{"id":20073,"date":"2021-02-15T08:50:58","date_gmt":"2021-02-15T07:50:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=20073"},"modified":"2021-02-16T08:56:22","modified_gmt":"2021-02-16T07:56:22","slug":"%c2%bfcomprendemos-%c2%bfsomos-racionales-%c2%a1la-mente","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/02\/15\/%c2%bfcomprendemos-%c2%bfsomos-racionales-%c2%a1la-mente\/","title":{"rendered":"\u00bfComprendemos? \u00bfSomos racionales? \u00a1La Mente!"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando pienso y escribo lo que a la Mente me llega, puedo comenzar hablando de una cuesti\u00f3n y terminar hablando de otra muy distinta. Me vienen al recuerdo temas diversos, y de manera natural, sigo mis pensamientos, y as\u00ed lo expreso en la hoja en blanco. En realidad, al poner en el papel mis pensamientos tal y como llegan y sin ser repasados para pulir las ideas originales, podr\u00e1n tener alg\u00fan que otro fallo pero, son m\u00e1s originales y verdaderos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-EWkminHkVOk\/ThuAP-Do5XI\/AAAAAAAAAzU\/gm_fBGp_T4c\/s1600\/Fractal_10.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/-EWkminHkVOk\/ThuAP-Do5XI\/AAAAAAAAAzU\/gm_fBGp_T4c\/s1600\/Fractal_10.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfD\u00f3nde reside la curiosidad? Debe ser un lugar enorme para que quepa tanta<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfNo resulta m\u00e1s ameno? De todas formas, siempre trato de finalizar los temas. B\u00e1sicamente soy un insaciable buscador de la raz\u00f3n de ser de las cosas; todo me parece interesante. Mi curiosidad es ilimitada y mi vehemencia y pasi\u00f3n me llevan, a veces, a olvidarme de comer o (m\u00e1s grave a\u00fan), de recoger a mi mujer, que en un pueblo cercano espera mi llegada como hab\u00edamos quedado. Son cosas corrientes de mi manera de ser que, cuando emprendo una tarea, una lectura, o un proyecto, lo quiero tener terminado antes de comenzarlo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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BIyCQa96l4b0wJuWtUpgHYrFQQ37sndIAAP1kURp9XqLVsJcfT3E\/FtN0EkbSTlJjiM54rXom\/TJ6aQn1Oge7d8uxauNJkLcA3SRLs3b8UmfbmpP2e7aYrqbTuhg7FYhd0Sp3JKtiftPzRl3V2HVgbIAbDbWJkjMgGPT\/APYYp30u\/ZGLitE8kNdEwQAS0AA\/QfeqXGvsF2Peh2tJrVKC23pAH4QdkEARcCgg55kYpj0jpPlhgt64ycgQhABUwQXBUzPY0ys6jTKfUSWUQN10b1XA7PIU4xx3+aIXqunCsu8ASQLoO9gTAGTMjBn23LVwKiTo2lvQGf0uuASBJAVYaIwSTkQZI+BWt7Tsu1xZ33AJ3TtUE+k7QZIYrEnvE96EteJraQpFy44kySGLTMwQPj+4pgetWdu9hEQ23esgEcwrZMGdvyPs+ouwd1DUKNPcIS4+Db22wC0N6FIH5R8VzDp3TkualxZ\/FPqkMGUFv31aADOYGYmuknqVsFlVhK+oksDIgZABJI+gNam+pEm5ZBnbkxmfwGYYHjGKl59CnPep9Guk5tOShP4VZuxXG0czirp4Q1ZOgA1Fi4l0KyhQAN6gCBBPeSMxxNH6U3ATOwkAkAHMfMkwIA+e\/FCN0wlluG7dOD6Ff08zgj8QIkVPVW0dZXOkMtq9FnSanTKQFPqVl5JKzcBx7QZycxAFxFwxweByOPgio1ubkDKr2+20qDMd+ZH+9C6+\/eW07+WWZAY9JJuGewWTkfArRNJExtk1w7sE\/YGPmo\/Jb\/Ww+PT\/APzXlvUk2Ua5cW2bqKdrGCpIkqd4wQZxAMipbGnkAC5g5BBHABPJORiMe9UmKGHHKg+07vtwaiNv8+P\/AH71slqJ25B5IAiTn2zUVnTAEbfTjnb7cCB25z2ooQ38v4\/SsolOl3mErbLDsZifzNZR2QQqNoECp7enk9j8fWgU1BAJJj\/t5\/8APFTae6wIKunxz\/Lt\/wA1NCeDBF2YW21xv9CL2z3YhR9yO1OdDa3gEgJ7q4WV+PSxE496TLqL74W4mfdS3H\/dHetrV26MNeM+yqoP170mBYOqtbtLvEQoIAKglvc\/A5xVQbxQomNMdvplQoXA5+3MSMUVqbwGHuXCTwTJJkZwse1QqtpT6t5J4LMVkdpk5PHtShQbqetXrmiu+SXF5lI3Oy7oXkzChZ4nsCT2iufHqHU2D2SzwvKrweO+JG0HInj5q\/LqrZGFWOBH09xz+nNQjYeRIMGY3Yg8xkZHf3FLovo+xzTy3D7m3Bh7mCD74PNOLHXdUDJvOT7s3mQPgvMfar2Onowl9vOVKgDjjIOfpPNK+p9I0IgS1u48QE9X\/hExiMRzV+ImN\/BJpvFOpWP8xTiPVz3PJ757ewpT1Xr9y4oFuE8kFd3JZjIJaZxGfv7CmWs6NdXKKWUiQx2oe6kQx5kTHtVd1CqgVREsF8w7htJgyTPErBH1rLek34VlNL06VpetpebGpZGIKBGAQcYg7doPsZpivR7gfedS8Aj07gQTzHpA7fFcg0+vwFad04nbgHI\/OaNsai4Bi6wEzCErk\/Q1adRLcOqay1ZRvUJLA4VmkyBukloVTjmOPikkWW\/y7VvAlgqIbgkrGGZVRSfeWGPpNY0fXXthpIMyRuXzCWzxIgTPJjimvSvFTW7S3L5LLO0G0y\/5e1QSHXEY3ervER3pPX8lIYXPC6FG8yzaWR6Xku4PdjuCqJiIAxSPqHU9PpgQljzGUgF391MECB6VkGOOT8070\/WXvAPG3zAcb5OGG1oMAErnBMSsgSJr\/VtMrMwglfwsf4tqtIBwFhhkkk7TkzNZPkvwvrCBvHVkoUfSqjxAdfUBIAkgkE+mas3hfWWL6Ijp\/mXtwQphDAMAgN6YAP4hz9RXKdaAPTAlT2JMgfbAp54G65bsOVullQkEMBJUzmMZ94xxTenBKUtfi7rlzRapQul8tApV5ki5uyCGiIGI7+gUz8Kal9RcZNRaRGCb95UjdkARnJz2zg8zTz\/5W11bSXrenxtKIxuDChjAuSJhYDZ5HsK55b0fU7e79lvOWQDaqlj\/AJRyjqCChRlkgc4OOJyzyPL9ZprKa8OlaZbTEbVttDMrRjaQBBhssJntmB9txpyGZhaEDbszxHaBJ\/TgjjMcy0XUtSGV9TO799sDfJ3esiPeDVr6L41t3CqC2C+Y2Ey0dgrRJJjM4knNdP8AlVhj1ZaAUT1kMu34eVIX1ESJaDP4ZrwdOFxvMScqv4Y4GOeZiRH9JojpPUGuAFLRaGC3J2ek7huG1SzAxJzjP0n275rzcS6tq1OZXcZ5HokZmBE1XYUB36efTbVyPeBEgcT8ASMfeoG6Idyy2AO8gTPYA+wpxqGRSAoziWiJnE44G6MfM1EigljgNtiTJwJgfH4v+KAoB5CJj04gbktyyFh6SYEEfTPGJ4VP1Bwpa8hUqYO3cScxuidyiPg08eTJUAGQSGHJAjbg47GYPbFTW7fqBUkFgZHbnvIHb6\/aiDor0OvYhYV1PErEAjBEg\/pJxz7UN1zWP5DMLmxl9W+V3wPxQAcgDPE4wDT9NoklAduSe3b1cT39u5rXUfs9y2UCKVY7lICjM84GASOB80xCyzpU\/Zp0rNcNxCRcdvwOhmCpjB4xJyMdx70C5f8AJ87UottRBZgRGTABEypz7e3M4LXTJb\/6KhVIkAAxPJ3TkEk+3Y\/WtXURcQqCjAentMzmfkTRGIW9Z69qLV57dkDyxG3\/AKjYIB5g9yfpWUWvTEHYHJn0O2SSTkXBOfgVlKCpXbOiByoiPdRIM5H\/AD80TqLgtAF25OPSST3gQRH1qUMw\/CfqaX+J5a0p9mGY7QaGBBc68RO1Y+WJz9hGfvQN3qFxiSXweQIA\/r+tLLjELzxQxuT3\/wCamsYybVqOTJ\/OhNVr+yrz3JMj8jQD3\/aozfpDo26JrAtz1k7WHqMbp4gQfvVu06SIL3PeAoUbgJABMnaDOJMx9jVfAmqtm+we4qjYZkqJMjGeSf8Aauj21AO2SpEYheO3I74yPinlhBBftzgaZrhMwXZipaBsIBb8MzIjtzmjNDpLqKGZFkNkIFXEGORkCOBH4h9afWcCQMz9P17fUEc0B13UeTZN9l4MbZGWdoGZHfnPFNtL6CQm6jprd7\/JuoxSN+5QU2swiSfwkgEiNs\/M0m6t4AFzY1m\/6G4BRVKrA2xkA4xwMfSier6s3U2s4RQAXRV27sDBZLm6JB\/CfrUNrxLbRBaW55fwkAgEFgFBtkgSZAnggcVj3y38NejAB\/h6tsbiRdbcoAYm3AmAJViNpOJwe9B6jol1FBK+Uv7u6dpHwcn8\/anr+O7Vu2N7G+ZC7wFBVoJDyTBaD\/Wi+r+KRdsW0uoxS8pu29imSExIg9pPaPilrlmf9fo88dfov6L0K01xAbodGRvNMKfKDAIDyfUCxjHYGuf9a6FqdMp3mbTPt3AzvKhipInHpkwfer31rpK29Fav6W6Wa8xUrIO2LbvtYiQTgYqk6q1rSQl1GeRuAEcZAMqCAcNz81n303WV0SD+inU6eyLt1D5NwDyyfww5VXaRO3CqJ+FFP+oXDq7U2BCuZLYgstsBnYkALlAAoGARVF1a3RbVWDqhkoGmcbdw5\/DuiJFdH8HN5ehspIIJ3xHLljgnsACPy+1XDMoWr0d8jzScrgwAsL2pVdBXmIOQARA\/IV0DxHYC3QY8wODAEwGIIIOT8ZknM1Ttdo\/Lc22KhZkNJk4MTn\/ammJoY+HNaySLVxknbuUGMjP5ZPM1bfDl64mqt6h7u4ABdu3b6Qu3t3AJzE8+9c30tza4KsARwRMGPee0Tn6Va+l64scMFMccj\/mreFrIlp5ZYf8AFLpVqy41NpvVfJJUjcowCWXPeYIbdzIjFc80Ju2HtalQyDdNtwkqSGYFZkyeRBzH2q09c013UIlvzAVQsVWOC8bozMYBg95q++Eejfs\/TblskOV812O2NrZKghsgwqn71i08I1U2\/CTQajW27dttKbDNdVHuEps2tsBKt68nPwfp2eXdUUs2hdUJcuBWd4wXaMY5jdxIyPaRXHG69eQMi3CA5BYA4Ygggn5xVkbx893RjS3LKXCOXYnPthNpDA95rfjb0rDHUTh0U2WCqwggjBGBBx7n2\/vmtFSPURMYKg528ic8\/wBarvhTxvbNq3p3T1qGAcsFBAEqMnkkxRX\/AM9aF028sWYANEAgyR\/eePitUyf7Db2lYt\/lXGXvkBxGexP2wRRAUkbWAIjkGA3wFM\/zPFe9P1K3lcsCGtttknbvhQZwBgzAGeKDGo\/zCq5XlWjEHtMdiSO3ahJUbYuXSXxeZnut5bGFROInCnE5GDAHvRuo0vl22Gl2rcMelsgQR2H3k\/J+KNW2dwViEkEgNiAoliPYRmarnV7du5emVLKwCEXYjI3OdrAOD7GabENdFrCyAvAcTIQMZK+3fuD96mF9SGcuvsMgyRBAzwZ\/nQK3k0+nlBJDi2snJckzMccE\/Y0v8Y9Ba41ny7oUqJeZgFiMen6c4OajWtJqKlZWWnWP0vYyTOeGjv7Hisqntr9cMfsqNGNyuQDGJAjFZVmZYbFq2IAH6T+tb9U0SmxcAI3RIU8k8iAO+P1qrajxT5V0q9s7ASMEgmOe0H6U\/wBXr0dVFu35m4YlRHqGCT9\/tFZrS18KkKVqB6TSm\/cir11bo9qQqkWnPqYgelpBG3aBJzB3AcKa531romotMfOMgnBUiCOR3kY96IwYNqNeBgZPsM1ELjt2itkQAbQBzzRCJ8\/aqWSaRJaC8f0p50bxPqLEBXZliArEkD6ScGl3l1qbZ9qIKss+s\/xAcrtZWUCD\/lvtOPcgz9p\/nQOo8Wae8yeZZcljBZrxxuhS3ByB+WfmUeg6D5oJu3NkkwJBj9c\/SgepdHNp9ivuxPER9e39\/nxt3TVO3OWs2F90Njp6w9l7wCnEOxyCTu3QIIMCRnHPFD9c0ug8veFcMGBkM+5mnn1zJjNU3RrsUKxB9RJzxx+fFR6y4FSMSD+mY\/KorsK860aNpLl62yWtHf2nIIa5cUNxuxbhpgjn39q01Gl1gW0l4OPLXbb3h12LMwoPAn2ozwb4yuWbii8zG0BA2x6Tu3gnEsJnH8Rrq\/hzxRZ1NwIjCdpg+oZAkj1AdgT\/AHFbrq\/GYq\/TjfV9Xekea27HPbGBz3jvzzR\/hLpFrUktecqoO0BSBuwCc\/8AcIH1rqHTvB1jUnzLwgzII\/eJP70dvy5oLx14PCraOmtqq+XtcAKg3K34stzmPpGajfFPheeT+RBb62NDp30a3LZsvdbeHt+dttuhDSP3zu2flS3wVqQ1vY7emz5hDDBKbixI3YyWGPaq9qtNDbXXbnLGPoVxMj5FI3vOshWIGQYnIJ7\/ABgflTzhpekPSbLr4+8Xhv8A\/NYFsqh\/6iZAY5PlkHHyw7z9a5+WzPevfLJ4z9Af6VrFUSbMfai+nazYwOY4xP3I+aH8g7d0Y4n5PH1rVRTTaJaLz0\/UExmR+7OccZPB71t0vrrJq7G9mNu4VFy2GJRw2636lJhiD2M8D4pF4euPvW2JMmAvyTyCfnFOOo6KGk2sSGO4qcyMgKTAx+hrTlT0kyceUvZ8OdPutKWGMuEYWJBtHIhsYJMA\/LfnXer+F7Fm+ttL5VHGHcYBk4O3j61UdbrHUncCGbvgirR4A6je1O+yb21mUAt6dxBZVMFhmFHuIxGKrIP0m6Rc1ekdja05uAiCfKdwy\/wsBifuPgwItPQEN0sW0xtptUbbqwSwnd+Ljngj+VNE1Rtyr3BKjaWBBkmAe5zP+9JtJ1MWdR5e7zbd1l9ZkhG9Qn04AY9p5X5MWJIfWekqv4RAWGwZLECInuJj8zR9u2hhXDLGBifnLcEfl70qIa0xNlWuRO6COIaWEnIAAxyJ4qTp0XSoQyzY9RLexwMHjGYoGQeK9eLYNooHY2ztvsAU27d3lgmc4jb3Md4qk6bwnfYW23KoYSVySv8ApBiJM\/NWb\/ETXM7LorbRcZVY\/wD27ITMKO\/85NM+lJet2N19llF3MzHPHHpxJ459s0kJirR+Fijg+cZGdu2IPv6uO8HmKKs6F7bE3LodnIMw05iIyTH9R70s1mp1mou+dpBbbcIKrC7QCAZZlB5HYn+UzBdVHmXGBMrEKCWABJEj8AkgGY5FMBsjqf3yMkRDDgkcRWUBZ1WsjFu2wyQfSeTMAzwOPtWUAc4uaXVaoefeZmUHBOFH0A79pq5eBN5tlS3pRtoHwYJiO3aag6HftnSqjspQBt3cQT+GRx9aTabxV+zXNlphdtD\/AFLBXOdpBP6zXLx50nTTWlC\/XLiWy7sO8Kokknif1I5FR6QbmdbygErO3mBH4WHbBx96A6f1q1dUm0w3n8ROSBzEN96isWrxutca5MxAKiR9wY+OO\/eulGYBqvCFu9L6ddvqYEZ\/dxkHAJx\/PvVf6r4evacL5gy0nassVHbdjE5\/KunLcL7UBIBYSRggDmeOfp\/KtNbqD59xkVYhQJPJAg8zApihyJT9atfRPBt65te7Fu2Y5PqM8QsGCTHMcirT+waXduOntkzMhQPVM\/zpnbv2iQSSCMj4IMzQxpFd6l4I0ZUtvuqygy+5BIAyCuVA+cHjOa5zrNEVZh5qBQP3hflviVtnjjtziur+KmVNPcuSbkrsCrEscFQSfwyQCTGY+1cfFjVX75O3y4wzEQqKeSScHv3zXHypdjpw\/BnoNKt3Tqhv6VAjMRJuW29e0mSbUsMAewj5kr9b0k3NwRi5X\/SSwaTIaD6gIIEEDg4oPqWo8tjbtfd9mzcOML2GPmcn4DDTm5bMttS86+nMMMCCRPowMRBg1GftY38gsGiKObbqViDnBPPHwYNb3tSq3Ds\/DOM\/h+P+ava\/4f3r\/mXf2lsE+X5iLuubRzIf\/LDZjnBzS25\/h7qiXBtqSsSVcdxPY5xXQsX0yeooWD\/DvxWCzLqLxW3tCoGnLz2YcCJ5PcVe+qtavoxLHsRBIx7YzBjI71x1ujam0AWsuBiMTx9K6V0rqO9A3lkiBImIO1ZmecmK2SITB\/8A4jTXB5LWBCglYAtkh\/UCGYjOZgxEnFAp\/hvprm71lFIJeJMHcV9LsMLMGSDzOOKsVnUOUm3YG+fQpMkkALOB6cCg\/HHWH0ele5INyRbUn04bDFfbE5+9Y8m+s8NMYtKn1\/wvY6bask3dm9yjXLbFzAR33EG3IJOxYAjHaqBrtZb3k2rQNsW3tgsGMkhgHBbIacj2plcY3fS167csi2HCggbSqkurQM\/hbIjmfikuj1gQOsB0dGAR5O0kypUiPUGAM98giCaz\/R\/gb0nody+oIuWts\/h81A4OIlWIMfPH6021Hg6\/by1kkDG4QR+ayD9a38OaazcgXLnl\/Ec\/c4FdP8L6F7AKi4XtmSoZR6eO8wR3iK6koYWnNbej8nYVEN8jlhBMA8jIoPV9UJa6zEqNx2lVExx3\/Oum+L9Bcu\/5gUPskKsZQnmI9wJ+PbvXMdO+kvXCj3mspESyeYS0QR6du0f3NZNvt6U8pI0tdStXDtYcj8UDMj9DR\/RNAi3f8y7cVGUiRsAyP38ZXjj2o254F0rKHs3gVJhdxJkiZypwODx8Ua3hbV87QR2hlzPFaJN\/SX58LFo9C4tK1hyQO8iW49Z7cQe3Y1D1Z7rIyXbZZfcFlMjiYxt\/LnFQeFjq7bNYe3\/l7tzcen0lRB7jjHwPvarpkcjJI+3pPbnmfrNWAo1HX0TSrcfe8whhdvCCAczII5JzAjvBfg3qJDYVRH4VOGn3YE4ETGcT3pfZ0aO1+zcMqZZSR+FiIkCJI24+oNRaHoj2\/Lt2rrAthGJEEAz+Hb6vTHf47ZQDyz0W0t83Ak3GdiWMkj1Sc154ikooRoAxyOSwE8x78z9KhjWoHO9LjD0\/hAJmNxwcd8yeKr3U\/Ez+Z5VxPKhwS6EtAWDz2J47xPc0AWqw3l6eMFidvbHDMYHeI+JqASBv7iD3APz3NQ6\/qNrzrNm2wIFouSf4iBsg8njP1+5OjMj1eksskc+wC\/P1\/ipgI+o2NRcuMyuqgnAMzgR7\/E\/espjc0p3NBQDc2NrH948x3ryiIKcx6v0zaCbG7b+8gJI+vz9Kr6yTiugWVWduMYgQMnvxQGq6AXcPZZUcZEcE5jjg1AiHofh+8qm+zBIiFYFi\/eIX3\/2p\/wBC6pfvXnFw+X5YBFtVCyfwx6pYiJ5JoroupeD5looywDjDT3UxninCMDBYAwefwyOeeSYjmmECdLyxJET6SP17e+I4rLltR2+kjie\/PH9O9eW7i5\/dE8Dj6frGP6VFqSAIzB+0ZzH64pjCLW32+e\/f6\/Wptg9qGtWcSJEdv6Ct1mMnPxjk4+T9f+KAPdVo1uKVeSpBlZEGffvwSMGqJ4g8GXgCLDM9qMoSNykHAB\/eGTzmr6pYZkAT3x\/7zH51srz75qXhP6hptHHtKl+04TYxfsrL6p7QGHvPb71W9S3mMWZocyW3CJM5AivodrI3AmCR3wSJEfaqv4o8CWNUS9uLN0mSQvpY9ywEZ5M95rN8StRfdyMo\/gXr\/wCz6lFLHyyrB\/aSAwEcDIAn3Ptz0tbl25cNwOeF2gQVaWCnCxwpOfjvXItb4evaW4VurB7N+6w+D3\/2p30LqV20UAc7VkhSZHqw2DjM08rqhdqx1438W3dO1tLLFbksbgdQw2+nyyCc5gnEfQcVJ4P8b3tTe8m4iSVYhkUrG0ZkEmf9q5z1\/qT39S9y4d3qIA7BVJCqIjAEV70W663N6GCPaB9oHIPtULToM75omf1bRuBGGDFeM8if5Ui8daDV6oWwtqWVNpCZXcSRuM5MKAPvSnonitR\/1dyOZl0ja09mQRI\/X57VfNBrmZQyMGWcMpmf15\/lWmsLa9DO58Pnq1buCCykKw9JggEcGOx7ij9Lore5Sy+kHMYMTmJHNdY6xo1tu6mwj2r4IGADa8wbbhtzMETIgfvUk6X4TtXUdVcrdtOyPkMpK\/hbiQpGe\/NGIvCdUE1Pgm4Db8hvMRxO4wu0Yicnmrr0rTPY04F64G2KQCuO+BLd\/mq\/aGv0Yjat+0MAAFiF+IyB+Yp30Lqiaq2WK7drbWUxhgAfyz+laISDvNBCNnC+kT\/qncSO5iMdqqWr\/wAP9Pcdri77bsexBX4O35AmN3ersoUERz2+x\/P+xWzkduM4BiZ9vvTiGUE+Erlq4GtXGT3YANIA5aYyfaIoy14g1NohLqLcEEykI0KZYlTjiPare7fAwOZ+39\/FRXLKMIZQwGcifkc0QQg6X1uxcdo9LspI3nafw5mTBHoXP8Rpxa3QpP1\/OOPyA+1B6roNtyJMAsGhlDgtBVR6hJG4rzI4xSa50S\/p\/XauMMkhVbcs9kKGPnI+KEBYHtgMImWncT2AzAHaTNF6ewlxCxbYbT7kuEAhY9vcbZBz9xVcHiC7bxdtgxElSVMHvtft9\/tTDrfiGydMq2xcXe6S23aAZBKlm9Iwcj4pNgFjqPmFiw2Fd3mLIwsMRGBgxg95ExmkWm1ls6hLl+4qEQCjL+EEnBPY5k\/Tiveu4tLctbQ7MVUjIZQpEGOQpkjsOaV9ZSz+zC4oZWWZk8nBg98DFZcvJ0ReM9mP+oLb1N9ntxsSQSpkkQdoHYDBnHeoNPo7y3P8u5GJEjBXsc4M+rj2qteB99y+GSQqld\/yrbvr\/pNXW08XCJJ\/DMGI\/HE\/AwPvV8enrNZOlGLNZb1O9twUmTnac5+KymWsutvb8ZzMjcRJyc7fesqySt2iLfODwI7mscnGe8RxyMcDnFe1lQMP052rDt7dpPFb3LkjaOwmRI5OKyspgevqAIDZMfrGf0A71slw7gHBkQSs4H1\/pmsrKBhx1mT7AEn5+T962s6lGfaD6sA4OZmJ7dqysoEeJq7RODkYJgjvHtRFm4hGDMfHbIMY91IrKynRnr9QtLA3HdEmFgbcic\/MD3rzS60OW2\/ukqfedzKPtisrKVA91Ko+0XVDRnawDDjByI4n86V9Q8J6a7BCeWcZTH6cf+6ysqgNdT4S0DWjbNkDmGE7gTjdJOTiqf1LwTc04Z7ZD2wc8KwjuZ5+35VlZSiE14JlbFXLwBomJa+GYKDtCgkScZMHMTXtZQiUXLVAXFZGXcp5\/qPY1Wei+HG02oa6Lu4MCpUjJJIMkzmIP51lZTiLLQzYz9\/7\/KvFUTugboie8fJ9qysoA9ZxMfy+lS\/X+\/7\/ANq8rKBHqjtH8uKhOoho5\/v\/AIrKygDS9c7rgiG+4Iz9jFaN6naTgEEAdpGJ9+TWVlABfTtKLtwBgpgzDAEfqKpf+K\/UbZuNp0LBbRA2KAqKQF4x8n71lZUv\/oPwr3hnVXRctIxLW1I2icI1307hOZIkfE1avFfSFZQ53AXAS4WBgD8Yk8yP0rKylrK0vQw2it2vBertMG0+p9RUSJa3g5yQcjjBFa2PEl\/TkpqLYae4KgwDmIxnNe1lCXVeCb9G9vxjpCJZGnvMk\/mGzWVlZVUVP\/\/Z\" alt=\"Resultado de imagen de Instalaciones del telescopio Amanda en la Ant\u00e1rtida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Instalaciones del telescopio Amanda en la Ant\u00e1rtida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Instalaciones del telescopio Amanda en la Ant\u00e1rtida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Instalaciones del telescopio Amanda en la Ant\u00e1rtida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Instalaciones del telescopio Amanda en la Ant\u00e1rtida\" \/><\/p>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 Instalaciones del telescopio Amanda en la Ant\u00e1rtida<\/div>\n<p style=\"text-align: justify;\">Analizando los datos proporcionados por el telescopio Amanda, enterrado en el Polo Sur, cient\u00edficos nortemaricanos han observado las colisiones de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> de una energ\u00eda 10.000 veces m\u00e1s elevada que la de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> que emite nuestro Sol con otras part\u00edculas elementales, obteniendo as\u00ed la evidencia de la existencia de otras dimensiones.<\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> son part\u00edculas elementales de masa pr\u00e1cticamente nula que se forman por reacciones nucleares. Mientras que el Sol y otros fen\u00f3menos c\u00f3smicos producen <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> de baja energ\u00eda, los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> de alta energ\u00eda se producen por cataclismos c\u00f3smicos remotos y extremadamente violentos, tales como los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, las supernovas y el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/N5ntdqYJCME\/maxresdefault.jpg\" alt=\"Resultado de imagen de Detectando neutrinos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Leo cualquier titular en un peri\u00f3dico: &#8220;Instalan un observatorio bajo el hielo para estudiar los confines del cosmos. Cuando est\u00e9 en marcha, los cient\u00edficos esperan que detecte 1.000 colisiones diarias de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, part\u00edculas min\u00fasculas que nos traen informaci\u00f3n del universo.&#8221; No puedo, a partir de ah\u00ed, evitar el comprar el peri\u00f3dico o la revista para leer todo el reportaje completo, aunque s\u00e9 que no dir\u00e1n nada que ya no sepa sobre los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y la manera de cazarlos en las profundidades de la Tierra, en profundas minas abandonadas en las que colocan tanques de agua pesada que, conectados a potentes ordenadores, detectan la presencia de estas diminutas part\u00edculas (al parecer carentes de masa) que pertenecen a la familia de los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/cnho.files.wordpress.com\/2011\/09\/observatorio-neutrino.jpg\" alt=\"http:\/\/cnho.files.wordpress.com\/2011\/09\/observatorio-neutrino.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La hermosa fotograf\u00eda de arriba corresponde al detector de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>\u00a0Super-Kamiokande, situado a un kil\u00f3metro de profundidad en la mina de Moxumi, cerca de la ciudad de Hida, en Gizu, Jap\u00f3n. Aqu\u00ed queda para ilustrar una noticia que ha corrido estos d\u00edas como la p\u00f3lvora (mejor dicho, como los propios <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>) por todo tipo de medios de comunicaci\u00f3n:\u00a0<strong>un equipo de f\u00edsicos ha anunciado que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> pueden viajar m\u00e1s deprisa que la luz, algo inconcebible por la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>.<\/strong><\/p>\n<p style=\"text-align: justify;\">Cada segundo que pasa, billones de estas min\u00fasculas part\u00edculas invisibles llamadas <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, atraviesan nuestros cuerpos, en muchos casos, despu\u00e9s de haber recorrido de un conf\u00edn a otro todo el universo.<\/p>\n<p style=\"text-align: justify;\">Hemos visto publicado en El Mundo, la sorprendente noticia de la velocidad de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> que desbancan la velocidad de la luz y, pone en duda la afirmaci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> nen su Teor\u00eda de la Relatividad. Los Cient\u00edficos se muestran prudentes y dicen no querer rebatir ninguna ley f\u00edsica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Dario Autiero presenta su investigaci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El investigador Dario Autiero durante la presentaci\u00f3n de los resultados en Ginebra. | CERN<\/p>\n<div style=\"text-align: justify;\">\n<div>Entonces dijeron:<\/div>\n<\/div>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La publicaci\u00f3n de un trabajo realizado en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) de Ginebra que demuestra que unas part\u00edculas, llamadas <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>,\u00a0<strong>pueden viajar m\u00e1s r\u00e1pido que la velocidad de la luz<\/strong>\u00a0ha agitado a la comunidad cient\u00edfica durante todo el d\u00eda y ha ocupado titulares en todos los medios de comunicaci\u00f3n del mundo. Tal ha sido el revuelo que los autores de la investigaci\u00f3n se han visto obligados a presentar sus resultados a sus colegas en un seminario abierto en la sede del CERN.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de &quot;La publicaci\u00f3n de un trabajo realizado en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) de Ginebra que demuestra que unas part\u00edculas, llamadas neutrinos, pueden viajar m\u00e1s r\u00e1pido que la velocidad de la luz\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de &quot;La publicaci\u00f3n de un trabajo realizado en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) de Ginebra que demuestra que unas part\u00edculas, llamadas neutrinos, pueden viajar m\u00e1s r\u00e1pido que la velocidad de la luz\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de &quot;La publicaci\u00f3n de un trabajo realizado en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) de Ginebra que demuestra que unas part\u00edculas, llamadas neutrinos, pueden viajar m\u00e1s r\u00e1pido que la velocidad de la luz\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Finalmente se descubri\u00f3 que la err\u00f3nea toma de datos les llev\u00f3 a decir lo que no era<\/p><\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En una abarrotada sala de actos, uno de los firmantes del estudio publicado en \u2018High Energy Phisycs\u2019 de la Universidad de Cornell, Dario Autiero, ha presentado el experimento Opera y los resultados que han obtenido. Las mediciones corresponden a tres a\u00f1os de trabajo (2009, 2010 y 2011) en los que se han enviado <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> en multitud de ocasiones, seg\u00fan explic\u00f3 Autiero durante casi dos horas de presentaci\u00f3n.<\/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:ANd9GcQERK6lEMKwqEKD-l67hFG6wNOExusxf9aqSA&amp;usqp=CAU\" alt=\"Resultado de imagen de &quot;La publicaci\u00f3n de un trabajo realizado en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) de Ginebra que demuestra que unas part\u00edculas, llamadas neutrinos, pueden viajar m\u00e1s r\u00e1pido que la velocidad de la luz\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los neutrinos del experimento Opera\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, al contrario que los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> (es decir, la luz) o los rayos c\u00f3smicos, viajan sin cesar de un lado a otro del universo sin que ning\u00fan campo magn\u00e9tico los desv\u00ede de su camino, y sin ser destruidos tras colisionar con otras part\u00edculas, ya que apenas poseen carga el\u00e9ctrica ni interaccionan con la materia. Por ello, estudiar de cerca un <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> permitir\u00eda descubrir su procedencia y aportar\u00eda a los cient\u00edficos una valiosa informaci\u00f3n sobre los rincones del universo de los que provienen.<\/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:ANd9GcQuHyYkjKtMBynJ3CNeXX4704kuFFOnE6snMQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Los neutrinos del experimento Opera\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ6RDdXIATDbxEloxcq2GYqrsuXSNgEuB3PQA&amp;usqp=CAU\" alt=\"Resultado de imagen de Los neutrinos del experimento Opera\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La posibilidad de que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> viajen m\u00e1s r\u00e1pidos que la luz, cuando fue publicada, dej\u00f3 al mundo cient\u00edfico sin habla, y, como <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dec\u00eda que si algo viaja m\u00e1s r\u00e1pido que la luz volver\u00eda al pasado, algunos han apuntado la posibilidad de aprovecharlos y enviar un mensaje a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> para que rectifique su teor\u00eda y vuelva a tener raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">El problema que se plantea es que agarrar un <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> no es tarea nada f\u00e1cil, y aunque se cree que el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> puede ser el mensajero c\u00f3smico ideal, primero habr\u00e1 que retenerlo para poder hacer la comprobaci\u00f3n. Esta part\u00edcula fue anunciada o prevista su existencia por Wolfgan Pauli, y su nombre,\u00a0<em>neutrino<\/em>\u00a0(peque\u00f1o neutro en italiano), se lo puso el f\u00edsico Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>.<\/p>\n<p style=\"text-align: justify;\">En fin, que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> dieron mucho que hablar. Hablemos de otras cosas. Me viene a la mente que el fin de la Edad de Hielo, hace 300 millones de a\u00f1os fue precedido por bruscos cambios en el nivel de di\u00f3xido de carbono (CO<sub>2<\/sub>), alteraciones violentas del clima y efectos dr\u00e1sticos sobre la vegetaci\u00f3n del planeta.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/canal.univalle.edu.co\/wp-content\/uploads\/2016\/11\/9EC.jpg\" alt=\"9EC\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ya hay una explicaci\u00f3n factible de lo que sucedi\u00f3 con el fin de la edad de Hielo. Cient\u00edficos de la\u00a0<strong>Universidad de Cambridge<\/strong>\u00a0han encontrado el posible foco de una gran emisi\u00f3n de di\u00f3xido de carbono de hace 18.000 a\u00f1os que pudo haber contribuido al fin de la\u00a0<strong>Edad de Hielo<\/strong>. Lo que evidencia que el\u00a0<strong>CO2<\/strong>\u00a0en aquella \u00e9poca se encontraba en las profundidades del oc\u00e9ano.<\/p>\n<p style=\"text-align: justify;\">Pero, \u00a1\u00bfqu\u00e9 estamos haciendo ahora?! La irresponsabilidad de algunos seres humanos es ilimitada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUSEhMVFhUXGBcXFRcXGBgVFxUVFRcWFxUVFxgYHSggGBolGxcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQGi0dHR0tLS0rKystLSstKy0tLS0tLSstLS0tLS0tLS0rLS0tKysrLS03LS0tKy03Ky0tLS0rLf\/AABEIAMEBBAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAEAAECAwUGB\/\/EADkQAAEDAgQEAwcDBAICAwAAAAEAAhEDIQQSMUEFUWFxBiKBEzKRobHB8NHh8QcUI0JSYqLCM3KC\/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAIBAwQF\/8QAJBEAAgMAAQQDAQADAAAAAAAAAAECAxEhBBIxQTJRYSJxgaH\/2gAMAwEAAhEDEQA\/APD52TgxMj9rqICRKAEFImwsohSsgBN5bKbaZn8KTR+yIps0V0YCSlhGmxEMpKVOkj6OGlbK6mzLZZhTSodFpYTAFxsFq8I4G6oRay9Q8O+DmsAdUF9h+vJbGoUx2Rz3bO2XbWtOK4B4NqVY8tuewXd4HwtRoAF0OJIAnSfuuiqsDGw3bYQFUBJuc0XBO3bqsVvVylxHhGqvoox5n\/T\/AOEmS1oaIAGwsPQKoA36qdVQcVmNeDQqsQbWsp5ojbl31hRZGYT1RoYBPDtAb6wdYO8I+k0f7DW0790zacuzW1n5AJq9WecDl9OyhyJUSNakL+XNPW430\/NVjVqJ8xALYPl2Wq\/FAxCsxFAOapjLCJR05erQLrnXfkVj4\/gzHaty9xb4ro8ZTyzr9jyWfhKbgZnyulzr3nSBsI1Wuu+UPBhu6WE3zw\/s4LivhwtnKFy2MwRbqF7RWYHza02I055SPjcLmuN8Ja4xF\/rz0WhOFq+mUKVtHy5R5VVpwqXNXR8U4WWE2ssKtTWG+lxZ1KblYtQOE8SU8qMm6xtGkd7p+\/58FFPCThpB\/lQAxKZOAnAQBFJPCSAHCTAJvomKk1tj0QAnNtP8pNCYBX0mqyEdFk8J02IukyVGkEfhqK21V6ZLbMJYbDyuw8N+HXVnCyl4P8NuxDwItqeg5r2PhvDG0GBtJt9yd1rstjQs9mCMJdRLjiJTwTgNLDtuAXRMkaRyWi7EiRCi+g4mXOA5AXURTDTI15rlTm5vZPTqQrjWsisBRh\/O5z99leHKFQqTKZKgbAOjSIkkyZJ\/+pOoHTRSJVtSmZg2nqqDTIJbNwJjc9QjUTgO7D\/5nPM6NazcARLoGxJPyR1JosYvuP09FOnh4N9eSpxsmqwHRoL9feJgDuAAUjkMok2ERmFvprEfEKoAQZGo+ggSrHxoNv5VLgo0bAKphQHS3pP6\/nJEYeveD+Ap3hNkyiQJ5gTPyU6R2gnEKRLYAm\/8LDq0C0zpExuDHQ9PotniONLS0l0BwmBDRlgCSTtJKExWHcXAjNAEkkGDabA7R9VbGZXKBn0BmlrhfYhU4zD5w1pORzZvrI0IN\/yULjcUC4FlQZo90EEWc2\/dGUpqNcZ2JFhYiGk30urk\/ZnlH0ZeK4bSq03wYqNAluoe2NW8j0Xn3GuE5TIXU4fFPFf2gLWukONxDrkEgTvGndW47LULrQCTA212WqDU12yMU06X3w\/2eX1Kd1SQug43w4sMhYLp0WC+rtkdWm1WRTRFqdzYMFMna+P3WYuGc46ckmvi4StHX7JZDE7c9kASc7lOiSRZ2SQAgbG1jaVEBKVLtopSAlTaiqTFVSajWNnQR+arXXEz2SLsNSldJwHhhqPAA3WVgMPJAXr39P8AgYEPcNB810o5XByZyrpOyarj7Or8OcJGHohos43eRvyErULo0SjZQcFyJTc5OT9nVrgoQUV6KsQwu3gdr+h2TFTIVNSpy+PJKPmljKU6qVGzobfdx2HSVE5QyQ6DFydpCqw48pAnnrFknkfMLsW4E68o6JMpAdybnsNFH+y1JINtNgecqZMenzSjECqMVJEj3m3jcjQj5q5xUALygChz+SrfCasYe8bW+mvxlO42tcqQKXR+0qeFGWXb\/U8kmtCDdjCHHIJggX+ykDJ8RcYY6M3+0GIkxNh3\/ZZo4pDQ00qhLiTnIM3tneXbhtpJ5LW8QYWoxhAyNzCKTWiXmDOZzzoEHxvijKFJpP8AmqgD3gRTLo97qZuNkyIZzNNrnVfaU2QGnNIu6QC5rYMkgmNBZalDCvFA+1JOd9N2txcNfJFoMjTlKO8McOqVml73u9o8EO8wNOmLEuMamD8VDjvE2sGXDtc5oOUWJLiNXEkaWERKtUyuUDnOPYeAILZp5mtg5gWjLIM8p+aAoVi5vM7jWdFq8Rp1Sw+2IzeUhsaZgT0jlusL+\/dTqueDkfmgtiQ1pvrzGlgtEJYZbIaTxtMPaVxPE8Lkd0Xb0648sm7hebCb7zpEcllcdwUgq2xK2H6Z6W6bM9M45xTBTewgwoh0aLlNYzroRTSknaVADSkkmQBMMPLr6KVMKLT1V9FqsrXIsnwXUmrQwzLoSk1auCpyQujRDWYL54jqfCPDfaVAYsD89gvbeE4cU2hg2HmP\/Yrif6d8LiHEaCf0XeGWmBvcnqo62zlQXop6GG7a\/YhWBc5psR81TTrh7iA4SNRyHNC\/27val0\/myWFwga9ztzr3WFnR8hrqOkzF1FjG3g90RBc2D5QN9SeyjTYANP1J2VelmFFUlxAAkD5nb7q5sNm0GNdlW3MCdu+ykzCzfNfpp8FGjYN7e1v5UBiZMER81ViKbg73QRsQheIPcNiORH1UAF4t1oGpsPhP2KrJJ\/X8\/LoWnWfAJEgHtsQPqouxRZ5nQTsN+inA0uxFpO8XVeHdEkq2m\/O0ONp1BVNDe2pPwm3yhAFTZl3UmPircBgSJOg1umqmLA6zJEiB3CG45VmiGtflbIkkzPcau7IAC8Q4yiXOqObnDGRcwAQSA0Aa2mSVxmHdUxuIuSA5xJIEgbgcugXQceoNqNbSZLRuTAzGPedFtxojvDeDo4WmDmzPcAXRGo0A+lk6eIDZPD24fBGm3\/eRJIB0JzG17xK5Spj3NaRRmzQC6BI28si03+CP8SeJg52X3WBvlBIm+5i8fVcpVrVHiGwBY6BrZkeXmYBmLm6I6Qyvi9Z1mgi9yfKDm0nf4rl+KggzIuACNSY+4Wlx2oykw06cZiC4kQTAsAeTvePqBsuaDnvu6TO60QZRNB9CpIDTHXn2ncLUxDA5ltR9Fj0NQeWvotWm2Ydy+Y5LTW8MVsdOM4tQyukLPXT8fw2vyXMwsXUxyer2bemn3Q\/wRSTwlCzmgTmkapJ3H1SQBIN5XRFFqppssTPb7722RFIK+pFc2GYcLouBYbO8BYGGC7bwZh5qA8l1umWLTkdXLjPs9e4Fh\/Z0W9Y+At+q136zPYIHE1MjGtbEiB0HNRovefMf5C5djcpOR0aoqEFH8C8t07GQ4b3+KGw9Q58xFt9z6AKritUNh1swJytJMmdgBdVP6Lkg\/G8QZTidScoA1k8vRDHGkuLA2I58+\/NZ1emS0PLnNcMz3ZR5ri7RO8WRr6+bKL8xOoiDf1j4Je0fSGOxJgCLjXoserxI+XI4kucQ1ov8YR+vvCxNz8bflkzcex8sphgcxtp1GtwIjbnsjCdLMLxQuIa6J0cRoDzU8NiWOfmc6W6NsY11v9UHhMAKbb2bqSd+fdWihbNcdxBI5\/dNiE1luKxlEEAPsZkwYbF78lm43Etc4FrgZ05WjT4qWJxLXNysLTaS6P8A8\/W3qsvFUw6xyhjQZyCHB42tO0KFwyWtRs0saXkNg76R0Amfyyuwols6yee0aWWVw24aWknvuRaD1lG8S4qxj\/YUTdrSXTo2IloJNyBrdTJchFhbWybjYgdjqs\/imDfLTGVgGtr3vYXFlVwvjDvaBrpIMkPyFlgAYbmie9ghfE\/Hx7jXEebKBItrJtyHKddeSjGF4hxzSfZZwCXbzoO2iyKfGKNN7muLZBsQc0AWvPTksjxFRqmakQ1znFodu0ZRYHnrY7qnw9wFtZvtXNzTIDZtY6ynzgg1HcXoF5eC3LYw4iZGwkEjU8kNifE4dnc3ICLAkFxvM5dth9VlY7w88udkPmm7XW+BAWdUwbqY\/wAjHDlIt1TxSIbLMZjC6QDZ13Ei5OvpHSFPC1QWdtEKRKqpvLT0VmYVvk1WvkRGuv3Whg6gFgsjD1L8ijG2dI3+ivgzLYiXFqcj86rjcQ2HELua1VpaWnXX4Lj+Jshyr6lbHSeleSaAoTJ0oWA3jJJyEkAWtF9f3RVIISmjKS01FNho4Xtvr9l6T\/TyhLh1I+ErzjBr1L+nDfMPzmupDiqTOR1HM4r9O8xg9oANPPNtYmCizYQogCdNP3TErkvk6yWFtOuWgkCewkk7BZ+HY6o81nsykiACIdrc62B7I2liGF0NMge+4SRpoLRCnXxVvKB3Mj6XKrbxliQFiKRLSASCREjUTuqa9YNaSSRsI97NoI6yiqvtstwIk3bYlvIzoT0QDxz206FMnpDWEWlzqQD\/AHsozXm8XEnvqq+GBkS0AE76zbrqNlKVSSRAaAANr\/wmwjQrE8coh7WOIJcD8jDh8AVjYvjzsTWNCh7kRmAkb636\/sr6lBheKhY3O2QHRcA63VuFpuY2aRaHZpksEAGXOhrYl2UGOqVxGUtJN4eWjKTLouYAcdtdBaTEdE2F4f7NhaHFzTczq0iJcDO9vgj3vDW+XeSdZM6zN91W1stgix2SDmbjKLX\/AOxDNXNbIdtEOB5z3KXDcFTpe4CCS6XOJc6X6BubYHXayoxGBpUSYDi53NznR1EmwQfEOJvpQXkOmCABJ6wdjHzKACsU+rUDmUyRUaRl0bYAxNtP2VFPB0cgqVWtLgNHeYl5\/wBWg+plZOM8QvNWm6nEgGWmBmAguk8rFZniDxe2k4VGGm6o7VrfMxmwa5ztTropxgDf1Mqgmg5jiQWOJkQJBDAR0IafQBa3hWj7LDU2RLqkuj\/iDyI1XF4+pieIVxULXBhAAJGVoAEWHLoF2nC4axrGzFNhE6eg6k7ck7TzCPZb5Q6qZmHGTr7pIN\/RAcZ4tlZDRNQ5S1sA+VxgWg6\/orRhWnDsNOBTc9wdcxnubwC5126CNVl1GllV2IdOYxdwyhoPS\/L8lCBnM47Bup5c0S8F0DUeYiHcrgoZlMEXWhxWsKrmzq1sTHvHM53\/ALAeiBykGCtEfBTIIjQ8kTSO\/NDsKiyrlgG86J1wUT5DKxuOxXPcYbdb72kkBYnGAosWwYtXE0ZAT7pipALnnQHFTt8ElBySALaf3RdNBMRtJaaimw1MJt+d16l\/Ts3H5zXlWDK9L\/p\/VuB1HzsurDmqX+DkdRxZF\/p6WSptoS03ImwINx+SqC5FtuLbLjs68eSunQDRYdybknmSdSrRTnVNJ5+imGAGbnRVMtRbFo2Qlel7QmTA2IAsrqhBtPdUtt+WUIlgjMJlcbyItGuo\/PipYmgxoJc02nSZPTeVe15M2A\/RNVrQCd9gPkm7mGIDp4Rgy5mnM6PLM5Z3OiExHEKTMjQMrjUcI6tDhcnWQdOqMZUIlz5JnYdYH6rM4lh8znP1yGYidpnuEbpGYHuAvI0M+myoq1bws6liQDILvNbyxlEXBO4HbkEQzy3sXRqPgholDYqmHHzFYuMwgJGpJMDLM200ReOrGdNz8xIlPQJbBm6lPCM0zKvhmk2m2fezHOHX\/wAbgWkHlcz2kLmzTwbahZR9m8zrEyRc5S4TC7N7ST0XIVaNN1eo4D3IaDEX1eJ3iyeL5Ia4CHEoeqBcETPNW1HoWq9OKEYGowUzRPlafdNxkcCDIi4kgfNY9eiXktbtYgOOUnYX2N79FKtUVTsecvsxYk+8ImJv6\/BRnOkmViGZHEHb16fZCudJ\/Lq3G1cpyEEGd9Y2mN7odxvy6cldErkEMckH6ZhHVV0ir3NkJilhtN0XWDxV1lrUmG0kQPtosbip0Uzf8MStf2jMAlMnIg3TrnHQIJKYA5\/L906AHD7RA1mft2RFEoNqKolX1MrmjTwpXe+B68PAXnuGcuq8NYnLUaut072LRx+sXG\/R7ZmRTXQsnB1szAei06VwCuXZHG0dKqXdFMtzpYh5DTlInab37KolVOuVS0aEyqk52rtdzpJ3lEU6k2v1VOJqRlHOZSe8C6XByWOxQY5rJuQXGNYED6\/QoSpVc8AgHePUiIHab9VnUsGfb5s+YFsFrrmJkQTsL26rVxALWgCBNhBQBTRaY8zu567lWuLRGvmmfznqqnN0EGIUXbHpYKQMjHvFF1MABocXBoHMHMJ2uESMaaji3JlFjmBmb3tt+6sxFH2hbABLXA3voRMfSeSyXMfmcHNIIJAiRmGtt9Ey58ieAmvTaHkGSbE9yPweiup0x7zyAAJM26oLEtaxrarXRNqkjNBHVx00XP8AiDxOxnkpj2rgNSZptduC0QDbnKjNGLPEvjWjR8lJpqVDYC7QJ\/2nfpCyeEtc2kA8Q65deZJMyeqA4Jg3mo7EVs0uBAJAg3vbaIC1X1N4jXrbbRWpYK2NVegq9RTq1EFWqKSCqvUWTi68IjFVljVqklSkQx3OLjJJJVwdNyh2q5qsRXIIplEgoNpRLCmTKZBTT5T2XP8AE33hblV0N7rm8Y6XFLc8gTQtm2UEqQbJG3dMFN9rW9O3NYTaLM3lPWUkzWDd0ehKSAIBX0iqnEWt+\/6J6bk8HyLI0KJW3w2tBBXP0nLSwdRdPp54zB1FfcsPbfDmLD6QvstzD14MTAOvyXnHgricENJsbLuc8peqryW\/ZT0dn8dr8o1HPFog\/NRzSsulWawBug2G3yRFXGBgb\/2JHw+Swyjh0YyCqkxJuq5Vf91AzA5v+ouR1IUWYh5bm9mRPuhxDd40N1WXJhDahUKhaXC1wDf86Kt7iNbFVOoF4PURPRQSUsxpe6R7u386RH6qbzeTsIOwQ1DDspjKywFwNlTXOY6mAZ6dFIGhg6UmNAN+S5vxdi3sh4BBa9uWCMzgQQ51rx5RHfutynXkQAZJ1tppJnZc\/wAcqh+ZgMudaS4wA3MQ7K2S4+9ra4vewgLMdgquJa1oEU3klxzQebbxsSR6LKfwXC4Qy94xD2kD2bJyNI97ORqAYsIWNivEWIc5tJriGMaAGMAzEgRLjJknX5KL\/amzszSSQIN+txHVOQC8Y8QVMRjaZ8wDRkDA3IA2L5WbDQ3utGq5ZfDOHsbVfUzF2U5Wk3zGBmInXcToj61aNE6EaKqxQNZ2t5T4iubrIxWLNwEAQxxP2QbWJNqTc66q+m2UyBleVTapuYogJkyqRNgRVISh6YRTLCU8SiTKsdVgHoueJkrS4lUmyzSFR1EtliNHTxyO\/YkoEpk+izl5NtBxEhp+CdRHZJADOAtf9kwKZSER12UoC6k5HYd6zqTo5Iik9aq5lFkTqOD4wscCF6pwzGipTB+K8UwtVdv4V4vlIaTYrqcWwxnItTpsU149nfl6qqASDlBka\/RVh\/w26p88CNlzpRaeM6EJqS1eyunUyuIsflB78kVV4xUe9rGtAa1oPOSf+ROgFj1WX7cZyETh3TIESYidPyJVU4F8JhlPEunzC31TuxGYaQPnHVR9gYEz+fVQewiPyVQXpjOd6JSHW+AQeKq6tGvX7K3AUsoLi\/QEkmNAJKAJVKrGMJzjMZAtNxYj5yuUr8OeKZLHGCHgwACdSAPQxFvdRVfHhkOdLpeSGtAbdxJDSD8tEXxTFMY0lwygw4Nbc5vMcpJ0mRI6FSB5+zhzw\/PBkXE79FsVcWX1HmIJERs0aCOqExHHIEWzaAaAE2F+Sd8tAm558zuU6WkNlr6gFpQGIrJq1ZZWMxUJxRsZioWUa5JTVKmY3TNCCQigEe0WQVAIt1SyBGyRIhUqJepMCdFUmXUgpYmrATtsFlcQxE2Csb7I6VRj3ywFq1ZJKrKSSwN7yb1xwIKWS0qKl3UANmSTOKSAJOhIAX52hNkKZADxFldSKqa4hOHW68\/snjLCGtD6NRa2AxUEQufpvRtCst1NuMx3VKSPVfDfFw9vs3nstauTBC8r4fji0ggrvuDcXbWaGuPm2K22Vqxdy8nMjJ0Sx\/EKA82boiWOQlYFroNvp3CdtVYpRN8JmtSxR9U9TFCQDr9+SyHYlRxFSwcTc6ekKiVZojYargDexVbq5YIkiZFiZMg3HM637LJbxCG6qp2MmHOIytuWgmXHZvqbSq3AuUzPw1Wo2qRVAGV1i65c90mWzrYlWcYxBLWNEucTaADA6CNSVRi+JhxDnCSD5WNywQWxBJ0aBIWRjeP1GNewNHtKbffDjbNbyg7gRp1Rg2mJxN8PcTJMmdrzuNkThsXmaJ7SsPM4nzEm+5RAqZTaQmRGmhiMU3YLJxYNiQYNx1AMW9QURRpGoYGggHn6dUf4odHsqXl\/xt0AuC65Djue3VSQ2c\/CuptUAFYxBDYS0QEziq5U2tTIrbHaERTYmp01Vi8WGiArIpJaylvueIjj8VAgarIcVN751UFlss72aq4KCGSUkyqLCTIm+nRJroNjCQbvI2+aY2JlADkJKMpIAnnsbKATJ0ASe+fgB8ExGiTQmQBIFEMePyyFBU2ndWRngrWmhRrLVwOOLSCCuebURFOrC21X9rMttCl5PTuGcfbVaGVfQ7jsiMVSc0ZmnM3\/AJDbuNl5thsWRuuh4X4hcyxNls2Fv4zmuuyp7HlG9\/cyLqLsSS0tkDvyOoTtfRrtlpFN\/wD4nuP0Wdj6VVmokc23Hy+6zzqki+u+Mvx\/Q1cOgZTEfYWWZUqn\/bUaap28SLZa6cpsQ0wfjsgcRjSTOVs+pj0mFnaNkWy4l0TJadufrsEPXwTmuze0EnWbT0m8z9khi+Q83NDYkOMEmSZ3CTCzuBol0pnyVc2mSJhRNNGB3EKL3NMtJB\/WysxNQvOY69yfmUhZRcjA0oITtCtaxEMwp10TKLYkppFDGIinT3KVWoxg1krNxONLtNEzcYeREpWePATi8aBYLNc6Sopllssc2aoVqK4HJSITtSiyrHGypZd05CZ0iyAHa3SbDmoqTJNtUxKAIpJJIASSSSAHTJJIAlspj3fVJJAEQrmJJK+Aki5iMopJLZUZbPBs8K1XV0PdCZJdGPxOD1fzRy3F\/wD5Xd\/us2vokkuTPyzt0\/FAnPt90zEkkhcHM90KmomSUgVFRTJIICsMra2idJXw8GezyjBxWqoSSWC35HRh8UJJJJIxhBJJJQBPb0H1TVdfh9EkkAPR1CgkkgBkkkkAf\/\/Z\" alt=\"Resultado de imagen de La Edad de Hielo el planeta cubierto de Hielo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Edad de Hielo el planeta cubierto de Hielo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Edad de Hielo el planeta cubierto de Hielo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Edad de Hielo el planeta cubierto de Hielo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace 300 millones de a\u00f1os, el hemisferio sur del planeta estaba casi totalmente cubierto por el hielo; los oc\u00e9anos del norte eran una sola masa g\u00e9lida y los tr\u00f3picos estaban dominados por espesas selvas, pero 40 millones de a\u00f1os despu\u00e9s, el hielo hab\u00eda desaparecido; el mundo era un lugar ardiente y \u00e1rido. La vegetaci\u00f3n era escasa y los vientos secos soplaban sobre una superficie donde casi no hab\u00eda vegetaci\u00f3n. S\u00f3lo un reptil podr\u00eda sobrevivir en aquellas condiciones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.ecured.cu\/images\/6\/68\/Tierra_bola_de_nieve.jpg\" alt=\"Resultado de imagen de Cient\u00edficos de la Universidad de Yale aportan pruanas de la Tierra Bola de Nieve\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cient\u00edficos de la Universidad de Yale aportan las primeras pruebas que apoyan la teor\u00eda &#8220;Tierra bola de nieve&#8221;, que sostiene que en el pasado, nuestro planeta estuvo cubierto completamente por el hielo en varias ocasiones. \u00bfVolver\u00e1 a suceder?<\/p>\n<p style=\"text-align: justify;\">Ahora parece que estamos decididos a repetirlo. \u00bfQu\u00e9 har\u00e1 Gaia para defenderse? Creo que har\u00e1 lo que estime necesario para preservar su integridad, y si para ello es preciso eliminar a los molestos bichitos que causaron el mal, no creo que dude en hacerlo, ya que los acogi\u00f3, les ofreci\u00f3 todos los recursos necesarios para la supervivencia y el pago,\u00a0 no fue precisamente, el m\u00e1s adecuado.<\/p>\n<p style=\"text-align: justify;\">Lo peor de todo esto es que el comportamiento de unos pocos lo pagaremos todos. Es como cuando un ni\u00f1o molesta en el colegio y el maestro castiga a toda la clase.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_XLhnzoMg-Vo\/S5I05XWQJ8I\/AAAAAAAACBk\/w9HJPV22kZs\/s1600\/2814-globo-terr-queo-foto-reuters.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Una Tierra cubierta de hielo impedir\u00eda la vida de muchas especies<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_10t_QkeL628\/TMCnoAZYkWI\/AAAAAAAAEEI\/KPBNSXwRh_A\/s1600\/Franz-liszt.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Franz Liszt dijo una vez la hermosa frase siguiente:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;<em>Nuestras vidas son preludios; preludios de una desconocida canci\u00f3n cuya primera nota es la muerte.<\/em>&#8220;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Liszt encabez\u00f3 su referencia a un poema de Lamartine, en uno de sus m\u00e1s conocidos poemas sinf\u00f3nicos, con esta memorable definici\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 verdad que la muerte es el comienzo? Bueno, en las estrellas as\u00ed ocurre, a partir de su muerte comienza algo nuevo pero, en otro estado, nunca podr\u00e1 ser la misma estrella. Sin embargo, si puede ser un <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> radiante.<\/p>\n<p style=\"text-align: justify;\">Bueno, es mejor ser respetuoso con ciertos pensamientos. Hay ciertos temas sobre los que la ciencia no tiene potestades ni puede legislar. Yo, en este sentido, me parapeto tras mi ignorancia para no pronunciarme sobre lo que desconozco, y sobre temas que la ciencia no est\u00e1 en condiciones de hurgar.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT7f-whEb0bw0cIuF46ZcfKw6xjT0aEU7kpBKmKJ1KyOGv3SEwb\" alt=\"Resultado de imagen de Posibilidad de vida despu\u00e9s de la muerte\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero como otras tantas veces, me he desviado de nuevo, me fui por las ramas olvidando que, en realidad, trataba sobre la posibilidad de la vida despu\u00e9s de la muerte, y,\u00a0 por si acaso, aconsejo a todos que se porten bien aqu\u00ed. Aunque, hasta donde sabemos, la vida despu\u00e9s de la muerte s\u00f3lo se produce en las estrellas, all\u00ed donde ha muerto una estrella masiva que crea una inmensa nebulosa de la que surgen nuevas estrellas&#8230; \u00a1Pero en nosotros&#8230; Nunca vino nadie del m\u00e1s all\u00e1 para contarnos tal suceso!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i2.wp.com\/scout.es\/wp-content\/uploads\/2017\/03\/Contaminaci%C3%B3n-en-Madrid-1024x629.jpg?resize=422%2C258\" alt=\"\" \/><\/p>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En verdad&#8230; \u00bfSomos seres racionales?<\/div>\n<p style=\"text-align: justify;\">La \u00faltima propuesta para paliar la grave contaminaci\u00f3n atmosf\u00e9rica de las grandes ciudades proviene de Espa\u00f1a, concretamente de la Universidad Polit\u00e9cnica de Valencia: convertir los edificios en &#8220;esponjas&#8221; para absorber la poluci\u00f3n. Para lograrlo, expertos de esta instituci\u00f3n han creado una nueva cer\u00e1mica formada por una sustancia llamada OFFNOx, que funciona generando una reacci\u00f3n qu\u00edmica con los gases que est\u00e1n presentes en la atm\u00f3sfera.<\/p>\n<p style=\"text-align: justify;\">Tenemos el reto de generar energ\u00eda sin provocar da\u00f1os que nos lleve a un indeseado cambio clim\u00e1tico. La concentraci\u00f3n de CO<sub>2<\/sub>\u00a0elevar\u00e1 la temperatura del planeta Tierra provocando la escasez de agua y la desertizaci\u00f3n del suelo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_156TtMOwpOU\/SB43i4-OEKI\/AAAAAAAAAIw\/GZM1jlL8yZs\/s1600\/1197031572_0.jpg\" alt=\"[1197031572_0.jpg]\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Antes fue un fondo marino<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El ser humano, que vivi\u00f3 en la miseria durante muchos siglos de su existencia, descubri\u00f3 hacia 1.800 las ventajas que le pod\u00eda reportar la utilizaci\u00f3n de la energ\u00eda. Aquello pod\u00eda cambiar sus vidas, en igualdad hasta entonces con la de los animales (o parecidas), y comenz\u00f3 a utilizar el carb\u00f3n y posteriormente el petr\u00f3leo &#8211; combustibles f\u00f3siles que ard\u00edan 1.000 veces m\u00e1s r\u00e1pido de lo que hab\u00edan tardado en formarse -. Hasta aqu\u00ed todo bien; un reino de maravilla. Gracias a este enorme suministro de energ\u00eda, la poblaci\u00f3n humana pas\u00f3 de 700 millones de individuos a unos 7.000 en 200 a\u00f1os. Hasta aqu\u00ed todo bien, otra vez.<\/p>\n<div style=\"text-align: justify;\">Unos siete mil millones de habitantes hay en todo el mundo, seg\u00fan las \u00faltimas cifras de poblaci\u00f3n de la Organizaci\u00f3n de las Naciones Unidas (ONU) y la mayor\u00eda son j\u00f3venes y viven en pa\u00edses en desarrollo. Para el 2045 la poblaci\u00f3n mundial alcanzar\u00e1 los 9 billones de habitantes. \u00bfEstamos tomando las medidas adecuadas para acoger en el planeta a esta ingente cantidad de criaturas?<\/div>\n<div style=\"text-align: justify;\">\n<p>En los a\u00f1os 50 del siglo XX, la energ\u00eda era abundante y muy barata, y nadie pensaba que pudieran surgir problemas. Se constru\u00eda sin aislamiento y los motores de los coches consum\u00edan sin medida. As\u00ed, se asent\u00f3 la creencia de que no exist\u00eda ning\u00fan l\u00edmite al consumo. De este modo lo asimil\u00f3 la poblaci\u00f3n en general, y los mandatarios pol\u00edticos y las direcciones de las grandes empresas en particular. Nadie pensaba, en esos momentos, en el futuro.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Pero las cosas no eran as\u00ed, todo no era tan maravilloso; la sociedad sin problemas de la Utop\u00eda, en realidad no exist\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcR10zuJ5fWP24WQm6n9b__QqkC2r-cGHO5h5giD2-SHgAobuCOv\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<strong>El<\/strong>\u00a0actual modelo energ\u00e9tico, basado en\u00a0<strong>el<\/strong>\u00a0uso de\u00a0<strong>combustibles f\u00f3siles<\/strong>&#8230;Debe llegar a su fin antes de que sea demasiado tarde.<strong><\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0Cuando obtenemos m\u00e1s energ\u00eda quemando combustibles f\u00f3siles, emitimos el gas CO<sub>2<\/sub>\u00a0a la atm\u00f3sfera. Este gas es inocuo y es el que posibilita la vida en la Tierra, al hacer que su temperatura media global (TMG) est\u00e9 entre lo 9 y los 22 \u00baC. Es el gas que utilizan las plantas para crecer y almacenar la energ\u00eda. Sin embargo, el exceso de CO<sub>2<\/sub>\u00a0en nuestra atm\u00f3sfera es muy da\u00f1ino.<\/p>\n<p style=\"text-align: justify;\">En la etapa en la que nos desarrollamos como Homo Sapiens, la cantidad de CO<sub>2<\/sub>\u00a0en la atm\u00f3sfera oscil\u00f3 entre las 180 y las 280 partes por mill\u00f3n, y la TMG entre los 9 y los 15 \u00baC. Hoy estamos ya en 380 partes por mill\u00f3n, camino en 20 a\u00f1os de las 500. No debemos superar estas 500 partes por mill\u00f3n; si pasamos este l\u00edmite, el clima de la Tierra cambiar\u00eda de manera irreversible a escala humana.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un mundo sin agua ser\u00eda un mundo sin vida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un mundo sin agua ser\u00eda un mundo sin vida\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.dyeq.co\/wp-content\/uploads\/2016\/02\/mundo_sin_agua.jpg\" alt=\"\" \/><\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un mundo sin agua ser\u00eda un mundo sin vida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un mundo sin agua ser\u00eda un mundo sin vida\" \/><\/div>\n<div style=\"text-align: justify;\">Todos sabemos que un mundo sin agua&#8230;Ser\u00eda un mundo sin vida. Sin embargo, no parece que nadie caiga en la cuenta de que, ese negro panorama nos puede caer encima antes de lo que nos podamos imaginar de continuar por el camino emprendido que, estuvo bien para su momento pero, ahora, es insoportable. Tenemos que cambiar.<\/div>\n<p style=\"text-align: justify;\">El problema no es que haga m\u00e1s calor, el problema real es el de la falta de agua, y la desertizaci\u00f3n est\u00e1 arruinando nuestra casa (el planeta). Gracias a las energ\u00edas f\u00f3siles hemos creado una civilizaci\u00f3n dependiente y fr\u00e1gil. Una subida global de 6\u00ba en la temperatura la podr\u00eda destruir, no directamente, pero s\u00ed a trav\u00e9s de movimientos migratorios de cuyos problemas se generar\u00edan guerras con millones de muertos. \u00c9se es el negro futuro inmediato que nos aguarda, si los responsables (irresponsables quer\u00eda decir) gobernantes no toman y adoptan en el acto las medidas que, desde hace a\u00f1os, vienen pregonando los cient\u00edficos.<\/p>\n<p style=\"text-align: justify;\">Estamos inmersos en un enorme problema, que el inter\u00e9s de unos pocos tratan de hacer que contin\u00fae. Sus ideas est\u00e1n caducas y los sistemas de vieja factura son insostenibles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-iiWyvae_NJI\/TbSNHwfm_XI\/AAAAAAAAGZo\/4TOmXm-UPhc\/s1600\/1+Linfen+china.jpg\" alt=\"http:\/\/3.bp.blogspot.com\/-iiWyvae_NJI\/TbSNHwfm_XI\/AAAAAAAAGZo\/4TOmXm-UPhc\/s1600\/1+Linfen+china.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Estamos alcanzando, en algunos lugares, niveles insoportables para la vida sana<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Han podido invertir antes en investigar nuevos caminos y nuevas fuentes de energ\u00eda que est\u00e1n en la mente de todos: solar, e\u00f3lica, fusi\u00f3n, etc., claro que habr\u00eda que invertir mucho dinero y repartir menos beneficios. \u00bfQu\u00e9 importaba que ardiera el mundo? \u00a1Gente sin conciencia!<\/p>\n<p style=\"text-align: justify;\">Nunca hemos sabido administrar de manera adecuada los recursos que nos ofreci\u00f3 y nos ofrece la naturaleza. Hemos despilfarrado el capital recibido, esquilmando millones de hect\u00e1reas de bosque o utilizando energ\u00eda de fisi\u00f3n nuclear altamente contaminante. \u00bfPor qu\u00e9 raz\u00f3n no centramos el esfuerzo en aprovechar la energ\u00eda inagotable del Sol, que adem\u00e1s no contamina?<\/p>\n<p style=\"text-align: justify;\">Para m\u00ed, personalmente, siempre ser\u00e1 un misterio la irracionalidad del comportamiento humano.<\/p>\n<p style=\"text-align: justify;\">\u00a1Retr\u00f3gados!<\/p>\n<p style=\"text-align: justify;\">Estamos ante un peligro muy real. Si no cuidamos nuestro planeta, estamos descuidando el futuro de nuestros hijos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F2021%2F02%2F15%2F%25c2%25bfcomprendemos-%25c2%25bfsomos-racionales-%25c2%25a1la-mente%2F&amp;title=%C2%BFComprendemos%3F+%C2%BFSomos+racionales%3F+%C2%A1La+Mente%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F02%2F15%2F%25c2%25bfcomprendemos-%25c2%25bfsomos-racionales-%25c2%25a1la-mente%2F&amp;title=%C2%BFComprendemos%3F+%C2%BFSomos+racionales%3F+%C2%A1La+Mente%21' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Me vienen al recuerdo temas diversos, y de manera natural, sigo mis pensamientos, y as\u00ed lo expreso en la hoja en blanco. En realidad, al poner en el papel mis pensamientos [&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":[56],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20073"}],"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=20073"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20073\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=20073"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=20073"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=20073"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}