ugliJ3T17YP3HuoGwiFaNuh7Nv476Z43DmNNPiEjoPmn0kd9P2EArG8EDoJOnpzDwrV0BEHQNzZ6NmVu0GPTQcq4yAjEMDEhLUxsnkrcxUVUzxrBGLcEAEC3IGwHk0mOqoagK6PxRSbFodKxPRF3EEnw9YrnFdP4lW5wq6CSgE9AN29P3UEliJK83RnIC\/mjUKR+iAz\/Rp9dSeYohRlXu2Aes0jaQPckeaixO7MdBHYoH7dLoObOoJzMekbQPBZPdQM8RdNyQCArEIOmGmW\/ZzHuFOLSSZIy5iFHZt072A+jSGBtSJA81C\/07mieCj96n7aP+iQo7dST+OigxiUBKINjPP0UE+sDxpTDpmuO3QAv3n10pbQcoSdltAve3Ob0Ktb2VItjcW173M\/zUCSiWB6mbxgD92aZcNKeTIG0wJ\/SIqSVdWjpVR2AT95rZ7c7Rv9VBFOci3WAnKAAOxR95prxfvM7XC2wGB1mdtS3JBkaRozNPWASP5aa2cPyTEDRQP\/AKPsoEcJc5K8fkuWI\/TliviJHhVq4wnNhC8+bybk9QZcx\/ZLVU+FbTG2hSM2SVP5w5wPiavGAtpcsIph0dIbTQhhrp30FC4z2x7kMgGAu0TBiJinnFDjZhrWFtWLzm1ctrl5wMOJJDIQNRB2bRWvD1k3MFcC7cpA7VaPuqmYHEZrtrOoWA4LHzTzNx7aCU4ZxtvHY9nt3giFFRA+YC4yEyCoIPxjB26U4UYvCAM4S6hLDKGebY5uuYgllHZIqKuW0S6gtW1IuOrayG97YP73OxuaQe0bKvz68mek+gqaCI4K4Yt3GyNCOQSBmVlcaaow26zoQD1VKjRm27Fb1j+WmmO4v4a7mDW1BJVsygK0idcwFQ2HuXsI9vlS72mYWzdZ865T5ranMr7AV1XeI1oLDdtZlIB11jtBzCmthuZO4NHYCdPQw8Kkgn47JB9FNLVmHuW22MJHdIP8tAk9sm2V3g839JTmX7qUsqNHmQST2Bto8de+lLAPO+VoT+khg+qsqpAK6EB4+idV9BUeNA3xNsmQNJET0E7PB1X9qsOuYQQYYTHrHaJI7acXhMa6mVPUenxArS5cEBo3gHqnb4MPTQck41k+6nkgmLckbCeTSSO2oaprjcB7ruRsi3G7Tk03VC0BXU+JwC4APsJVlnf8Jd9QY1yyup8TLie47Ss6jVmIJA0V7n3wO80E7h7RRFXYSde3eOwDm+FJcJ4mG5NYzFdepCcskdeo7zTxcRbzfCJzR8pdp7+kjwqJxK2yzMLiS5VFOYTsjbO6ZoHmCeEVj\/1C1w9SKIQeAWn2HQgidsa\/pMRPgZ8abG9azEcomUZUHOWMqCTvre\/j7aqSLiZjOXnDbGUb9kkUCpHvZ6bj+gmP4Fp1dOq7hM\/cPSRTflbYe2ouJCKfjLtiBv6JqP4c4Str\/wBRebroy65VJA72K0ElZHNBB84lh9ImPQfRSmIJFskRmCkgHpjfUfwPiba2lzOsxJ56nbu27sw8KX4Qv2yjnlEkKQOesS2k7aBvwVavQpuERk2DeWjaOnWnPCIy27jx5obx0FSmDtcoStuHyhSYZYAnSTMbvRSOO4PuXLLC3lbMSBDpHnFd7fKUjtBoIvhC3ltKT8UD0KPZVu4PTLatDYRbQa7dFFRGN4MZkE5AucZiXSMugY+d8k+mrAiTEFdTA5y6kbhrqaCr8I2gFvLGis3pAf8Amp7Y4CsG3a5Szad1RQWKgmQoB1iazwhhLjC+UCtOo56CQLaA6loidJ2VNmyZA5uaYjMsyACRE7Y3UHKeNWD5PEFhbY20uIoK81bZL2rmoGxWV2Xo03Vb8SuinodPSwHqNOOFuBXu8sqZSLtnaGRsrAMuaJkggiNPimqLgeGFwttkucpyYQQD75luoRmCODrbfQidhmguoTnd3qP96g+N6r7m5yll5W3mURLLnEqoO0kaR10ld41HMESyDcZWyKLtptwINyGGVdk60xsYC5duC7fuKvJqxytcVy9wroVVTkRVOzfrrNBOcCWnFm2LgYGDo3nBWnKrdYAApzeXn2n6yp7GH\/0q0u+LtlQ3KJsnzl3QRv7aRxl+3keLic3nDnLqVIeNvSKDd7YVp3HX0AH1CkcRbOYgbWUgdEoZH7rfu0smKtsulxJG\/MusT174pG7i7cA8onNIM5l2SVO\/5DE91A2ukwXG7I56I0DejXuNb3EEsuwMND0TvPfzvCsi5aGdTct9HnL5jzs13EkUhdvqUQ50kEBucNZMMPGg5TxsUjFXARBAtgiZg8mkid9QtTXG5pxd05g0i3zhsb3tNR27ahaAp5Z4SvqAqXriqNiq7KBrOgBjaaZ0UD78sYn5xd+sf20fljE\/OL31j+2mNFA+\/LGJ+cXfrH9tH5YxPzi79Y\/tpjRQPvyxifnF36x\/bR+WMT84vfWP7asPFrF2ThL1nFibLXrKLcjM2HZ0xB5VN5XMi5l3rmjWnXDnAtwIPdDErhcKjMEZTnz4l7dtrbQRlZSjZ4PNCiNkBVPyxifnF36x\/bR+WMT84u\/WP7alTxazYy1hrdyVupbuIzDnBLloXQGRSeeFMQDqYjbTng7gLC37otW7zlntsbZhsi3lLDJcdkWUbmkOFEFspG+g04D48YvCpeQML1u8uV0vF3EQQSpDAqSCRt6OgUq3Hu+Szchhc7sWZ8j58zeeyvnlC2k5CsQIilk4HtNYgXrtq17u5JluqoKAWiWuPAkNoQRsUbZiaXtcVLRU2sjrduYjCW7bs9t1Vb6X2LKyDLcSUkMpGbQc0gigbf8AMHEbrGGGuaAtzzgxdT8LtVtR6ZGlJ3uPd9sxNmwS4Idou5mDOXYTyvNzNlkrB5iCeaKh+GMJYQIbNwvOYOCrDIynZmZFzSCDEc3ZroTa+MGHJOOuh2UpZ4ObIApVy9vD6sTroddNp29FAxteUPEq\/KGzh2YuHMrcguq5VYgXANF0jZviYNJYfj1etgBMPhV84EhHzFW2qbnKZysljGb4x3QBN8PcWrOKxmKNq46OmKdbqMgy5Sl+6ORysSSFsOuWNZBHRUJh+AsE1u7f90XTbtJZZlS2CwNx2RlDXMmaCoM5QOdG0ag6wHlKxdksbVnCoSpUlbbLqYJcgOAzyBqwPpM1duGcUSScRek6n3x9vjVu\/wCFcPdxS2l5S0h9xW8xZSufEYdXLSVEtmj3satmZpULFacAcFrZt3c0tcu8G37w83KqsSqqJEloXMWBETlg7aCpfljE\/OL31j+2j8sYn5xd+sf21PcXOAbeKw8ai8+MsWFfMAqK9u8xOWOdquyRMKBGsueA+AMLdtPiffWtraxfvbMqsLlm2jqwYKZUrcB2DKw1zDaFY\/LGJ+cXfrH9tH5YxPzi79Y\/tq58D8XUs38HeV3zDG4S06OFBYXlW5JQaoNHXK0kgg6TFUfhH4W5+m\/8RoFfyxifnF36x\/bR+WMT84u\/WP7aY0UD78sYn5xd+sf20fljE\/OLv1j+2mNFArfvM7FnZmY7WYkkwIEk67NKSoooCiiigKKKsPAvDdm1bVLuHF0Lca5qEM5ltiDmU\/8Abjoh2MZlU0EBkMTurWre3GfDGytr3GpyqQJyQGa2iNHMJ1ZQ+acxKgEwTSA4ewouX39xW2W5yeRWC+95FhwoCgDMTmkDTKAc0mgg1x9wWmsgjk2YMVyrJYSA2aJkAkbdjEbzSlnha+hBFxtENuDzgbZk8mytIZJM5SCNnQKsjcaMIxObAoVCMirFsBczM2YRbBBljpOkACZJpLF8ZMG2aMBbUlbiiBbWMy2wuioNhVjmEMM2hGshXRjLxu8sHflFIYXBIZSvmkEebAAiNgGmynOJ4dxN3lGuOXzhVcsqkEK2dV82AM0tAiTJM1O4bjThUuXG9xjk7jWW5LmBfe1uqwyhMsHP0bjO2srxrwuRl9xIMy2w+UWwGyXBcbTJAzRlmNAeoCgh34z4xyWN0k5xcJyp8JlyZycu0rzddo0pv+XcTDAXWUNk0WEA5KTbyBQMmXM0ZY849Jqw\/wDFeFAdVwSqtwqWAFvLIthc2VkIkPLhDzJ3ak0ha4fwZuIzYNEVEuDKqo4ZjGTzl1iDzmnztmkkIHhTha\/iXz37huMBEmO06ARJOpO+lr\/DuJcXM1yRdVFuc1BnFsDIDC\/FER0QOgU94Q4bwz2Tbt4RLTHJzxlYqBEqrZM2pE5iS3OImABUz\/xRgH5rYNURVvMoARwXuckFhMuVTltgFtDppEkEKzd4wYpnVzebOrBwwhW5QADOSAMzwIzNJis4njBibguh7pYXcouAqsME1UbNACSREaknaak+FeMOGuoVXCBGKuAxyFlJuI9sKwUEKiBrYAI5sDdFLX+MuDYk+4LY+EiBbXRnDKphI0RQmbzgCxUgmaCLtcZsagWL7iOTy7P+lIQgxtAlZ2kSpkaVovGXFhSgvuFIdd0hbhl1BiQpOuUGJqWxfGjDXHLtgkaWVtQgyzfuXXAhIMhkQTpCtIOYio\/EcLYdkvquFVTcaUbm8wSn5sjzW0UqvPMiABQR+G4Sv2kKW7jorMjkDTnITkdTtBBnURvFOBw9ig3KC6wMOJAVVPKD3yVAyktvJEmB0CpThXjJhrtpkXCIrZFRGOU8mOVu3CtvKFgDlIna0c6ZqSw\/GrAnKj4MJbGViAqOCytPmFcpZk97zaaa6HYFePGrG83\/AFD81kYSFJz2xlRiSNWA+MddB0Coi\/dLsWOpJJJgCSdToNKtQ4x4PT\/QJBJZhFuTJuNlVuTlVDOoHUgBnZWMNxjwi3brnA22R2skJlSFCJFwKCpy5252mygqNFW0cYsGERfcCEhFVicstlt3ROYLIJuOjFhBISDW\/wDxNg85Y4C3kIYZAqDbyQB80kEBH2EavNBT6KUu5ZOWcsmJ2xOk9cUnQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQf\/9k=\" alt=\"No existe libertad total | Desmotivaciones\" width=\"228\" height=\"237\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00bfHacer lo que queremos, o, hacer lo que debemos?<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 es la libertad? Yo la entiendo como el poder de hacer en todo momento lo que desees, y la verdad, en ese sentido la libertad no existe. \u00bfQui\u00e9n puede hacer eso? Los padres estamos supeditados a los hijos; la mujer y el hombre est\u00e1n supeditados a sus estudios y a sus trabajos. El banquero est\u00e1 supeditado a conservar e incrementar su dinero. El gobernante est\u00e1 sometido (es un decir) a procurar el bien com\u00fan y, siendo as\u00ed, la libertad que tenemos es parcial e intermitente, nunca general y continua. S\u00ed, tenemos un amplio margen para elegir nuestro camino en la vida, y algunos, ni eso hemos tenido.<\/p>\n<p style=\"text-align: justify;\">Muchos esquivaron el camino al confundir el bien con el placer que, mal entendido, nos puede llevar a la ruina. El deseo constante de placer artificial puede convertir el equilibrio de la mente humana en algo peligroso e inestable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"DIEZ \u00abCONSEJOS\u00bb PARA HACER DE TU HIJO UN \u00abDESGRACIADO\u00bb\" width=\"416\" height=\"277\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0Lo m\u00e1s importante para todo Ser humano: Que sus hijos sean felices<\/strong><\/p>\n<p style=\"text-align: justify;\">Estas cosas que aqu\u00ed comento ahora, creo que en el fondo son conocidas por todos, y sin embargo, pocos las cumplen, y por no prescindir de sus peque\u00f1os placeres (el bar y los amigos, el Roc\u00edo y la fiesta, acompa\u00f1ar a su equipo, etc.) dejan arruinar las vidas de sus hijos que dejan acompa\u00f1ados de esa fat\u00eddica maquinita de juegos infernales que, aun costando una peque\u00f1a fortuna, les compran para que les dejen tranquilos.<\/p>\n<p style=\"text-align: justify;\">En fin, menos mal que no todos act\u00faan as\u00ed, pero s\u00ed m\u00e1s de los que desear\u00edamos.<\/p>\n<p style=\"text-align: justify;\">Cambiemos a un tema m\u00e1s f\u00edsico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diferencia entre \u00e1tomos y mol\u00e9culas - Diferenciador\" \/><img decoding=\"async\" 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\" alt=\"EL \u00c1TOMO Y LA MOL\u00c9CULA.. - ppt descargar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los \u00e1tomos y mol\u00e9culas de las que estamos formados, es probable que sean comunes a organismos de cualquier otro lugar del universo. Pero la manera espec\u00edfica en que estas mol\u00e9culas se juntan y las formas espec\u00edficas y fisiol\u00f3gicas de los organismos terrestres pueden ser sumamente diferentes de lo que es corriente en nuestro planeta, a consecuencia de sus diferentes historias evolutivas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Ya hay fecha y tema para la Noche de las Estrellas 2021! | Estamos Al Aire\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando tratamos de considerar cu\u00e1les han de ser las estrellas a estudiar y examinar buscando posibles se\u00f1ales de radio dirigidas a nosotros desde planetas lejanos, generalmente se presta m\u00e1s atenci\u00f3n a estrellas semejantes a nuestro Sol, alegando, con raz\u00f3n, que la b\u00fasqueda e investigaci\u00f3n deben iniciarse con un tipo de estrella en la que sepamos con certeza que hay vida (la estrella que tiene un sistema planetario y que en uno de sus planetas ha surgido la vida, la \u00fanica conocida, es nuestro Sol). De esta manera, se buscan signos de vida inteligente en estrellas como (y parecidas a) la nuestra. El proyecto\u00a0<em>Ozma<\/em>\u00a0fue el primer intento para buscar se\u00f1ales de radio en las estrellas Tau Ceti y \u00c9<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>lon Eridani, ambas estrellas con masa, radio, edad y composici\u00f3n muy parecidas a las de nuestro Sol.<\/p>\n<p style=\"text-align: justify;\">Pero limitar la b\u00fasqueda a una exclusividad de este tipo de estrellas ser\u00eda un error. Hay estrellas con menos masa y luminosidad que la de nuestro Sol que tienen existencias m\u00e1s antiguas, y por tanto evolucionadas en un mayor grado. Estas estrellas diminutas o &#8220;enanas&#8221; K y M pueden tener miles de millones de a\u00f1os m\u00e1s que el Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Existen planetas por millares, pero \u00bfhay vida? - SWI swissinfo.ch\" width=\"398\" height=\"265\" \/><img decoding=\"async\" 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tp4TEvdL25gLZhENA32uBvRnsm9rJFUy6YaxpnNby1tBPgilB1N3zhxJkRLADbTvKvidi1A3\/wwxhnKA0Pe0HcHNiBzuVTgvREJtSthyptx7Bai5jZiXGBy+bROGOdVaW5g0tcQQTcHSIPQ+K89xVarV\/8b3OApCLyALxmM6kkWm8eKmodpXsBu55Iy3IDYAgEgNExuk+t1nxSVnR5be3o1OJw7QZqOe7l3QP7ibeCp4vFNa0ubkYwGJAOdxj5Q8kybcQBqsxW2+9xu2D\/AAyP+lUxe0H1Q1v6WyABukySeZVclRDmvQZo4qkTL2F\/V8D0bJ81BjazHugU2tEWyiPXU9UGYx4\/SVcw2bMC4aaeWiuLvtGMuhj6Q3T0P3S0sC9wnKfEog+iDy9lEWkWlXxMggzY9pe9g5Az6mB7rqlOnSEjvO3XH\/ceSIv2WRIh7njVv6p3W1jnoqB7O4g6syzpmexsngATJPJYRkn7OyUHH\/igXUqB2t1WrYlotlnxIWlZ2PxG9gH9TfupB2KqHXJ0J+wTcl9RCwy+MyDdovB7kDwBP\/tKe3aT9HjNwJEEeI1Wvp9jn\/v0x4n\/AOVYHZEjWrT9T9FNr6WsU\/hnMBtB7ZDZaHCHcCN0jerLaWcfOwHmSD7IziezLmtljw88AInpdBauzXt1YRy3q4tPpkyjNaaB1SjBDhEg+Y4J1TGMIgjK4b2ix6jceivM2dVJgMf\/AGkonhuylZwnKxvVwn0lNtL2SoSekmZR9Un5Gk8zYKP4FR2seJW+odkv36jG8m977KZ3Z2g27qth\/BHuVDcX2yvDP4YnZuz8Tna+k3vA\/MLgTbvWNr8FoW4Wo0kPGZ29wnLmgGAdAY3eit4\/FUaUNpVmCNJL5M6mWSJtwUuExAc3PmMOm7BB7uomBM8Y3JxpPRE40qbLGzNk5mB7pBcCILQYuYInpKuU8A5kltRxMic2h6ge6DYPFVS9xp58pMlrjLeHzONjZSPxOJc4NkNm3daD9+Ct2ZqvhX2t2eqVAX5mi8jvBoJJvE66rM1Oz7mNc95zABxAae8cp72uoE6jyR7auFqGHPDnGeOYAccouPRQ4d72EOqNdDWus42AcLt423rOTrZrGMX6aKewdj0sScxJDWxn5SDYGL6clq8HsTC5SGsBA3\/5asvQ25kYKdNjGMGojvOMAFznak2HRSYXbfw6b2tkuebgmwAggnibHhrruQne7NIyhHTVh6p2eoahxHiPsoHbEpDRzp8ED\/198fK09c3pBF0MdtHPUdUBhx+Zu7cPKyrk\/onKHw0lXZjdBULb72H6OUbtkUB81Uk\/yge5KCVMZP6ndJKhGM4fRW7+kco\/De4fHljrum+\/X1UXbTGMfhmPbUaS17TAIz3DgQRrvnwVLtjimspMY0NzvdOYRmLRxI4kgc4KxOIMrkjG9nVlyuNwNhsHtlVa7LUdnaBqQJ1j5tZ5mdy0m38bUrUQMM17sxBL2MMtAuWyDLXfTqvMtmOl0OHHxkQR7HwRfAbUqYWpLS7I7UcRPPRwSqmKOZ1TejcdnqVZ7S3E0nZhdryCwuHA2gm+vVFzs6n+oFvUge5WUxfaIgCKrjIBEH0PAoTU7SPB7rWniXDMff6KuL7NPNGKrs3wwtEW+IPMfdNdTpbnierfoV5xW2vVdqQOjWj2Cp1NqP0zOPRVw\/kh\/pj6R6g\/Etbvtxt90gxDTEPaJMAkiJ4XNlhsBVeykXtaXON3hwcSBJy2O7eqNfbT23IDgNxaISULVg89do3mPxMD5wBoTYR+cdFktq7cdTcW0ntcYnOCSb8LQD1CEVNoVsTAyMY2fma0tA5TJVrCbLY2C4Zzz08lpHE2c+T9Hwq4apiXuzwATq5zWnNzOYE+VlqdlNimGPyjOS0ZRAggk2tBOniFHQpTe30RigO5Ajjz\/wAf5WrgomHJyK9Rnw2kAmJ8vLdog2NxDtGVS11zDcwJHNwRrESdAVFh8LTcYe9odvGZgMc5M+iHSWyopt6AuGwxd3q9QsmCMxl+oJIBMiRZaHGUGVKBY1+Rhbd72wIGgk6jTeVWqUMPRBqFxeQdSCSXbgJEE9NFl8ftCpVcXPf3f0sFmtHD\/Kye2dFqCp+xjcIKeYtfSedLkEC+oD+67runxUTmGe8ymd+rG+rHCVXxNQizdSqPw3Ton10jByNJSfg2smpSaHcGVHu\/5kDxQrGVcKXSylVb0qt+tMqiMM47\/RP\/AGTqji36G56rQ59SgdG1B\/M9h9qYSPpNJsSB0n1kSuGHHAJcitR+mbkEcdtQ1iHFjZAjMGgOjhIGl9EPeEwYxx3Bd8fkoUo9FS5Sdskwgh7TuzNHgTB90Tx1IuYf3mktPPKdRxtCpYSnTe4S9wcQY7pEO1EZZKOlliSRmLRfcSAe8sZbZpFaBTRLWnkQeII0RfD7HBY15e0tcJGSST4kCDyQ5jAXEcJnmRIOmhsCtP2T2Y50wC5puRqDG8fu216Jxk0ioq3QNxOHYGEBlumo6xMrOsZ38p4wvUaewWvmczG37waXNkfRBNqdkHteKjS1zBdzgdOFjeFpGaHPEwlgntEPYZGgOjmcRBExbRC9ubIbVcDTY18SXBoABLToQLbtOIPFOw9It+V2moH2UGF+P8R7aZcJlzeRmXAHSDwOnmVCTi7Ro2pR4tApo6\/Qco3dFdwzJ09U0ue97mPpOFZrjnIBh7f0uLRo6xmIG9TurNbDYJPL3XZGVqzz5w4uizRGaWEZRxB4XsrVZvcMwXSCIm8QJPA8UMaxzi0y5hDgRv5HrYlWqtWHgEzmB3RcR\/lS1bBOkVdqUw9uXNYaax\/lD9lUKDHO+OHvJswMgDmXE6G9uh5IhWpTfRU8fs2oWWY6JkfW2pRJJoqDd3R20cZgrsYytIkZy8OAPAA6hZ5+sb0VwOFpU4fUIJBnJEwRpbefRN2ltj47pLGD91wbD4\/iI+ZZqk6ZrJ2r9gxtEnoi2xtjurPysiAJc42DR9TyF1LsvAZxJFh\/SD1cbALTYfHii3I34QEWawgmeL3Gee8olKtR7HjxJu5PQlLsfTHzOe7mAGDyIcocV2LafkrAHc14\/wCTR9EZ2Ti3veC98snvARYHgC2TEfmqKHCNi2cmOQbPiPDQaLHyST2zsWLG1SR5+\/sXW3Pon+t31auHYavvdTH9RP8AxWzrUCNw8vSyayoY+WekD0MqvNJkr8+NPaZ4myJTna2SFqsUQBfeszlHsOW7TBFweB4hFMHX+MxzSe+ASRx1II\/OSHEXT9n1MlRrjETlPIG0qaKToK4CiXVA4E2MuHHSwOkan+pa3C4stgN7pHCAbc0HpUBkzAxJJjxiLdE0ViTBmdxHJXFaK5cTTs2vVMjO+CI+cmRvEJf2p5GXO4DxQVtfTXdJ4ffVOZjQSO9lBOvvImeHmq4jWQvPZP4VFhqT2PzMeb6gz477hK3EFxht908\/HipqNU20EyLkag3QHIstbnILgJHGZH8rheOSnq02P+dkmPm\/V\/dqhoxDtCQTeSOVrWgmeW5TMruJnK08t\/iYBn7JbRXNPsnZshm74sdB\/wDKVvZ+hILnVTwBcPo2V37dUzd2AOBBIneBOiJU9pvt3Q6N5HsN35qm5S+hGOP4NobOoM+Rve4kl5H9xgeCbicMTvk+F\/zlKfV2gSB3WtEXIJc7nr8vlvCYHVHtkNho43kD62O5Q232bxcEqS\/6MttnZBfMgB3Hf5jVAMPsJ5eAQYm7hcQNYPHkvUqWGL2jMAR0mOQlPdQa3QCPzimptESwxk7PM34Cs90NY8NHyN3eXGNSjey+zLwQ6oQ3g0DM70MDzWoqPGgF0LxeKy\/qvyOiOTZHjjHb2XWGlSa6XmRYCWkk6ECLjyPghO0e1jmNAaGsjiQ4n0EeqBbX2trDnSRr6x0WYrVC4yTJVRj9IlnfUTf7K7TmuSwkBwEiRAcN\/iFZrV6k\/L5R9l51hqxpua\/gZ9DP1WopbacBo49DZVxT6RUM9qmzBsapS2I5qFpUzAs6OexRqmvbHOU15OvNNGJ3IoVmh2RtJ0hrgD+W1Rt2GI7wiLnx9Vh6Fd2ZscVscNj2hoL7G1olWhp\/S41xDflkHSNCOuqUC\/6oMWjrN\/KydSxIy2vBG\/WePrYrqFXvEgAiQDa8cYCY9C033a0sIJFpvxmxiDyVpj4EjdGoI66796SlXMQ8jLxib34aJ+Jb3fmBbN+6CYMRY8+qRaWrIvhnW4E8zqOMcyrDHWAEG3XlqDfX1TWPfENIbugDNaPAKdj9CcsxcEQDoZgeKASEDHDKXMEbjBjWLSbWjjqVYZJg28Op4zB5rnVJHDqSfK8J2bmPdSWkT08Mw2zw60ggab7yJPRF6eAY3KWkSOG8dLhUcDhCQ15AiZ0OnnZEcRioED88VEmb44+6G1CGkwdb3JPoeioYrFi8+SgxNeLyCfzUoNisU46n0sEKI5zrQ\/G7QNxmj847ln8digBx5j6pcWS7SfA\/coPiQ5vjun7LaMTinNsp1XEmSmFI9yhNVVRjZNUfaE6jiXNaGzIFhKqOfKbnVRVBY1nJPIIVWm88VPqVgUSvaI3qBtAaqZ65qukItbPo3vuR9tMWmPzoh2zdZV2s8yRO4oGi5g67Wnugnr9grIruMFszraL8j4j3VLDjXmDPPRWKJueQHuhlJl+jVBO9p3iLz0nqpRUsYOabWDbcLEKuz5Z3qZ2vWFJqidoGXQ7rCDNuGkJ7KZtYRu3QJtbp7rsFr4\/VEcUwSbJFqNqyo381\/ArTCAJgExbf7HXwTMOwcEWbZoiyTZpjhY1mJJaN3EAO\/AoKjnOtE8rqXE6eAS4amI03FQdFegTi6QjeHA3EaecIZiGXNieqMbRMzMW0sLWCEVW3P3KqLObItgnEtaZmW+FukqhXww4+u7kjXFUazAZkT+FWmc8kZjHMh0boVMhaynh2x8o1QbaVIB5gR+Faxfoxkq2CiuUlTVNVEn\/\/2Q==\" alt=\"Tres mundos potencialmente habitables hallados alrededor de una estrella enana ultrafr\u00eda cercana | ESO Chile\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si suponemos que cuanto m\u00e1s larga sea la vida de un planeta, m\u00e1s inteligentes ser\u00e1n (por evoluci\u00f3n) los organismos que en \u00e9l se han desarrollado, entonces debemos dirigir nuestra atenci\u00f3n a las estrellas no s\u00f3lo G, sino tambi\u00e9n a las K y M, evitando el impulso eg\u00f3latra de que la \u00fanica vida existente en el universo, por fuerza, ser\u00e1 como la nuestra. \u00a1Un error enorme!<\/p>\n<p style=\"text-align: justify;\">Es verdad que este tipo de estrellas con planetas a su alrededor, podr\u00eda objetarse que son mundos m\u00e1s fr\u00edos que la Tierra, y que la vida en ellos es menos probable. Claro que este diagn\u00f3stico parte de un error muy com\u00fan en nosotros; pensamos en un tipo de vida similar o muy parecido al nuestro, y adem\u00e1s, al ser las estrellas m\u00e1s peque\u00f1as, generan una fuerza de gravedad menor y los planetas est\u00e1n mucho m\u00e1s cerca del Sol que los de nuestro sistemas solar, con lo cual, puede que la cercan\u00eda equilibrase la balanza y no los haga tan fr\u00edos como creemos. En realidad, en el cosmos existen muchas m\u00e1s estrellas K y M que estrellas G.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El cosmos resumido: c\u00f3mo Carl Sagan llev\u00f3 lo inexplicable a todos los salones | Cultura | ICON | EL PA\u00cdS\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Carl Sagan, enamorado de todos estos problemas del universo, nunca descartaba nada. Dec\u00eda que la mayor parte de la vida surge en los planetas y all\u00ed reside. Sin embargo, se preguntaba:<\/p>\n<blockquote><p>&#8220;\u00bfAcaso pudiera ver organismos que habitan en las profundidades del espacio interestelar, superficies o interiores de estrellas, o incluso otros objetos c\u00f3smicos incluso m\u00e1s ex\u00f3ticos?&#8221;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Es tan dif\u00edcil responder a esa pregunta como a tantas otras que, con nuestra actual ignorancia, es imposible dar respuesta. Si evolucionamos hasta seres de pura energ\u00eda, podr\u00edamos estar en cualquier parte del universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biosfera, hidrosfera\u2026\u00a1La Tierra! : Blog de Emilio Silvera V. | Clasificacion de seres vivos, Seres vivos, Biomas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTXhHFb4yNfMfIyAl2eOt5i7SY5dOTlXyewbV63fItGLzXiJax2a5lBYVfjpSPn5F754jI&amp;usqp=CAU\" alt=\"Tierra | Tierra y agua, Infografia, Seres vivos\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los seres vivos tal y como los conocemos, necesitan de la materia para reproducirse y, por l\u00f3gica, se deben asentar en aquellos lugares que, estando presente la energ\u00eda, puedan reproducirse en un tiempo prudencial y adecuado a la especie de que se trate, y acorde con la complejidad del individuo que est\u00e1 surgiendo a la vida.<\/p>\n<p style=\"text-align: justify;\">Claro que no podr\u00edamos negar y s\u00ed imaginar organismo desarroll\u00e1ndose en planetas con atm\u00f3sferas que lentamente vayan alej\u00e1ndose en el espacio, permitiendo que los organismos se adapten gradualmente a unas condiciones cada vez m\u00e1s duras, hasta llegar a la adaptaci\u00f3n total de un medio interestelar. Seres as\u00ed podr\u00edan vivir casi en cualquier parte del universo.<\/p>\n<p style=\"text-align: justify;\">Lo m\u00e1s probable, sin descartar nada, ser\u00e1 una especie diferente de organismo interestelar mucho m\u00e1s posible: seres inteligentes de planetas parecidos al nuestro, pero que han trasladado su campo de actividad al volumen mucho m\u00e1s vasto del espacio interestelar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"As\u00ed es como cambiar\u00e1n los seres humanos y el mundo para 2030 | Prevenci\u00f3n Integral &amp; ORP Conference\" width=\"369\" height=\"237\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRLjnNiFoR2MumRBruq0-571Jy6tQ8Q2pBPaw&amp;usqp=CAU\" alt=\"Las viviendas del futuro ser\u00e1n seres vivos habitables \u2022 Tendencias21\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los seres, en nuestro lejano futuro tecnol\u00f3gico, deber\u00e1n poseer capacidades que hoy en d\u00eda ni siquiera podemos imaginar. Es verdad que el hombre moderno (nosotros), es casi id\u00e9ntico al hombre de hace 50.000 a\u00f1os. Sin embargo, cuando pasen algunos millones de a\u00f1os, todo ser\u00e1 distinto. Aparecer\u00e1n nuevas formas humanas evolucionadas por peque\u00f1as y paulatinas mutaciones encaminadas a sobrevivir en otros medios.<\/p>\n<p style=\"text-align: justify;\">No puedo dudar de que tales sociedades futuras deber\u00e1n dominar la materia y la energ\u00eda de las estrellas y de las galaxias, y tendr\u00e1n la sabidur\u00eda suficiente para explotar la radiaci\u00f3n y la energ\u00eda de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> para ponerla a su servicio.<\/p>\n<p style=\"text-align: justify;\">Pensemos en el largo viaje que unos organismos hicieron para evolucionar del mar a la tierra firme. Ahora esos organismos que tienen su origen en las profundidades marinas, s\u00f3lo se sientes &#8220;en casa&#8221; en la tierra, su nuevo medio conquistado a trav\u00e9s de mil peripecias y peligros. De la misma manera, en el futuro, dejaremos la tierra firme para habitar en enormes ciudades volantes por las profundidades del universo, e innumerables mundos ser\u00e1n poblados con sociedades nuevas que llenar\u00e1n de ruidos el ahora silencioso universo.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qui\u00e9n sabe!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"El Universo siempre asombroso : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Universo y la Mente : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Universo siempre est\u00e1 presente : Blog de Emilio Silvera V.\" width=\"520\" height=\"520\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSQ-xJbc98XH4g_j0ZOJyUIdIKiOexUvnZm3Q&amp;usqp=CAU\" alt=\"Ser\u00eda deseable que nuestra especie mejore : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Todo lo que podamos imaginar y mucho m\u00e1s<\/strong><\/p>\n<p style=\"text-align: justify;\">Las maravillas del universo son inagotables, y muy lentamente tenemos acceso a ellas. Hay lugares con tres soles de distintos colores: amarillo (como el nuestro), azul y verde, o blanco y rojo. Hay dos que casi se est\u00e1n tocando, s\u00f3lo los separa una ligera y brillante materia c\u00f3smica que parece pura luz. Hay un mundo que tiene miles de lunas, y no muy lejos de \u00e9l brilla un Sol que no es mayor que nuestro planeta Tierra. He podido ver un n\u00facleo at\u00f3mico de 3.000 m de di\u00e1metro que gira 160 veces por segundo. Hay soles que se desplazan por el universo a velocidades enormes y bacterias que escapan de las galaxias y vagan por el cosmos hasta encontrar un planeta donde instalarse. Las nubes de gas y polvo inundan los espacios entre las galaxias, y despu\u00e9s de girar durante miles de millones de a\u00f1os, se juntan y forman nuevas galaxias de estrellas y planetas.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n, qui\u00e9n sabe, pueden existir lugares fuera de nuestro universo (algunos cient\u00edficos as\u00ed lo creen).<\/p>\n<p style=\"text-align: justify;\">Para nosotros, insignificantes criaturas de una grandeza enorme, el universo resulta pavoroso. Pero tambi\u00e9n fascinante y maravilloso. \u00a1Qu\u00e9 paradoja!<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQsQAQJHH0zYQIDZMsmU0pmZpNV2wt1XfqMQw&amp;usqp=CAU\" alt=\"Queremos saber\u2026 \u00a1De tantas cosas! : Blog de Emilio Silvera V.\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00bfC\u00f3mo puede algo dar miedo y placer o fascinaci\u00f3n al mismo tiempo?<\/strong><\/p>\n<p style=\"text-align: justify;\">Pues as\u00ed es. Nos produce miedo su enormidad y nuestra ignorancia. Nos produce placer lo que vamos descubriendo y fascinaci\u00f3n los misterios que encierra y a los que nuestra curiosidad y osad\u00eda no resiste la necesidad de desvelar.<\/p>\n<p style=\"text-align: justify;\">No parece que nuestra evoluci\u00f3n sea debida a senderos evolutivos predeterminados que conduc\u00edan infaliblemente, desde formas simples, a lo que somos, al hombre; m\u00e1s bien, la evoluci\u00f3n procede de un modo convulsivo, sin un plan determinado, y la mayor parte de formas de vida conducen a callejones sin salida en la evoluci\u00f3n. As\u00ed se han extinguido tantas, y continuar\u00e1n extingui\u00e9ndose. Esperemos que no estemos en la lista.<\/p>\n<p style=\"text-align: justify;\">En realidad, somos el producto de una larga serie de accidentes biol\u00f3gicos. En la perspectiva c\u00f3smica no tememos razones de pero para pensar que seamos los primeros, que seremos los \u00faltimos o los mejores.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, esa seria de accidentes biol\u00f3gicos, \u00bffueron fortuitos? Ya me gustar\u00eda poder responder a esta pregunta.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQZ0Zd0wMXubUWXY2LKmzG6_QWiw75xgebkkA&amp;usqp=CAU\" alt=\"Siempre nos gust\u00f3 imaginar lo que podr\u00eda ser : Blog de Emilio Silvera V.\" width=\"473\" height=\"274\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Quiz\u00e1s con el tiempo salgo lo que hay dentro de nosotros<\/strong><\/p>\n<p style=\"text-align: justify;\">A lo que s\u00ed puedo responder es al hecho innegable de que, en lo m\u00e1s profundo de nuestro ser habita un ente superior, algo grande capaz de lo m\u00e1s sublime. \u00bfPuede algo as\u00ed surgir de la nada?<\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda estar en ese tiempo futuro en el que la ciencia es tan avanzada que tiene como reliquias antiguas teor\u00edas como la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la mec\u00e1nica cu\u00e1ntica y la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>. \u00bfQu\u00e9 maravillas no tendr\u00e1n entonces?<\/p>\n<p style=\"text-align: justify;\">La ciencia avanza despacio, no porque no interese a la gente, sino porque los gobiernos no le destinan los presupuestos necesarios para que su avance est\u00e9 relacionado con el conocimiento que ya poseemos. Tenemos magn\u00edficos f\u00edsicos, astrof\u00edsicos, astr\u00f3nomos, matem\u00e1ticos y otros cient\u00edficos de las distintas disciplinas que viven en la inseguridad de que el pol\u00edtico o el organismo de turno le conceda la subvenci\u00f3n necesaria para realizar sus proyectos. Es una verg\u00fcenza.<\/p>\n<p style=\"text-align: justify;\">A pesar de todos los inconvenientes, los avances cient\u00edficos y del conocimiento no pueden ser frenados. El querer saber y descubrir est\u00e1 asociado con una especie de energ\u00eda inagotable que finalmente vencer\u00e1.<\/p>\n<p style=\"text-align: justify;\">En realidad, la ciencia es el poder. Por tal motivo, todos los pol\u00edticos tratan de manejar el \u00e1mbito cient\u00edfico por si surge algo que puedan utilizar en beneficio propio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Como desaparecieron los Gremios de la Espa\u00f1a Medieval - Tour Historia\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<strong> \u00a0 \u00a0 \u00a0Nada es como era, todo ha cambiado<\/strong><\/p>\n<p style=\"text-align: justify;\">La gente sencilla s\u00ed se interesa por los temas cient\u00edficos, lo que ocurre es que en la ni\u00f1ez, en las escuelas, la ense\u00f1anza es muy deficiente, y cuando llegan a mayores, son unos incultos cient\u00edficos que, de manera interesada, han sido dejados en la ignorancia por algunos.<\/p>\n<p style=\"text-align: justify;\">Todos deber\u00edamos tener un m\u00ednimo de conocimientos sobre las cuestiones importantes de nuestro mundo y nuestro universo. Saber cuestiones b\u00e1sicas como el por qu\u00e9 brillan las estrellas, c\u00f3mo se expande el universo y que la Tierra es una nave espacial que nos lleva en un viaje alrededor del Sol a 30 Km\/s.<\/p>\n<p style=\"text-align: justify;\">No puedo olvidar la fascinaci\u00f3n que sent\u00ed (sin entenderlo) cuando vi por vez primera ante mis ojos\u00a0<em>E = mc<sup>2<\/sup><\/em>, su sencillez y la enormidad del mensaje que encierra, me dejaron totalmente sorprendido y al mismo tiempo, maravillado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ens\u00e9\u00f1ame de Ciencia - En f\u00edsica, las ecuaciones de campo de Einstein son un conjunto de diez ecuaciones de la teor\u00eda de la relatividad general de Albert Einstein, que describen la interacci\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"6 - Curso de Relatividad General [Ecuaciones de EULER-LAGRANGE] - YouTube\" width=\"405\" height=\"227\" \/><\/p>\n<blockquote><p><img decoding=\"async\" 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alt=\"15 Ecuaciones Matem\u00e1ticas que Cambiaron la Historia\" \/><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" 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alt=\"Cu\u00e1l es la ecuaci\u00f3n matem\u00e1tica m\u00e1s hermosa del mundo? - BBC News Mundo\" width=\"203\" height=\"114\" \/><img decoding=\"async\" class=\"aligncenter\" 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\" alt=\"17 ecuaciones que cambiaron el mundo (y su explicaci\u00f3n) \u2013 El Financiero\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"Belleza matem\u00e1tica: la identidad de Euler - Kumon Espa\u00f1a\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"entrop\u00eda en la termodinamica | Termodinamica, Entropia, An\u00e1lisis matem\u00e1tico\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong>\u00a0\u00a1Qu\u00e9 cantidad de ingenio humano est\u00e1 reflejado en todas esas ecuaciones!<\/strong><\/p>\n<p style=\"text-align: justify;\">Pues bien, lo mismo que me ocurri\u00f3 a m\u00ed, seguramente le ocurrir\u00e1 a muchos otros si les damos la oportunidad de conocer, de saber sobre las cosas que les rodea y con las que conviven, sin que tengan la menor idea de qu\u00e9 son y c\u00f3mo funcionan. La gravedad, el electromagnetismo, las fuerzas nucleares&#8230; creo que todo esto, sin tecnicismos ni profundidades cient\u00edficas, puede ser explicado para dar un conocimiento b\u00e1sico que, al menos, evite la actual ignorancia, y para conseguirlo, el \u00fanico camino es la divulgaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F09%2F04%2Flos-pies-en-el-suelo-y-la-mente-en-las-estrellas%2F&amp;title=Los+pies+en+el+suelo+y+la+mente+en+las+estrellas' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F09%2F04%2Flos-pies-en-el-suelo-y-la-mente-en-las-estrellas%2F&amp;title=Los+pies+en+el+suelo+y+la+mente+en+las+estrellas' 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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