{"id":15456,"date":"2024-01-18T06:51:52","date_gmt":"2024-01-18T05:51:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=15456"},"modified":"2024-01-18T06:52:16","modified_gmt":"2024-01-18T05:52:16","slug":"el-mundo-los-pensamientos-y-nosotros-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/01\/18\/el-mundo-los-pensamientos-y-nosotros-5\/","title":{"rendered":"El Mundo, los pensamientos y nosotros"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/05\/el-mundo-que-nos-rodea-2\/\" rel=\"prev\">El \u201cmundo\u201d que nos rodea<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcR2CZvUDpT8wukNczyUOc-aaamczlx9xNtS-2kiKWjtU1nftbcUhg\" alt=\"\" width=\"450\" height=\"450\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No siempre podemos o sabemos ver, todo lo que hay delante de nuestros ojos, Unas veces por ignorancia y otras por carencias f\u00edsicas, lo cierto es que se nos escapa mucho m\u00e1s de lo que podemos abarcar con la mirada.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQO2jE-1R6dbDJ5Ko8M5sLQDDD2FjzEbaPc5A&amp;usqp=CAU\" alt=\"rememorando el pasado\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQpEHLrA6eliyMEtT-wpDV5w1j1n5ixJjghyw&amp;usqp=CAU\" alt=\"110 Frases de vejez | La etapa vital m\u00e1s infravalorada [Con Im\u00e1genes]\" width=\"490\" height=\"490\" \/><\/div>\n<div><\/div>\n<div>\n<p style=\"text-align: justify;\">Habiendo sido un curioso de todo lo relacionado con la vida, siempre me llam\u00f3 la atenci\u00f3n los comienzos y la evoluci\u00f3n que en la misma se produce en los distintos seres vivos que hemos llegado a \u201cconocer\u201d, y, me ha picado la curiosidad que, en nosotros, los humanos, cuando llegamos a una cierta edad, nuestra mente rememora m\u00e1s los hechos del pasado que aquellos que se podr\u00edan producir en el futuro, y, tal hecho cierto, nos habla de una especie de decadencia en la que, el ser humano (no siempre consciente), ve como se acerca su final y, de forma intuitiva, regresa a su pasado para repasar su vida, ya que, de alguna manera sabe que lo que le queda por vivir no ser\u00e1 mucho y, el futuro, ser\u00e1 el futuro de otros y no el suyo, de ah\u00ed su falta de inter\u00e9s por \u00e9l. Se llega a ser consciente de que lo pasado es todo lo que tenemos y a eso, no podremos a\u00f1adir mucho m\u00e1s. Nuestro Tiempo est\u00e1 de paso.<\/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 <img decoding=\"async\" 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x\/P8MW1UW7ggdT+HrgiUvllfPLO65doM3BeokkHkfAMEQ\/bQVTlKlNf0mk6GFgx0sB6EEi3x9KVuH+mDoCK8le2e4CXHcvn3s9lc01aMoH71QZ02IGzBptHUHEMrmU7\/Xku467dN6lOOSs3DsrlDTzJ4mxGbDNr7xm72NA7s04sx1dbRHLEBLqjs8us\/HOqheZbzezpd16+kg7N9qq+SDrT0FXglXBsQIDKVIKmLWNxieSIPzW8sLJaByfDN8UyHe5yrREZqNZe8EklCQjBqfkD6YjusfRoP766wUb2wyC4Tlu8l77LcwxrViWInQ5izGGabj3d+V9rjGloIjuOGhW8rTI0jfVfQNJFVQFACgWAsAMdpeZVPyNZdeZ03UZkgEDw\/WaCfFt7zG0zgiMbP5fSfG0je36urbfb5YIsXPojNM+AiYHUwN9xP8pwRM247SAXVqGoWkecfnInax8pItk41TP3h6i9\/wCjbfluQCRQZrheWLd9VpUzCEEuJACySIMiNzt1xqQMypWSSAXGlIuL8FaiEr8PK0IPiSo7rQYVCI+qBGg64v4ecgzjQgjFqsRyMdVs2PEUqKcdcOar3GuK5ylxOi4pGt3dP6w0EZ2ZKkr4lCrGkgss2MmGuQI3ucHYK3Z4on2dwLqVOF6gxG4111w8Fe+E8RXMCaNZYi4WNYgxBQzoPK\/S4xlole29kOX9j1K57+yieYzi4aV8jph4eKMTKDWuuWI8UsZ8RmABtYTyGwxqIReF7HXE68NMMdNy2Mpum7hphu464\/aYYtKqg89xKnSZA5I1zBi3hj+IjBF5T4rSM+IiN5B5AnpawO+8YIl\/GOImpQP0at3Ts2nvDS16IGtjpMAwoN7icYcCRgpInMa6rxUbq0WcMr5elCmo9SoRepUDF2JJBAt4biNIAANomcAKJJIXnKg3BSUuN0O9bx8hyJmdtp3AkYyo0WnFqRtq5ge6efwtsd+h6YItP7ao+OWI0NpMg7idgJkWPywRAdoloZzL1MsXE1FhSVNmn6ttttQH4dRjV7bwoprPMYZA8adFcX7Mdoa\/D8yofXopuVq0ZkC8PA2DA3Ebx54osNx1V6e0wMtMRpriD7Lv+XzyVFV6Z1qwBUrsQbgzjoA1Xk3NLSWnMLdg0Sx0jy\/jgTRYAqleZympGq3H3R+r1Pmd8UZWF7TIfDkrsTwxwjHjzTOk2umJEhlvO198W2OvNBVV7briEOz90fESU5Od18mPT9b59TutEk7WcVGSzGXzLqzUmV6D6YkFilRDfeAj28\/KDq910VU9ngMz7gNDoiqnaXJVaJbvQ6WBVQTUBay\/VgawSbCBJMASSMGlsgoMUmgls5q8Ecf3koMn2ey\/fOQviZYZ091wrDwuVuGBEFSYInkSoovsLC6gJyPLTrNbvtb5GXH44g7suXRVY7Y+y581WavTzCqxAGgp4YWygQbYNs0kYN2hx5fauw7Qja0MIpRc+4zQzOQy7ZOvlgNT6lrC6mINvDciLXFuRxAYr0lSSOHWnJX2FsjhIx2A008VLxrtbmM5lHVcs2jw9\/VXU6+Bi4uR9X4mmCxgQBAxhkTWPxcoorPHFIXNOJ+yetwQvs2ZvpTAGJpNPPZkPoD88YtlLnirBqvoTh+WVqVNnlyVU+K4mBcL7o+AGOpAaxNJ3D2Xm5hSRw4lA9mdT0mqyIrVatQRzQuRTM+dMKcSqJF57NKieKdJaCVAn4dYAknop9MEQtTjVNx4TJVlvB3J0\/KYE+eCKanxqiyydZgBiNJMSFYbWJGobTgi3q8cohZJMEwBG56eu3z9cERLhyxCqAPvNe\/koN\/iRHngi0emqwzzUeQFm5nlA2W3MAWBk2wKy0VUuSySUgdCImoy2lQATtyxgCi2e8uzKqfbbs\/UDfTsoStdBLwY1Ko3vYmBEcx+NqKTC6f74fR0XPtEPeDwab+H\/YctRqNNC77J8eTOUFcEd4oAqKPst8eR5YikZdPBWIpL2FcRn9+P6TrEalWroDuAfXBF4aK\/dHy85\/MA\/DBFDVC8lBi8wIBHOTgi8mm0Sq+K42IMRfz5fhgiHDJ3pI0mLE23jBEUIN9IPTb59YkTgiiz2XVlhtI9QCDzgj7QJ3FsEWuXr6jAphXG8\/G45sDJg23MwZGCLkHti4T3WbSsNq6Sf26cKT\/lKfI4pzto6u9ej2TKXRFh\/wAT6Horb2bduRlP9mzB+oJlX\/4RJkz+oTfyJJ52RS3cDkm0LD23+oz8vf8Aa7HmPrEXQQysRJBsVN5B5yPzxYkBcKDoLgxm44k5j3U1anqUr1BHzxs5tWkLRrqOBQfBnmnHQkfv\/fiGymrKblNahR9d6OIxYVdVLtnwZmytSkt6Ual5tRdLqRzNPkQLqCYkWXBFRQreOQxvD25jFcY1kgMu4Mg9CD1HTyxzwLrqOXrxJ20IdHrTPn8J1wPtZmsofBUDKxLOKgnUx56vf6\/axOyVxBpjuVC0WCGrb1ADWpyxzw038grd2d9o9NKAp1lqtWWJZmkOWYT4o8MSSA1gAJbniSNzQADrU4mq5kmzpG3hH3rtK4andofOo1FFd85k8tm6SisEqJVWyl9SkxPhg6WIudQ6Y3exrxiqbXviduK5rx3s9nshRqZfKURmKD6wjgfW0xWADqw+2LCD1AnbHMlgLX1dl7\/XVF1opIZ3tkdg4ddeq89mPYSujNWrqaeoaQDuFkE\/EwPSPhjLonWggUo3U\/SltFsZGMDUro\/aOuRTXLUTpq1\/q0jdEA+sqc40KbTYsUX7WOoAAKBcEkk1KKoZdURaayFVQqqCYCiw+Q5eWMrCl7kA2GwFj6\/ywRSZqnKMPL+eCLMk0ovpHytginwRZgizBFmCLwjBFy7slV+jcWrUFIWm7OsTaxJQCOfL4nFyTvN8Aftc6HuuBB1LfAE08cPUrqWKa6K1aeWCLI+P5YItGpagwbZhB9DNsESfOcKpAzpAEzA2mx223wRBf2JQ+58JMfL+vxOCLalwOhMaYvMljII\/WmQcETThOVo0k+rQqDAOrcFQFg7wbR5x6YIjatDUBeCNmG4\/rpscEXKvbTxFT9HoNHeqWcxtpICg+WozY7aTuIJrWg5BdvY7DVztMuuXyuYYrLuK\/ezXtx9FIy2YY\/R2PgY\/3RP\/AIH8DfmcTRS3cDkuXtCw9qO0jHe9\/wB+67XTcMAykEESCDIIOxB54uLzpFMCl\/DmipVTzkf18sVYDR7mqzOKsa5MsWlVWHBFzTtt2ELFszk0ub1KI+31dByPVftbi\/vRSxXxxV+w202d1Di05\/YXNyOu4NwbEEWIIOxHQ4pG800XpmujmaHNxGfitXpSQek\/jjLXloWJIQ8g1pnlxU\/DuIVKJVqRPhcMEYzTLAghtLSJESGAkQCNhiYPcx+Jzz+lQkssVoh7jThgK886nMa1x1Irr2\/sxxk5ugtSnUXULVFZZZW5iVK25gxt8Riwx4eKhcK02Z9nfdd\/an4nxo0CqFBUqv8Ao6VNpqvFiQrABVEiWJAE77Tuq6i4NlXVmq5gH6RVgGBKU0FxTQiYUbljBZiTA8KqRE0+MUGAYMNMGbGwubwNgAT6YIvU4lS1R3m4n3TsPOLRf0huhgiPouGUMtwRIPUH1wRIeF8E+r0d9WhTHvXgGQJ8v\/c4ImacOILt3tSXBBvYExcAbERA8sEQuWyCMgQVqjGnU1Ak+IFJUCCPdkHlB898EU68KPOvWO0+LeB0O14Pw8zJEVkst3YILs5PNjPIDnttPxOCKZ3ABJMACSTsAMAKrBIAqVxPh2eD8USoJGvMBoP6zX\/OMXzmWHMA+gXKaD2LZaYOcD\/9nVp5ea7digusswRYcEQXEadZgopOqkMC0iQVAMr5SYvgiXZjKZkAzVUmfDInn0AHKf574Ih3ymaF9S3iAR85IFz8tzYWgiY8MsAHYd76WO+0gSYFwNsEWvGOJ0sovf1qiopswY3bzVRdmHQCSOsDGC4DNSRxPkNGCqpPFvaNWrKRkKOhNvpNeAvqqmx8pnzXFZ1oJdcYKnzPl9rptsEULe0tLwBur7nrgVznPcMqVHLvmKVSoxlmLtJP7TIB+OMGzWjMsPp91Vlu2NngBgfQcvlCf2PX20Bp2KuhB+TWOIXNc3MEeB+lcjt1neMHg+KOyXCFWWzJtECmjguSeZKkhQN77mMSxWWaY0aKDeQafvwVK27as9nb3XXjuHWHimuV4vnOGqrZet3mWf3Q4lAeald0bf3SJg4jD3xvMbsCNPkcFMwWa3sElM9Rn0OOS6RwniT1adLMHSHdFc6PdlgCQJJty3xCXm\/e1VN8TW1j0GC532s7V59M1UpjOsVRvD3YVQJE6SFFyNjM\/uxN2zzjVX7PY7OYwbnmuo+z7tJ9OyodyO+Q6KoHUbNHIMIPSZHLFyJ95q4dus3YS0GRxHXBWYYkVNV\/tF2OyubOp1KVf+LTs\/lNiH\/xAxyjGrmh2alimkiNWGio+f8AZdmVP1NelUHRwyGPVQ4J+WIDZhoV1I9syD82g+n2gR7OM\/0oDzNUx+CE\/hjX+Md6mO2m6M9f0rL2X7BZnLuajZzuyy6WWiskj9qoNNuUoYk7YmjhDDWqoWvaDrQ26WgDzPmrnwzhNKhqKKdTe\/UYlqjxtqdiWMchMDkBiVc9HYIojlk+4vyHLbBFquUpjZF3n3Rvb+A+QwRTAYIhcqYqVF+OCIvBEHSoKxdSPdclTsw1gMSCLi5It0wRb\/WL\/wAwfAP+5W\/0wBzwRS0a6t7p23GxHqDcfHBFSPaP2mFNPo9JvGY1kfZAuF9dp8rc8W4GXR2jvD7XNtcnau7BnNx3DdzPsq57MeHd7mzVZdQpjUSRI1HY+s3HocZeaMJ34fa3bR0oZuxPx64jkuvYpq+hOIvVABpKrESSGO4jYecwfh54IoO9zP3Kcetzt5259fjEki8D5kJdaeqRPTbxcz5ekmxgaiLwnMeFtKzFxaBvNibn3YAI+1JFsEXlLMVQ574KqLsw2kzz5gdYH8CI7MZcNyHx2MbT\/Hlgi4p25qN\/aGZ1fWd33aUxU8XdqaYcwDZvEdzfc3JxrDA2aY38grdrtkllscYhNC4mp5JB9IZm8bllGyz7vUAfZ9It+XTbEI2nsQAdOfHVecfKZSDKSfH20Hgt2jkZxtA+R7f9RtCPXitJ2MYe46oPovFAJ2B8t9vTG8jS9haDSuoWsP8AuDCvNRurrtBH60qfP+o+OMtqBQ4roGwtcKtNOGiMyWfXQ9Cqp7txdbalPJ15GD+WKNtsQno5uDh68CpbDbJdnvo8Vaeqj5CXZqnXoLC1X7liYZHYIeZBWfC3VT+O+OI9hY668UPXmOK9rZ7RBamdpHQ+6WAYK0nPZTtHVyNcVqfiU2qUybOvTyI3B5ehIOzHlpqFXtNmbOy67wO5d74L2ky2aoitSqAjYqffVvuld9XkJnlOLzXhwqF5aeB8Lrrx+0TmqD1QpVmpQT8QQRcBvOb9NsbKFCvw3M2jNmJE\/VrMDXPqSSvkAo35kUlLIVwrA5gsxCwSkBSpJYwDcGRaeXngiiPDs1aM3AAAjulJMCJJJJMm5+O3Ii9rcOzRUgZyCQR+iWJIgGBBkb79PiRbjKZkExXEF5EqDC6wY2v4fCNo8yZBExyyEIoYywUAnqQLnBFJgizBEFUEVlPIiPz\/AJYIjcEQ+1X9pPloP79f4YIpK9dUUs7BVG5JgD4nGQCTQLVz2sFXGgXOe1PbcNqFG0SquLPfdgd0E8rE7+WLbYmsNHjH05LmG1ST\/wCyaNyrrz+st6oGQy9WvWCQahY2geLe4\/fOFZXvNcqZ6Dgp3izQWdvZg360pmXf9vtdy7LcEXKUBTEajdz1Y+fQbD588QSyXzwGSms8PZtx\/I4nn9DIJviJWFW8txLNZYac3SNVBtmKClv+pRUa1I+8oYH9XEYJH5K26OKTGI0O44eRy86eKLHazIRP0zLjqDVUMPVSZB8oxntG71p\/En\/4HyK94P2hyubY9xXR9P2QYaxjVpMGOhiOfTGWva7IrEtmli\/NpCcY2UChqe8vxwRC5usuWRqhYCiglgT7gHNT0\/V+W0HBNMStmtLiGtFSVw3MZxs5Vr5mCBVrEjyVFAUHzAKj1xHZ7WyEvkfwpxz+ArW2LKXNggYcga+lfVSZXg4cjxGZv0tYx05jGrttFtXXMNMfJctuywS1t7MV+UTxlqNNO7VQCCJMXHlO5J\/rpiHZptU83bPeac8PLJXbTBA2PsmNHOnzmSq\/UzI5Am07GAeYLBTcc7x6Xx6VVWQRMFA2vP8AooBswykBHJkSFbSdVzzFieg9IJJjGFp2LGmrMD1uwW9KuagVSsGxBkiBsSpMn+gTIkApvzF0hM+G5sKCtQh9RKvSj3lEQw6Gdo2IN98ULVG60P7IspQVDuO6nv7aqOEusB7dj9aFu8b\/AK8q6IDjHDjQqaZ1Iw1U2+8p2+I2P88cMVxDhQjA817iCZszA9uRQBxspSieGZ6rl6gq0ajU6gtqBvHQ8iPIiMZDiMlG+FjxdeK8+vZdC4V7XqygDMZdKn6yNoP+Uggn4jE7bQdQuXLsdhxY6nPFPafteyn2qGZHoEP\/AJjG\/wDIbuVY7Hl0cPX6SntJ7Tlq6Vyxq0ljxMVhyeg0kwB1B5+WLVntNnbjID5LmW\/Y20ngCAtA1xofb5SSl2mrHxDM1\/8AqP8Axx1GS2Z4qAKcl5aaw7SheWPcQR\/2\/aNpdss0u2Zf4ifzBwLbMdPdYB2m3I+rUZS7dZmDqzF\/\/rT\/APnEEscdR2YB5khTxy26h7QnwDSiuEdtK+ompmUgfZdVAPygj588byRQU7vukE9vDqvy4gfCsWb9oOXUKFUu5EsFYaR\/i5\/L+GK7LLeNLw64K9LtAxsDuzcd+BoDuqvMv7Q8ufep1V9II\/Mfljc2B+hCgbtuH\/JpCiz\/AG6y5KlUqkqZ2A6eeAsEmpCy7bdnGQJ8vtCZj2itutKmB+tUk\/kIwFlYHFrifLBaHakzgHMjr4kn2QfHfaUq0kKLpraoMeJVBBFjEEzBi4tzxC9sUTqvNRwXSs7bXa2FsTQ1\/E8aKm8R47Wr3eozcxJn5DYfAYsiYU\/0xQKgbC4PP8glzhoch4KbgfZ2vmmimhjmxso9T+7fyxgtDe9Iae5We2LzcgFT\/wDkcz8Bdj7N8EXKUu7WCTdiBAJ\/P4m\/5YpyyXzhkuhBCYx3jUnNNsRqdZgizBEuz3C6NdorUKTgc3RWnpuLYwWg5hSMlez8XEciqb2o7BCkRnOGjucxS8QRfceBcAGykiRHunYi84hfFTvMzXRs1vLh2VoxacOI69Eu4V7YV0j6Rlm1R71Igg\/4XI0+knGrbRvCml2Oa9x3n+lNnfbBRA+qytRm\/wCYyqP9Oo4ybQNAtWbHfXvOHhU\/SqXFeL5ziUNXfu8vPhRAYY\/qrvVblqJgeW2IgZJnXW6Z6AcSVPI+y7NZeOLjlqTwHXNEJw1kgrCKABp3EAzLNzbqescsUp7bZXM7FgJINb285HDdu+8+UGWqaYzyECoIu58h9nL4kpVu7UubAajJFo1MZ9IvjSKIT0ZvI+EkeY5K8B7IHIcErZo67It\/EbySfELXcWE7AkHaBjr23atk2W3s83bh8nTrBYisz5cVNxHsqtFdS1mMHa4iekNA9BGOdZP\/ACd9oku9kB41+Ap5LB2bL1evNIOI0FQw2nS8SdgT1nkwg\/ykR6azWgTsvjDeqMjQ3PVQkrCkwSbLI5uRcxzIgkdAR62FrhQVWZpVZNQPj95TzIH4eLkP54LD2te3FNMm4zeUan\/eU5en8PfT4i49fLHA2hEWP7XkD8H4PLir+xrR2TuwOWY+R4ZjmdyrgxVXqFmCLMEU2UytSq2ilTeo33UUsfkoOABOS1c9rBVxoOOCOrdncygVnpFAxYAsRujFWFiSCCIjFmKxzS\/iPULl2rblhstO0fnuBPxT1ROWyDKsGJ9cdeCxSRsoV47aG3bNaZy9taZDDctzlm6fjiU2eTcqg2jZz\/l6H6Wpot0ONTE8aKUWuA5PHmvWoOLlGA81ONKFTB7TqgHUmsLEaReR6\/x\/DFCt+0gjIdfK9BdEGzCH5vNQPL4FUWBi8uDVe6T0ONg1x0WhlY3MgeKJyfCczU\/R0XqDqqn89vxGMFpGeHPBYEzHfia8gT7J5kvZ\/mK4IqsuXNtIqC7noP4ifTFacMeA0nXRdCwWiSzvdI1mNKCpoCcN1TTyVm4R2Co5VQ+abXBACrtJsssYJLGFAAF2AvOJBM2NobEPE5qpJBLaZDLanDHRuA+yrbl+M5VU8BC01gCFIW+0QPX5HFckk1Ktta1oo0UCJ\/tal3ndSdUE+6Y8M6r8ojnG4icYWyGXtFRt74J2BUzymeQieceU4Ii8vxOk792rS+nVEHawm\/qPngiLJwRIc32xyFMMzZuidO4VwzW5BVJJ+GNDIwaqyyxTuIAYfJc+49xninE5p5XLVqeWPloNQH71RiBB+6pi9ycQOc9+QwXWhhstlxkcC7zp4D3KDyXslzjCalShT8pZj+AA\/E41FndqpH7XhH4gn0SXtV2JzORAarpekTHeU5gTyYESp6bjzxpJG5mKs2a3R2g0bgdxTLKvqqi+mLKOQAsFHQRi\/tKMQbPcxjaimPy7j1ovCwTOntvaSuxx\/Q4dap1Xr00Vndl8InYtpjyWSDjxVngklcGMGJ8F6UvujBVKhxZ83XWhGgM8aTGogDW0uNX2RqgCNgSZx6w2WHZVlfaM3NGelTgKDmedNVX\/AN1waV0L3FCAAACAF2AGwx85c4yPL3GpOOOp3rsxR0CSdocwoQIWAZiIHPHW2VE4yl4GACq7RtETGiNzgCTgEh7oONLAHmARPKMeia97T3Ccd1fhc0gHApPmKarrVfdkAHpKoLHyk\/LHqLM9z4WudnRVnACoHWSDpZyHqAkSAwW2+kMVFvMj4DEyjD8SEV2dzHdVmI2RwfhLA\/6bYrWiAzAs3gj2p6qvJMIHtfud6a+ig4xlhTr1UGyuY9DdfwIx5xhq0Fe+Y680FB43WyuXYPsX9LDZnMEplacyR71TTdgDyUcyL8heSJYor2JyXOt1u7DuM\/L2\/a61wTho7pe505egRK06IXUw6vUvJNvduPvNNrgAGAXnJJHyG881KZJwmiKfdFNaamaHJfxOxZjLyd2J8ptjdri01BooXxtkF14qOKhTs9lB\/wDHpfFAfzxuZ5f+R81CLFZx\/gPIKZeE5cCBQpR07tY\/LGO1f\/yPmtxZoQKBg8goanZ7KHfL0vggH5Y2E8o\/yKjNis5\/wHkFJluDUKcaKSCNrTHpO2NXTPdmVsyyws\/FoUPG+AUM1HeqdQ2ZTDAdJ5j1xtFO+L8VpabFDaPzGO\/VVSpkuD0mKNVNZxuiM1Rx6pQBYfLEptsp1VZux7KMwT4\/VEwy\/EMmo+ryGZFo1fQqgP8AqQMcQOmkdm4q6yyws\/FgHgicl2vyqIFrNUoRzr0alJRe3jqIF\/HEanVhoV6dVNSMlRGG6kMpHqLHBFBVpaGTRbUxET4fcYjw7LcDaMEUNNM14panEHTY6gY8M2je5scEXtR8wVIDUQ4mbk6ZPg\/0zvuQPPBFmnNahekVnzkgsCbRuFkC\/OTOCKTL9\/3jazS0SSAJ1RYL6c53wRczyPs\/4jmGK5vNVEoaj4O+ZyRNgFnQojmZjpiqInn8jgu6\/aFnjAMTAXcgP2rnlOyeXydPVlMsj1R9p4LmBeGY+EnaBAk8sTtja3ILlzWyab8nYbtE1qZrMR4aAJBFi4Eggze8QY5Geg5bqsiKdWqRemqmdi\/LrYGefTbzwRQcR4Z39J6VZgUdSpCqBIP7Wq\/QiIxggEUK3je5jg5uYXBsuoKAtBKkqxJnxJY79RB+McsXbBMJI6Ozbh4afXgqe2rIbPaKt\/F\/eHyPD5RPE+Nk0+5DeFkAsJYMjAnbcMsjysNzOKVn2XFHOZQMnEimVCKUpwNesBestoMkQacwBWvv4pZ2erCjnaVR7KGZTqIWC9PSB4iI90H\/ABHynO27M+0WGSOMY4HyIPsrcJuyAldErZhpNlv+sT+AH78fN+xu901qOFOvJdtpNFWOKcIrVKrPqQgxG4iB8cd6x2+CGERkHDx+l5jaOx7VaLQZWOGNKVJFKeBUOdoMgMjlvyI5\/hOOvsuaOaZpaeqK3NE+P8lXMxQhAY8SjQPOxQR5yQfhj1SoObQdclZKGlqDgaSujWotuCPFHqSZn4c8eYne5ltvVxvem5XwAYUg4eoCFzcvcmYAJ\/dvj0knaAAspnjXdqvOSPbJIWyV1pTepe0o+uDc3pU2PqUA\/djzTxde9u5zh6le+2a8vssbjuHsCl+Vy7VHSmvvOwRfVyFH4nGAK4K45wa0uOmK+h8lwilK5bQGy+WpqoQgFWdrksDuVUK3rVJ3Ax0QKCgXjJJDI8vdmUcOC0VQJSRaKhi0UlVRqbdoiA3PUL+eMrRbUeGhWDCrVMci0g2i4j+owRQpwNRH1taAIA12G99rG5E7xbbBFNR4YFIPeVTBm7b+ttv4nqZIj8ESjjXHRRZaNNDWzDiUooYMba3Y2pID9o77AE2wRBL2cev4s\/VNWf7imSmWXyKjxV\/VzB5KMETzL5elRQKi06SCAFUBVE2AAEDeBgiIwRR0xuMEVM7X5fKZWalLVQzTXU5chCx61EgpUX9tT5dRYgs7pThkqVttzLM3HE6DrRBcB7ea3o0s5pRtfhrLam0o4AYE\/VtJHMqeosMYns7ojjkljtzLU2owIzH71XRMQK6g6\/DKbsWYTqsRyNo25mLTvFpi2CKBeA0QZCtvMajBsVuJg2MYIicpw9KfuCN+f3on5wPlgilzGZSmJd1QXuxAFgWO\/RQT6AnlgiXPSqKxP0oBSTYgWljABJtcxty8sEWHL1Z\/3oQDtpHynfcHngiMp0X0iapn7yhbybbgja1sESHtdxujlMrUrGozuBpQBzBcg6QQhCjqdrA9MaPddFVYssBmlDPPkuPcLyXdURrXS7sGv7wUCBPQtJPpGJNlsJc6TSlOZ18lr\/5HaI3FsTMxieuslBx2k7rrWWqAzFyWncWv525gY6EVnis0QZGKNH96rl2e2ySWi9Ia3qD6SRywa4dKg5EeITuY3ZSJ92Qd4U3O7HteLzDULslNcjxiqiBKZMKxJ06STO4OuQg8tRYzM4pz7Ns88hfM29UAcqVypzUzJ3saA0otu2FUD9Cs9WFQfgFYf6jjn\/8A85Yq173n+vlTfzZNwUGe4y9ZSGNUKRBAUgTF7BJi9tRO2wOOjZdm2WzGsTKHfmfX4UMkz5BRxwSvOZ2ApJ2JKneWURaCRAJBMmbbYuhwrSqpyMNMFYK\/EKSZXu6VQOzKEVVMwIAlgPdMwb+dhtjz0dkmltV57aCtT9DepZJo44aA6INBChbQPLpbHf7Idp2lTlSmnOi80ZjcLaa1rqtO07DvlH3aNNT\/AJQf348041e8\/wDZ3uvouzW3bLGOA9giOwdINxHKg7d6D\/lBYfiMbR\/mFvbTSzv5L6BWlQy1J2VEpU1BdtKhVEC7EKOg\/DF4mi8m1pcQ0ZlK+0vaBKWUFVaio1YBaLP4QGqjws2qCoUHUZvCkb2xq94DaqzZ7O58t0itM6Y5feSH7LZylT7vJ5ajmGpIpLV3pstMncnU4BdmYk2EXtbGGEDuhbWhjnVleRU6A1PplRWjEiprMESjtDxZqKpTpKHzFY6aKHaQJZ2jZEHiJ9ALsMEUnAuDLl1bxGpVqHVVrN79Rup6AbKososMER+YrBFLEEwCYHvGBNhzOCJAuWavD5lZEkU6Mr4gYM7iRAnSb2E3BkidfSj9qnUX4A\/9hJwRVjtB2zp0malQ8dbnKkBPWYE7WJAv8MThjGM7WY3W+OPXBVJZpHHs4BV3PAKgcTLMWqVHLVWGqGF29CLMAPuyAByGLMNva9tbOA5gwqDlzFAR4riybLkMv\/uHEOO8Z8jWn0q5W8Rk3\/8AREfjiN7i81K7kUTImhjBQBdG9mXaxpXJV2JG1Bz5Ce6Y9YBKnoCOQms9tFOCMl0zGi2WYIswRQZvKJVAWooYAyAetxP44IhxwegIimBG0Egj4g4IsHB6H3OnM8piL23PzwRQcVzeUytIHMPTp00WFDnkosFU3Y8hAJ+eME0xWzWlxDRmuS8f7RnOVhWdYRP93omIUH+8qCbubQsEC2\/PWGzm0uvOwZ79anwG9WbVbW2GPsYTWQ5ndwHXE7kCXJuTJNyT5+uO41oaAGjBeTe8ucS44rWm2lleBK7TffcehxFaIRLGWHCopyUtnnMUgcMq+amzGXoZgeNViTAeZEjkwJIloM28ybR5i7arIa4jiMj8L1MdphnGB8NVW+1ORWiqFWEkxoLd4IidQ16isGF8\/LHU2dbJZy4PxprSngsyNAyVfy4LvBcKWJJZjCzuSSNv\/WOhLII2l5BPLNQOeGipTLO8MpBR3bs7WGsBe6BYgeJh7u\/Uxbljmw2+Z7zfYAMcMb1ANBr6KHtxuRTURbLViTUVlVVU2IK+G6xBEgS0wCRAIvXvSCQzQAAOFTXPPHA7+FMcalVv5AF94NfLLrmmlPhX1r0vqgKaAmpTp6SrE2Es0E6QSTa2N2SvjAlcXkn\/ABvA\/GH9KpNamSAAnA6kfAWZCiHA8YZOdSIGlfeaDtb58txjqfyS2z9q8UNMuOnmoobN204hZjU+mqVZ\/Nd7UeoRGpiQOg5D4CB8MeeAoKL6axoa0NGisvssyhqcSonlTDufQKVH+phiWEVeFT2k+7ZncaD5+F3HjPEaOXovVrsFpqPFPOeUcydo54uuIAqV5qKN8jw1maq\/YzgdSp3ebzgJZV05ak\/9zT+yT1qERLG8ATeYijaT3neCu2udraxRZf5HefpPB3tXNNFY06VBgppqomqzIr6mc3CAMAFAF1aTtG+JKrd1keVS7XdjTLenON1XWYIq32XX6RVrZ9rhyaVD9WhTYjUP\/scF55r3fTBE54lmzTQsBqbYC8SZiSASBNrAm9gTAwRI2zAXRWzCBs0t0pU5JXvJVSVvBiULCxiPFAwRMchkXY99XkOQPBI004vAIgGDz5wJmBBEn7RdodQNOi1vtODE+SnkPP47Xxegs9O85cq1WyvcjPj9Lnmc7R0KLd33hBG4RTpXyJBH4DGZLbGHECp39f2t4tjTFgkfRtcQDWpG\/AGg3VI8lvmFTMIpDkjdHBMqeo\/CQb+kYls0kbSZIwMc8M6aHlXwrlTFRWqCVh7OSuGWueo0IO8VrvSj6KSxDwrK2lyNr3Vh6iflPPEslmDngsyPVFF\/6h2MVHYnIftdA4H2SWtQYDVTQiadSPGXF0qDnCtBHWOm9S0va0XB\/X7U1ije9\/bOP7\/XXFXHszxNsxl0dwFqiUqqPs1KZKVAPLUDHkRiiusmmCLycEXuCLMEVd7Uds8rkgRUfXV5Ukgv5TyQeZ+E4jfI1uat2axSznuig3nJcY4\/2xr5uutWsAaaNqSgDFMRtP3j1YjrYAxinI8vzXoYLGyFhazM669cE44f2c4nmxrSgKStfXWaCZ5gEaviVx0P5c7m0YA0ddZLz\/8A6bs+F5MzzI7rd9os+y\/iW\/0ijPQVagH4J+7FZ8cr8XGviV0I7dYoxRkdB\/8AFv2kfFOF57Kf70rPl50tUB1qDtZ\/eWDaDAJBXGGOkgN4Zc8D1vWZYbJb2lrKB2mFDX63rXuhAHvAjeSQRG995HM49DE9r2Bzcus14aeOSKVzXijgeXl8IDMcAotDXBM2VjaPWwxCJAZjDdOArWmHLmrotE7YBLfBxpTXn1wS1shl6RIrMygMIhQSVIn+OwO0WxStfagm5ia6mmFM8jqomzvlfVxO\/D+0zy1E5SdVYtTYSlEDxFWH2laVogzvdiDtjmTSNe+t3vDXjzzK69h2TPa2XpXFoPmeut6DrcRJq96Epq8yGCyZiN2Jm2MmZ5ZcrhyC7bNg2JrQ0gnmT8UWz8azBBBqm+8Kon\/KBiKitxbMscWLImjw+0LWzTsPHUdh+sxI\/E4UAV1rQMgnXYzsyeIVXprXSkVXV4hLNePCoImOZm0jriSNl80qq1rtX8docWk1TPN5LM8FrVAw1CvSamtamxUgFlLFTHhcAbcpBm2NiDEVC18duYKf4mtDj0E27T8Rz2ZejnKmRqrksuwqd0xHigyXce9t+qQBPInGzy5xDiMAoLPHBE10TZBfdhX4H9ro3COM1szRSvRo0wlQSC9a8eiI1wbESNiLYsNcXCoXIlhbE8scTUcPshA0ezWa+kVcy2fZGqBQUpUl0AJZR9Zr1c72NztjFx1a1UhtMXZiMR1pvJr6UVhyBq6YrBSw+2llfzCkkoeqyY5E43FdVVfdrVuSB7YZpqeSrtTMVChRD0ep4E\/1MMZWii+mUsvTTKUPE9NFpqiQSoGlRY2kCDB8iYBnBEGlJ0rlIqVa9UeOoHCilTcmSkz7pCwIvNidLYInOXyy0FL1H1G5LsAN+kfLnyHQYyASaBaucGipyVV4\/wBoDVlE8NPn1b18vL8z4R0IYAzE59ddVXHtFqdKbjMvU9blzzjHHGqakoGEFnq\/KQvXcX6kbkrPKt21BXs4v75cOOuNMASvR7P2MLMBLaRV+YboOLuPDTXhVK2SAubDpz+Pn+XPoKMU2FB111xvTAvJc41J669ONg7E5SqdbRpom4J6jmPKJBP8DHXsTXFxOnzw9QVyNrObFC1jz361A1DSMa7qmhA31NMarpvZzskHfv66eC2hDu2mYLg8hJgc+dgMXJrVdbcZ5\/S41msJkN+YYaD74cPhXsY5y7Kr3CPq8\/nKPKotLMDpLhqTx0\/RKfVsEVgJwRaLvc7mw9LYIuX8Q9sEErSykwSJepG1vdVTPzxWNo3BduPY9RVz\/IKp8X9oPEMz4e97sNbRQBUmdhqkuTygG+InSvKvRbPs8WNK8+qKSj7N8+1Fq7IiQC2h2PetAnYAgE9GIPWMZ7F9KrB2lZw8MB8hh1yCYezLhFEMubzFNnv9QNMpI1TUN9wyFQDzvfdd4I694qrtS1lp7Fnj9fa62ONUb+LYwbc9vj8J\/ETaXBUL8doMdAdgWHKxAtczdbHf9+MXhWlcVm6aV0RtIUqtGAoak66dJFiuxBU8uUYyRVGuLTUZrhtTLLSNekD4aOZq00M7IDIE+R\/EnG+zXESPZpgfce3spP8AyFoe2GaneIx49ac0qzXFVWyDU3U+6P3t6C3nyxvadoU7sXn9LXZ3\/j75KSWjAbtTz3JU1Z2a5LM1oiZnlpAj4AY5TpHuNSSvUssFmY26I205BPMv2M4jWlxlap1GSXIQmef1jA4CJ2gWXW2zMwvjwx9lvV7BcSXfKP8ABkP\/AGucOyfuWBb7Mf8AP0P0kWdydSi2irTem33XUqY6wdx540IIzVlj2vFWmo4LpvsX4HRdauadQ1RandpInRCqxYDqdUT0HmcWbO0HFcba872kRg4EVPHFWvjvYenXzlDNo\/cvTYF9C3qaSCLyNJ3BMGQQOWJHRAuDlRhtzo4XREVBy4Kf2g5QPlNRTW1KrSqKoEklaiggAbkqWEeeMyirVpYnlstK0qCPRO89lUr0ijE6HAupgkSCIIxuRUKuxxY6ozCrdPNJw7M1EqsEyuZbvKbn3KdU\/paZOyBvfXYTrxHW4ccirZabTGC3FzcDvI0PGmR8E34b2nymYrNQo10qVFXUQkkQCASHA0m5FgeeNw9pNAVBJZZY2X3toOvFN8bKBV3t1\/u9Mcjm8qD6fSaWCJ6aaqS8CTYnmeQ\/cPgOmCKPiGeSihdzA5dSeg\/q0EmwxuxheaBRyytjbecqDxzjbViWc6aa3Amw8ztJj0\/wiSegxjIW1Pieuua475JbVIGMFa5AKkZrOtmdiVy8wInXWNxAtMGCNpMEAQG0ec2ntRz6xxZdYn68ToD7DZ+y2WEB7qOl9GcuO8+W8wNpCgwFgWWfCgWxM7Wn3\/1vDqLaqnCbWu\/563cO9QCjekGEirv310cMpeE8C+kEO4IpfZWIap0tuq7Qu5sTPhGPSbP2e5wvy4DrqvlhUrjbS2o2yHs48ZPMN+3eg13LrXAOzYQK1RQCI0UxssbTyJ8th5mCOnLOKXGZLiQ2ZzndrMauOOOPid5VlGKqvLJwRIah\/wD9RI55N5\/w1aen\/ubBE6qNt1k\/L+owRbqgGwwRcl9qGWyrVFy+WoUVrg661RVC6FNlViouWJBiCYA64pWl7G4arvbOdIGmSVxu5DXqicezns3lcsi16jpUzDAkNulMRcITuQD4m9dhMywMF0O3qpb7a6Rxjbg0evNW\/jHFaaUK7BgTTpudI38I2A53gfHE5yXPjALwDvC04K1DL0KVAVFimgT4qLk9CSCfng0UFFmWQyPLzqarK3HKbHRSqLOxc+4u1h99riAOuIHyOcbkXidB9nh5qRkbWi9J5an6HHyW3Dzl6fiWoGZgZctJIFz8LT8PLCGzMiN4Yk6lYmtD5BQ4AaBbcX42lGjUrRqWmmomYXaQNXMnYAAmSJiZxO40FSo4ozI8MbmV8+cKyuZztc0qZLVKztUYTCAm7OegHW52F5AxQFXGg1XqpRDC0SSf44D9cesl0vhfsgogA5jMVHPMUwFX0khifW2LAs41K5cm2Hn8Ggc8Vc+B9lsplL0KCq33z4nvv42kgeQtiVrGtyC501qmm\/N315JzjdV1mCKm+1jLUW4e5qAa1INIx4tfMDnBUGfIE8sQz3bmK6GzHPE4DcteSpXYHij8MzPcZoaKOZVWV5lJI8DhhbSQdJPLwzABxFG4sNHaro22JtqjvxYltefL6XZ8W155KuJVHbMZeioOmWq1DFgtMQgnkTUZWH\/1tjU5gKaMAMc48h4\/r3CJyT6Wajtogr+w0x8iCsdAOuMjctHCoDuqomrTVgVYBgdwRIPwOMrUEjEIejkqFN5SnSSowiVVQxAiRIEkbYxQBbF73ChJoiycZWipPbjtFQfLVEolq702Soe5UuqGhUWr43HhSNFxM+WNL4rQKf8AjSBt52A44V5DMq2UC1TS5gLuADMzsSfxgY2UZIGSr\/tBdUorVdgqI158yDYcz4SI8+k4sQzMiqXqpPY5rU5scIqesTwC5SrtmYerPdf3dEG76b6nvYXBMkATqJAZdfNtdpfNicB1j1kvR2Wwx2BvZx4vP5O+G7h6njoTmqy07vGqIJjwoGsBEA+ILAEAtpAhVXTT4GM5pH+O\/fy6w559BsfZ0LsToPvqg4k1PmR4czuKtdCFkEIecTDudpF7GAomL6jj0lg2W2ECSX+ut2uugXm9o7YdeMNlNXHAuHs35d5YUK6pwTKUKDQ7oawsRySwMDlMML85IHPF6acvwGS5lmsoj7zsXJw\/E6I\/vFnyM\/ltiuriw8RoiZrU7frj+OCLZM9SJ0iohPTUOcx67YIkNPME8RrsAIpUKdP0Z2eo3+nuz8cETzJVJBm5\/GMERAe1wf4YIq4vAaBq91TpqEWWqtuzs9\/Exu7HqTzOOdLEJpgwZNxPM6Lpi0PZFfcak4DgBwTqtkUAUJSp2MRpG0RbpjoAUwC5hNVX+LSuinUp0QrOuvuwNWim3eQRzVioQj9eesQT2hkQ7x+1bssDnkkDQ57zh6Vr4JovD++vUprTQ\/Z0jW37Rjw+gviNolmxf3W7tTzOnJHGOHBvedv0HLfzUr0cpRUKVoqFEBdImOdtziZ00UQoSB1uUTYpZTUAlAZ3iSQO7y2se6GNO152EbRqPLniq+2uIrEwnjQ0VlljaDSRwHCoquc+0rjOaq0qasqUct3jIlNSddQ0rFyIACKbAdb3scbOke9gLhRdSwWeGN5umrqZ6CunP48U19h2REZmuR4pWmPIAam+cr\/lGJbOMyq+2JDVrPH4XVMWVxFmCJHxztZlcrUSlVqTVqEBaaiW8RgE8lE9SMRyStYO8VagscswLmDAapxl6wdQy7Ha38cZjeHtDm5FQPYWOLXZpNxmi1astJNlEseQ1dfOBYeeOda2OnlETdMTwqr9le2GIyO1y8F7xXspl8xlRlai+FR4G+0h5FTy9NotEYv9kLgZuVeO1yMlMrcyq72Q44+Ur\/2XnnGtY+j1TtVQ2Vb7G0D0K7gatWOLTccrVqgbKz+TCMNRuPX3yv2J1y0FxDLMWp1KZAdGvOzU3gVFn4Bx+siiYJxgjVSMcAC05H30+uRUeY45QUkB9bLulIGo4naUpgkepEYwXBZbC840oOOA8yqPx6jxLM5unmsrlVpHLKwQV3XW\/erBJRWgCCQATvM9BE4PLg4DJdGB9mjidFI4m9StBlRWDKZWjURfp9R3qkDVTzB0U9W5C0hFJwDsfH+0cbgAjvKq57muPYig4YnzzHpyVgorSKd2gQpEaVA0weVrDG4poqrr1auVQyXaelw\/KNRzLHvMq\/cqu71FA1UGE9aemW2DKwxrJIGCpViyWSS0vuM8eC5D2q7TV89V7yqYUe5TB8KDy6nq259AAOZJIXmpXtrHYo7Ky6zPU6nrchOB59qdUBdXj8JVRLN00qbFp23v12xE+ISC46tOC3tAa5tcLwyrh14LoHBuzFZ6oNWk2vkjK2inPvEswioxES\/OIEgBcd6x2SKBoe6nAbv37eq+e7T2lLM42ez1p\/k7K99N910bhHC1ygg+LVbWd1\/V8l6H0nljaSUvPBVoLO2Icd6Nf6OWM90XG+2ochPMbRiJWF5py82FIkjykhYj1A8PpbBFrSpZbQsLS0G6wFiTeR+GCLXOLRoq9ZwirTXUzQLKg\/cB+AwRIuzVF+6NaoumrmHNZwd11wEU+a0wi\/A4IrHw7ngiMjBEnyfEKVOmPFqdvEQLsWbe34X6Y58VpiijGNSccMTUq\/LZ5ZJDhQDDhRZUfNVfdUUl6k+L+I+Q9cYcbVN+IujjmjRZovyN4+iW8O4X3lWqO8\/QuqlgLlyq1CL9Ay36k9MRM2cb1S\/EcFYktoawd3MemX2nZ4XPv1areWqB8lAxc\/i1\/J7j409qKl\/Jp+LQPD7UtDhlFLrTX1Nz8zjZllhZ+LQtH2mV+bl7lfEe8OxEJ+z1\/wAVj6BdjOLCgXEvalxn6Vnu7QylH6pTyLk+M\/OF\/wAGKUzrzqL02zYeygvOzOPhp1xTtOxnFOHHvclXFUfbpgRq\/wDzYlX9QQ3TG\/ZvZi0qubbZbT3Zm04\/vP4UuW9qmZ1rQqZOmtYkA66ppKCeq1F8A9WxkTnIhau2VHQva83eAr7H4VrGT4rXEVcxl8sh\/wCAhepHTXUsp8wMSUeczRUb9lZ+LS48cB5D7Tfg\/Z7L5dSqJqZrvUfxVah6u5ux\/DoBjcMAFFBLaJJDUnkBgByCnWqKVMqBJQ6VHUmCo+RA+eIA4RRkDTAfA9Qti0yvBOuJ+T6KbJZbQtzLEyx6k\/u5DEkMdxuOZxPNRzSX3YZDAckRiVRLj3abstnszl8xnM8wFagIp00A0GnTOp2tJuCSJv4b7iKj2OcC5y79mtUEUjYoRg7MnOpy\/aT0uO8ZoZWnW72qMu1kdlR+cCSwZ1B5FoBtHLGt6QCuisGCxSSllBe3Yj2w8lYfZyycRNX6dXqV6qkFaLuRT0QPF3awr+KQbEDw2uMSRd\/8iqlvBswb2LQBvAxrurmF1PK5ZKahKaKiDZVACj0AsMWAKZLiucXGrjUrTNKQRUUSV3A+0vMeZG4+I5nGVqp1YEAgyDsRtgi9wRUL2qdkDmqQzFFZr0hBA3qJvA6spkgc5YbkYjljD20V2wWx1lmDxlkRw+xouIZag1RlRFLMxAVRcknYDHLumt3Ve6E8Zj7UHu0rVdy7B+z6nlFFWuFqZgjndKYO4XqerfAWmehDAGYnNeQ2ltV1pPZswZ78\/roXH6MV9xyPJvEv4mR8DHliwuOtkrtMOhE818S\/MCR6kAeeCJe9XKayfDrDmYkNqTSWNrkLqEnYTginoZGg6hlWREAgkW2I3sN7eZ6mSLDwigBGi3SW\/j\/UYIq9xOqc9W7lATlaLg13Hu1aimVog81VoZztIVfvYInncHVB54IjkywAFviDf5jBF7TEGCSTyM\/1fBFHkuH06Xurf7x3PxxBDZ44vxH2ppbQ+X8iisTqFVfgdVMnSfvqqu9Su9QlJYfWvKgGL+ErbyMTGNWNoMVPaJWyOF3IADyH2jstncxUIfQtKlqE94fEw90rH2GmeossbmNlAsz3GKbq6Uw9UwRCCxIXUQGIIYbKYBEtB5wRKqvEsxmNWXytQirda1YhSlAXEApAatEeAEhbybCdC6uDVaZEIwJJfAb\/AKHHyXJ+3vZ9eH5mnSpNr+qWpLb6tTDz+7PxxUkYGGgXfsVofaIy5wGZG7Qc967fwHjy5qglemhYMLhWUlTzVtRWCDi41wcKhebnhdC8sdp1VDdquE0M5QanVpNr0nQ2glkaLEMoI33EweeMPYHChW9mtD4XhzTzVA7H8P4pl6C1srUFW31mTqEjSJOnSS0AwJsVI2IMYpwSFwNw1pmF2bY6zPfdlFK5OHz0fBWjJe0mirCnnaFbJ1P+YpKH0YCfjEeeLImGThRUH7NeRehcHjhn5KxcMHeO9WZTUdA5bBS3yED1PXFezgySOlOVcPavp7qK0ERsbGM6Y+9OuCbYvKko+\/XVp1Lq+7In5b4xULN00rRBdo6yplMwz+6KLk+Y0m3x2xhxo0qSBpdK0DeF5wvIp9EpUWUNT7lUKkSCNAEEHe2AAu0SSR3al4ONSfVcsz3s6rU8\/wB3la3dg02rUHJOoFGVSmoXEax4r2PO+KxhIdQLuM2ix0FZG1xAPjXH0yTzsr7QXSqcnxMd1WU6e8IAE8g4FhO4ceEgjbc7smxuvVa07OBb2tnxG76+swuhVM0AdIlm+6tz8TsvxInFhcdCGnXUDQF94nTNlBixY3j3jYWlREDBF4ama+7TG3858X5enmCL2lUzMqGRCPtGf1uV+S3nrywRJs92bNDMnPZOlTao097SaBrndqb\/AN1UPP7Lc4JLYxdFa6qQSvDOzqbudNE34Rx+jmCUUlKq+\/RqDTWT1Q3jowlTyJxlRppgizBFE+WQ7op9QOs\/mSfjgiizucpZemXqulKmu5YhVHzwRV96uYz\/AIaQqZbKn3qrArXqjpSU3oqf+I0N90D3sET+hk6dGitOkgSnTA0qNgFM4Ip9QN98EWB\/I\/Lb9+CLYicEW2CLStVCqWYwFBJPQC5wRV+lmAvgymXkyylyAqUyGIj0BkwIEDrbBEQvBqlUf7VWLzHgSVQWuLe9e4axFiIwRL8xTfNzQyp7nKjw1cwlmqabGnRPQXBqbTIEmYjNXYDJXGBsHeeKu0G7ifrzT7IZKjlaIp01WlSpj0AAuSSfmSfjjcANFAq73vlfediSuB+0XjiZvO1KtIzTVQiHqEkk+hYmPKMUZXXnVC9RYIDDCGuzOJXV8r2VGT\/2jhpYSoL5d3Jp1lA5M0mnUjZtpsQATi0I7uLFw3Wvtu5P4GmI+xwT\/gPHaObQvSYyph6bCKlNuauu6kEEdLWnG7XBwwVWeB8LqO8DoeIW5pCjU1AQlQgN0DfZPkDMepGK1wQyXhk7A89D45c6KS8Zo7pzbiOWo8M1txaGTu4BNQ6QCJHmYPQX+WJLQ43bjc3YD5PgFpZx3r5ybj9DxS7MdkqBY1KLVcvVMS9GoVLR95TKP8VONmwtaKNwW\/8AMkOD6OHEe2o8CtqOczGX0rmStZCYFZAFf\/HS\/wDJJ\/ZUCcYdIIx3z1y+k7Nk2MYod2ngfvzKzM5Vs3oay0olTYlg0GYFosIxUlhktLg490DLf+lPHKyzAtzcc9ySe0\/hFR8oRRqugZ6aPTmUcVHVFsbrDFT4SARIIPK3M0luCzs6ZrZe+K4E13UFfbertTQAADYCB8MTLnE1Vaz6F8yM4tQhMqTSKx4XDx35LdF8J9aTA72jOd7crbCGx9kRi7HlTLzx8CFB7QexiZ6lqQBcwg8DbahvoY9Oh5E9CQcSx3hxW1ithgdQ\/ic\/sdYpb2Dq1qGUQqzV6KSlWjp+vy1Rf0iqB+kUG+j3gCNOr3caxkhu\/wCFNbGsfKRS6TiDo4acueVc6Zq6ZPitCqqvTrU2VrKQwuenr5b4mDgclz3xPYaOBCMxlRrMEWYIgOLcFoZkAVqSuV91tnQ9VdYZD5gjBEtHAszT\/wB3z9UDkuYRayj\/ABeCofi5wRerR4oP77JHz7iqPw74\/ngihq5PPtapnaaTsMvlgG\/zVnqD\/TgiI4b2Woo4rVNdesLipXYuy\/sz4af+ADBE+wRauNh\/VsEWvcrMxfyt+WCLYg8j88EWIxO4jBFtgizBFqiAAAAACwA2GCJZxjhb5hkVqhXLiTUprZqp5KW5J1A97Y2xq5teSmilEYJA72h3fv2TOmgUBVAAAgACAANgByxsoia4lD8T4fTzFJ6NVdVNxDCSJHqLjGCARQraOR0bg5uYXNvaX2Io0sqlXKUlTuZFQA3ZG+0SxlyGjczDHFeWIBtWrsbPtz3SlsprXLn8Jj7Ju1Xf0hlKk95RXwNyZBYA9Cth5iOc42hfUUKh2nZezf2jcj7\/ALVoyfZulTztXOqWD1UCMv2LRLR1Okfj1xIGAOvKk60vdCIjkDVNM4qmm4b3dJn5YxKGlhDsqKOIkPBbnVJOCZwEtUqtLKoUW2G525n92ObY5gavlOIFPBdC1wkUZGMCa+KOp556pK0gFUbu37l\/jiyJ3zGkYoN5+B9quYGRCshqdw+SjKGVVTN2bmzXb+Q8hAxYZE1uOZ3nPrlgq75XOwyG4Zdc0ryvATSzRrUazJRcHvMvvTLm+tb\/AFZJkmBfGwbR1QpHTh8VxwxGR1puO\/huRnFKWs0UIlTVDN\/+YNRT\/nVMbFRxm7U8PfD2qj8ZUaV5PgdOnlDlJZ0KurM5lm73UXJPMksT8cahoDaKZ07nS9pkcPTJSdn801TLUXf3yg1\/tgQ\/+oHBpqFiZobIQMq4ctEm49QqZWt9Oy6a0aFzVIEAuostRSxA1rtB94GLRONXAtN4eKsQubKzsnmh\/wATu4HgfQpV2m7HrVqJxHJU6bVhFQ0qg+rrcwbxofnNpO\/OdHx1N5uans9sLWmCUm7lUZj7CtnAeLDM0hU0NTYHS6MQSrDcalsw5gjryNsStdUKhNF2bqVqEyxsolmCLMEWYIoa1UzpXc\/IYIvaVGL7k7nBFLgizBF5GCL3BFmCLMEX\/9k=\" alt=\"Neurona - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Descubren que la preferencia por el az\u00facar tiene base neuronal, El ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u2018La neurona es una cuerda\u2019, &#8220;nervio&#8221; es una c\u00e9lula componente principal del sistema nervioso, cuya funci\u00f3n principal es recibir, procesar y transmitir informaci\u00f3n a trav\u00e9s de se\u00f1ales qu\u00edmicas y el\u00e9ctricas gracias a la excitabilidad\u00a0\u00a0el\u00e9ctrica de su membrana plasm\u00e1tica.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQOg_WwCS25Ri7zMFccrTsaU9KYeeFFRHGb4A&amp;usqp=CAU\" alt=\"Sistema nervioso terceros 2018 | PPT\" width=\"368\" height=\"276\" \/><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/7b\/24\/6e\/7b246e8bf3d1bc4dbb3f52ac0f6c61c9.jpg\" alt=\"Pin on Sistema nervioso\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0Est\u00e1n especializadas en la recepci\u00f3n de est\u00edmulos\u00a0y conducci\u00f3n del impulso nervioso\u00a0(en forma de potencial de) entre ellas\u00a0 mediante conexiones llamadas sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s, o con otros tipos de c\u00e9lulas como, por ejemplo, las fibras musculares\u00a0de la placa motora.\u00a0Altamente diferenciadas, la mayor\u00eda de las neuronas no se dividen una vez alcanzada su madurez; no obstante, una minor\u00eda s\u00ed lo hace.<span style=\"font-size: 10.8333px;\">&#8220;<\/span><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2018\/08\/sinapsis2-e1535127642606.jpg\" alt=\"Sinapsis - Concepto, tipos de sinapsis y enfermedades\" width=\"708\" height=\"354\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Se conoce como\u00a0sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s\u00a0a\u00a0<strong>un\u00a0<a href=\"https:\/\/concepto.de\/proceso\/\">proceso<\/a>\u00a0de aproximaci\u00f3n intercelular especializada<\/strong>, que se lleva a cabo entre dos neuronas,\u00a0o una neurona y otra\u00a0 c\u00e9lula\u00a0(efectora o receptora). En este proceso se da la transmisi\u00f3n de un impulso nervioso, por lo que a menudo se lo conoce tambi\u00e9n como\u00a0sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s nerviosa\u00a0o incluso\u00a0sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s el\u00e9ctrica, dado el car\u00e1cter electromagn\u00e9tico de dicha transmisi\u00f3n.&#8221;<\/p>\n<p>Fuente:\u00a0<a href=\"https:\/\/concepto.de\/sinapsis\/#ixzz6WCE1EtsR\">https:\/\/concepto.de\/sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s\/#ixzz6WCE1EtsR<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2018\/09\/neuronas2-e1537381551634-300x149.jpg\" alt=\"Neurona\" \/><img decoding=\"async\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2018\/10\/sistema-nervioso-central1-e1539980367817-300x149.jpg\" alt=\"Sistema Nervioso Central\" \/><img decoding=\"async\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2018\/08\/nucleo-celular1-e1535469157598-300x149.jpg\" alt=\"N\u00facleo Celular\" \/><img decoding=\"async\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2019\/03\/cerebro-humano-e1553646650730-300x149.jpg\" alt=\"Materia Gris\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Nuestra estrategia para explicar la base neuronal de la conciencia consiste en centrarse en las propiedades m\u00e1s generales de la experiencia consciente, es decir, aquella que todos los estados conscientes comparte. De estas propiedades, una de las m\u00e1s importantes es la integraci\u00f3n o unidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"No, nosotras no podemos hacer dos cosas a la vez\" \/><img decoding=\"async\" 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\" alt=\"Multitarea(s): \u00bfPodemos hacer dos cosas a la vez? Desmontando el mito\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La integraci\u00f3n se refiere a que el sujeto de la experiencia no puede en ning\u00fan momento dividir un estado consciente en una serie de componentes independientes. Es una propiedad que est\u00e1 relacionada con nuestra incapacidad para hacer conscientemente dos cosas al mismo tiempo, como, por ejemplo relacionar en un papel todas las familias de part\u00edculas que conocemos mientras que, al mismo tiempo,\u00a0 se mantiene una discusi\u00f3n sobre los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQVWKBg3EZZ8aYCq0vuQCUDZ48nSeusuFUj0k-d5bdEdRhoYSk8\" alt=\"Resultado de imagen de Agujeros negros\" width=\"495\" height=\"278\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/slideplayer.es\/2642489\/9\/images\/14\/Las+3+familias+de+part%C3%ADculas+elementales+%28Indivisibles+%3D+elementales%29.jpg\" alt=\"Imagen relacionada\" width=\"685\" height=\"514\" \/><\/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<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No fue nada f\u00e1cil llegar a este conocimiento<\/strong><\/p>\n<p style=\"text-align: justify;\">Aplicando la atenci\u00f3n hemos llegado a saber que, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\">electr\u00f3n<\/a> tiene una masa en reposo (m<sub>e<\/sub>) de 9, 109 3897 (54) x 10<sup>-31<\/sup> kg y una carga negativa de 1,602 177 33(49) x 10<sup>-19<\/sup> culombios. Esa realidad, aunque vinieran los sabios f\u00edsicos de un planeta habitable situado en la estrella Resplandor de una Galaxia muy lejana, cuando hicieran los c\u00e1lculos matem\u00e1ticos y los experimentos necesarios, las cifras seguir\u00edan siendo las mismas, toda vez que, al tratarse de constantes fundamentales, ni la masa ni la carga pueden tener otra realidad distinta sea cual fuere el observador. Esto nos quiere decir que, hay realidades que nunca varian y, eso, nos puede traer alguna esperanza de que, alguna vez, podr\u00edamos conocer el Universo, tal como es.<\/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\" src=\"http:\/\/3.bp.blogspot.com\/_PERjjboDtQU\/S7SqrAYUr4I\/AAAAAAAAAA0\/7tsT0AXy__8\/s400\/electron.jpg\" alt=\"\" width=\"400\" height=\"323\" border=\"0\" \/><\/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 Esta s\u00ed es una realidad, sin ella, el mundo no ser\u00eda tal como lo conocemos. Sin la presencia de la luz\u2026\u00bfQu\u00e9 universo ser\u00eda el nuestro? Cuando en los primeros momentos del BJg Bang, s<strong>e deconfinaron los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, el Universo de opaco pas\u00f3 a ser transparente como lo podemos observar hoy.<\/strong><\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Galaxia espiral. | 4bribasmarquess\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRxlfAcQITeOFYk0g2Y52ST7YeFJLRRpYSiGA&amp;usqp=CAU\" alt=\"Qu\u00e9 es la teor\u00eda de cuerdas? \u2013 Ciencia de Sof\u00e1\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Una galaxia de inmensas dimensiones no la podemos ver por estar situada a una distancia astron\u00f3mica, las part\u00edculas elementales tampoco son percibidas por nuestros sentidos debido a su &#8220;lejan\u00eda&#8221; en el micro mundo cu\u00e1ntico.<\/p>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\n<p><iframe loading=\"lazy\" title=\"HOW ANIMALS SEE THE WORLD\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/-ss-nmT7oAA?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" allowfullscreen><\/iframe><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0Aqu\u00ed mismo en nuestro planeta, los distintos animales ven de manera diferente a la nuestra<\/strong><\/p>\n<div>\n<p style=\"text-align: justify;\">Sin embargo, no podemos negar nuestras limitaciones tanto de percepci\u00f3n como intelectuales para reconocer \u201cel mundo\u201d tal como es. Es \u201cnuestro mundo\u201d que, cuando sea visitado por \u201cotros\u201d, pudiera ser otro mundo distinto al que nosotros percibimos y, podr\u00edan \u201cver\u201d cosas que nosotros no vemos.<\/p>\n<p style=\"text-align: justify;\">Viv\u00edmos en nuestra propia realidad, la que forja nuestras mentes a trav\u00e9s de los sentidos y la experiencia. Incluso entre nosotrosm mismos, los seres de la misma especie, no percibimos de la misma manera las mismas cosas. S\u00ed, muchos podemos coincidir en la percepci\u00f3n de algo, sin embargo, otros muchos diferir\u00e1n de nuestra percepci\u00f3n y tendr\u00e1n la suya propia. Esa prueba se ha realizado y la diversidad estuvo presente. Y, si tenemos en cuenta que somos ya m\u00e1s de siete mil mentes\u2026la diversidad est\u00e1 servida.<\/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\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cdn.20minutos.es\/img\/2009\/01\/27\/923025_tn.jpg\" alt=\"\" width=\"544\" height=\"120\" \/><\/p>\n<div style=\"text-align: justify;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En la Asociaci\u00f3n pudimos colaborar con el A\u00f1o Internacional de la Astronom\u00eda en 2009.<\/strong><\/div>\n<p style=\"text-align: justify;\">Mi enorme inter\u00e9s y afici\u00f3n por estos temas de la ciencia me llev\u00f3 a crear una Asociaci\u00f3n Cultural de F\u00edsica y Astronom\u00eda, estando empe\u00f1ado en celebrar reuniones peri\u00f3dicas en las que podamos hablar de todos estos temas. No se encuentra mucho apoyo oficial en este sentido. La divulgaci\u00f3n de la ciencia est\u00e1 desde\u00f1ada y parece que no interesa que la gente sepa. Pero sigamos con el trabajo que aqu\u00ed se presenta.<\/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<img decoding=\"async\" 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\" alt=\"El poder de la mente vence al Covid-19-Pysnnoticias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRNCggQfPRY3X62aJArnEMyQwxbHT1vtE5WpA&amp;usqp=CAU\" alt=\"Consciencia: la capacidad de la mente de sentir su propio existir\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No, no ser\u00e1 nada f\u00e1cil despejar las inc\u00f3gnitas presentes en esta inmensa complejidad que llamamos Mente. Creo de manera firme que, finalmente, todo se traduce a Qu\u00edmica y Luz. Energ\u00edas de velocidades alucinantes que recorren el enmara\u00f1ado entramado de neuronas y que hace posible todas y cada una de las maravillas que realmente se producen en nosotros y que no siempre sabemos traducir ni comprender.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.bbc.com\/staticarchive\/b1a5855e7daed54ae4559eddeba95196583a55ee.jpg\" alt=\"Blog de Emilio Silvera V.\" width=\"497\" height=\"374\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/image.slidesharecdn.com\/lateoradecuerdas-111203054710-phpapp01\/95\/la-teora-de-cuerdas-2-728.jpg?cb=1322892178\" alt=\"2017 diciembre 16 : Blog de Emilio Silvera V.\" width=\"498\" height=\"373\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dec\u00eda: &#8220;La mente que se abre a una idea, jam\u00e1s volver\u00e1 al tama\u00f1o original&#8221;<\/strong><\/p>\n<p style=\"text-align: justify;\">Es tan grande el poder de nuestra mente que nada hay tan distante que no podamos, virtualmente hablando, traer ante nosotros. Somos capaces ya de escrutar el espacio y vislumbrar los confines del universo en edades muy cercanas a su nacimiento y, merced a los microscopios, nos acercamos al universo at\u00f3mico para explorar los componentes de la materia. Parece que nada podr\u00e1 (con el tiempo) escapar a nuestro control, con lo que todo nuevo \u201cmundo\u201d se revelar\u00e1 a nuestro entendimiento.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cada d\u00eda una frase - El Quijote | Frases, Libertad, Mundo\" width=\"314\" height=\"314\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Miguel de Cervantes #libertad #escritor | Cervantes frases, Frases ...\" width=\"315\" height=\"315\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nunca estamos satisfechos de los logros alcanzados (menos mal) y siempre surgir\u00e1n seres especiales (Cop\u00e9rnico, Kepler, Galileo, Hooke, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u2026) que nos guiar\u00e1n por el camino iluminado de su genio para mostrarnos la aut\u00e9ntica sabidur\u00eda mediante un pensamiento evolutivo que siempre dar\u00e1 un paso adelante, superando as\u00ed el pensamiento nuevo al anterior. Pero, eso s\u00ed, esos avances han sido posible gracias a que hombres y mujeres pensaron con la l\u00f3gica pero\u2026, nunca dejaron de lado la imaginaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">La prueba de ello la podemos encontrar en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. \u00bfQui\u00e9n puede dudar de la grandeza de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>? La pregunta est\u00e1 contestada de antemano. Sin embargo, los ejemplos de la historia son muy elocuentes: <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> con su f\u00edsica, Leibniz con su metaf\u00edsica, con sus principios filos\u00f3ficos como el de la raz\u00f3n suficiente. Y la f\u00edsica gan\u00f3 a la metaf\u00edsica; <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> a Leibniz.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/calculodiferencial5a.files.wordpress.com\/2012\/08\/newtonleibniz.jpg\" alt=\"\" width=\"282\" height=\"184\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Durante mucho tiempo, espacio y tiempo se entendieron como entes absolutos, hasta que lleg\u00f3 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> con sus dos teor\u00edas de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>, la especial y la general, y aunque los caminos que sigui\u00f3 para conseguirlos no fueron metaf\u00edsicos, no podemos negar la intervenci\u00f3n de un genio de inspiraci\u00f3n superior que a veces, nos puede llevar a pensar que, en alg\u00fan sentido, finalmente Leibniz hab\u00eda sido el m\u00e1s acertado, ya que las teor\u00edas einstenianas pueden ser clasificadas dentro de un orden del pensamiento superior.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, la evoluci\u00f3n continu\u00f3 su camino imparable y el espacio y el tiempo absolutos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, resultaron ser menos absolutos de lo que se pensaba; eran relativos y, adem\u00e1s, eran una misma cosa, que a partir de ah\u00ed pas\u00f3 a llamarse espacio-tiempo unidos y no separados. As\u00ed fue deducido por <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a> al leer la teor\u00eda de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/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;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRFZzT67XJn8t7Q4GRwDJx_Q7jx2w_sA-3_PfaspOp3pBKGvmwq3w\" alt=\"\" width=\"194\" height=\"259\" data-height=\"259\" data-width=\"194\" \/><\/p>\n<div id=\"rg_hx\" style=\"text-align: justify;\">\n<p id=\"rg_hn\"><strong id=\"rg_hn\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Laplace<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Quiero mencionar en este punto a dos grandes newtonianos: Lagrange y Laplace. La obra de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, como todas las grandes obras, fue discutida y sometida a estudios rigurosos, analizada y removida. La ciencia del genio, claro, permaneci\u00f3 al margen de todas las cr\u00edticas para dejar de ser discutida y pasar a ser desarrollada. As\u00ed ha resultado ser la Historia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"M\u00e9canique Analytique 2 Volume Paperback Set: M\u00e9canique Analytique ...\" \/><img decoding=\"async\" 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\" alt=\"M\u00e9canique analytique - Wikipedia\" \/><\/p>\n<p style=\"text-align: justify;\">Recordemos en este sentido la cumbre de la f\u00edsica y de las matem\u00e1ticas del siglo XVIII que es la <strong><em>M\u00e9chanique<\/em><em> analytique<\/em><\/strong> <strong>(Chez la Veuve Desaint<\/strong>, Par\u00eds 1788), de Joseph-Louis Lagrange (1736 \u2013 1813), un \u00edntimo amigo de<strong> d\u2019Alembert,<\/strong> en la que la mec\u00e1nica de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> alcanz\u00f3 un nuevo nivel de pureza al reducir el sistema a un conjunto de f\u00f3rmulas generales de las que se pod\u00edan deducir todas las expresiones necesarias para resolver un problema. O los cinco tomos del <em>Trait\u00e9 de <strong>m\u00e9canique<\/strong> c\u00e9leste<\/em> (Crapelet para J. B. M. Duprat, Par\u00eds 1799 \u2013 1827) de Pierre-Sim\u00f3n Laplace (1749 \u2013 1827), en los que se erradican numerosas anomal\u00edas de las explicaciones originales de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> sobre los movimientos de los cuerpos celestes.<\/p>\n<p style=\"text-align: justify;\">El testo de Laplace, al igual que el de Lagrange, era de dif\u00edcil lectura para legos en las ciencias matem\u00e1ticas, y tal complejidad dio lugar a versiones posteriores m\u00e1s sencillas para el entendimiento general, que finalmente hizo posible divulgar los enormes conocimientos alcanzados a partir de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, gracias a estos dos genios.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSJ40wm3GdDholH__b14EZyzruDRLV3CvH1eA&amp;usqp=CAU\" alt=\"Viviendo en mi nube azul: San Google VIII\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"La Teor\u00eda de Cuerdas: Una breve descripci\u00f3n | Cosmo Noticias\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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Db34QaToo3LkjrQQ8HHwgthZUsABL1JcpvT384tNxVQVtsWQKhtbObV5Qur4ia5t7BousOphq3yFoeUqjoCgdBwjHZZchQAIAXKUm7jtFKIP9M0RyeIwikrUhj3VFNb0LfKOp4Fhj2c1IUCUtMRrburBAetUU\/m2hHjWDUub2iT8YBLJJqO6bJ\/hibxRlG\/PkZ6ZncOmZZgB1ND1BDebQ3hVmXMCknKpCndnBbXobNq8JYVdgQ9QW56HrDi5AzPnSHDhJcdGLNsb6iOguUaIz7OyXKlYvBqTYOZiDfIoAJUhjo7eHp81xuCKSQ1RcR0XDuKKkG2YPVOhFXta946STwXC4tOfPMSHopOQlF3SoNV6NVjW14WeLkqFxycN+D5W0eR2fGfwRPljOhJnymcTpSSS38cr4kKDVBDczHLnBbKB5Gh8oxSxyTo2KaFYkMDBr5eYgqOHl+8oD3zaBxfoPJCQjT4dgFFSQA6yWA259flGzw78K4lYCpchYT\/8AkUk23Aa3OOlkcHlYJBXiD3iPhcKWo7Biwfkdbipi2PA29kJ5l0iZk4TDFQqwZOmaveWeROUDk28c\/wANmLyGYp1EqzF9a79YcxE2dijnUnspTuHuwoA9MxvajvaFeJTGSAkMBoaPzINhHpKqvwlozpePL7MCfJcuS24u3IbxfDp1qWqOptzJgSi5NyN\/2hmZNCUskZSavcgNQcjz5xgai2a7pUUQk1BoOmv3ik5YAo+wB15wbBoBYkskVJOpH0gOIqTMVR7CzbUh5ypBsC7moekUlN+3p949lTWILPBpshKgVJIHIln3Y2J5QrVoF0xdUm5cAdDHmRhu8WQsChdtj82hgSCq1txQDqD94Tim6QzYMrT2YBBcE16tfoX84EUO5ZhB5mHagqHuQ3vpFJiS4ADOwHjvDO+hUx9KsstA\/h\/uUVfIiLcRQyJN6oP95f6ecXx6UhSQBr4ZUnKn+0+YjYxuCC8Lh1CpSpSCxb4mUCSdBlVGmvg1\/XZDkk7OZkS3UH6+EHVRYG2kbM3h0slJSrNooJBDGgb4e7rva0OD8P8AbYhwvKhsy1kDKkJSHYv3iasNqkxBQb0MsyvZfhMoJwZUUkrUs5bNZgeZBzeYOjFOYZKUlOfMr4lMCzgUSCa6nk\/KNbjM+XKS0sOl0pQCW7iGr1JJL\/xHw5TGYvMpZeqqHnUE18No1zSikl4IwXJ37K8Yn5ppUQRmU7PoRcdawsiU9L8\/3i83FulKVJBKfhU9QNuYuW67wNGIJq9Ber9IySkrukaWvQVUo0QdHFBXfxgs5mTS9QGowJA+RikuYSnYmg+pjeTw4TUIWnKEpQEkqUlLEZno7qFdiYrhxuSZOcq7MSWhy1Nz9be6wJa3VUk8noH8I052FRKeWlecvVQBHgAa+\/CM\/FEOw0DeOpPl4Q2WDglY0Z30afAeKCRMSvKVBJqHZ0kFKksLuknzjq8VhymYv\/TLT2SlFSQoFwDoaaRwkuUhgrOzCrJJLubaGjVcaxv8K42UywMxDbISr1WoGOxRkm6KLJF\/cc9w9AK85DJBI2c6DyLk8o8nnMstb8vIAMn0j3AJZQJIyh3sSRen3g83iSQyEJCQfzM7PYsfLw8Y58YK2Sdti12FiKP4wXh2JXJVmTMMsgGoueQGoPOl4LheNLlqaZLlzU\/pUkAEfwrHwnnDvF8HKIRNkP2Ux2B+KWoFlS1H9QcHmCDaGi4y6EdrTR034U\/FOdSEzgAoKCRMRRgqjny6ctI6hfEuHY8gqOH7QgAdtLTU3bMzv5bB4+ScMX2ecg0Kk61o7\/P0iyPjOwL6b0rprEq5SafgVwS2j6TieCYKUs5sLhSAWUf9QsJ8ElZ8mgSeL4WRMzYdMiSP4JSVmlw4RW+4eOYxPF1qlhQUVFKQVJIfMmorvlIqdspjFRikhWdDoUDmDGxBcMfvHRjBPrZycn2fROJfi+vfSVHQzJRykP8AoSpqdVdI57iPFcPNWZpyBR1KZi68s5LDkExyqppIOWapH8JUW9CX6EQriVkMaEehOpA0EUWRQ8HLEjq8XxGapLoUpKBahAIe4FzV6iMVUmWuvbh2culYIOo1B6uIyv8AUHYePt4vKlJAzLLCwFK+b+9RAnNyHWOumOzJCUpqCQKhSlCvID94XwUgrU5tctWgcnxpC8\/Hk91kNYUB+f0aLzscUpKBc0JZqagNofpE\/itsqos8xeLBLIYAWbXmHr7eEZ6w7VMRVA\/pAFmsQlK3Y6QVKfCLBelve0BRvFZaq1hOQaNGWSwd2tRjbraPZs82FBzL\/SFFu1mewbTXmYARDfUnQvBDktQ1UR0P0Z4dwUgKmOFainOwffrGOk+EbfDkZZZUbtmfr3UD+4+EdjTsGRUg2KQ5pYNXp79Y2+EcUQhCpc1OZMxLGoDAlLG1wUuDuNiY5iQS\/g\/n\/kQ7OdcwjoBoKBnJ25Rsg67IOOqO2\/C\/CcKy1LnFaUgAhAANVHISa94ijZRY11hXi3FZZCEYdKpcpF03JezgeOr0DksGaw3BwjCoXmIfvKUkABSiyUjMSKpq5OpIjI4ngVSwO6QCART4ioA15hw+3jEvqrlUdE4xT29mTxecoqClJJUskJS7d0G7aAqJAA1B2jOnoCAxpX9iAI0Vz8zFu8hLZipxckMNCHNtnvGViJYz63qaa6N4wMil7LxfgouRQlQrYJ10q2gb5xfAYMrISmz95\/QDcn6RaVhSVZUpIOv1oBG7w6QAkpQh8oUVrI3BAAUCzlTeu0diwpu2DJlpGcmWkrYJJAZLDXS7hvZjb4ulMsJQkOUBIIAIGpU50NWN9If\/AA9wJWRU5eRAL5VLBD0JKgTQDnU3bWEONEIWZQcuQVKU5KlGpZwKV2q5jfBqKddmblylS8GGQkk5sqS9COR22giZRVmOUBtahqHzsedodly0ZXWko\/jqNPhDtS5sYJmUgEykqCdVKSXLhtfiGjMxiMY8pXd\/oVlKlowQMtgw5\/vDmFmlSQ2lLJPqYn+mVMUAB+YJIaz\/AJm297Q3iMcmWooRLlKCdVprvvzHi8PjaV76C1aOexqiEtuw8Gf6jygUyY9j3UgCnIX5w3Ol9om4fQdBY6D9oylIIJBoYw5G0zRGmh2Xi8wyluTgDwfSOp4Lhh\/oVTb\/APqkhIL6SiVClBRQr0jj+H4KZNWEywST4eL6DnHZ8dxaZPZ4SSvMiUGUWGVSy6pi6XuT0aGw2nz8Es1fajNmYV1NLTlSHLFTlnu5ZyTtDOIQmgUrunmKEub7b9XhGZxELGVkkB6kMTXfT\/EMzJHay0qY0TXUk19aRRSXaRNp+QsrKFABqJIJBcFJZK6cmd+XniYpBlrLFq6fTlGtLCMqVVBdzS7k05VB8xCM1SVZgXYOoUDs4fWor6Qs5KTsaGmZyppJrcawwlRIJZ+RtzgE3ED8oHUxUzSoFT2anI6+becR5+i1FpxAOY94nR6eJ18POATJxUXVX6dNo8C7\/KBqhbHSDSQHs\/LwpBuIpHaEpBAKUGr6oS\/q8LyVZWMGxysyRUulx4OT8yT4x13EahdTk1ih0jzLttWPVqYN7HKEs49WR76xVCXPL5CPUqr4D5Rab3Rl8z8hAkcVVNcv5RAonR4olLxYLaOToIbCyAtQD9eQF46OZIzS0oFCo5yNkhNA+4D05GFOFYJgM798ZlDVKBUDkVU8CIb4hRNWClZSBWgKQfq3JjvGvFBqPJmXJK5UZ0uUpSiUjXyGkbmFxaUpIyITMYjtGKlNaiXZJbW8Y0pmo+j\/AGh6VhgcgJ7yllAYHXKEhok81N2M4ckddwtYWhSSs9mEglJV8MtGh5lSknwNBQHJ4tj1TFTXDOkZU1OUAh0tsB6wTh8\/JJm2JZOXXMUGotaj\/wBAhPAylTFyspOY5k3OrEu2jk62G0HBh4N5H6\/7Jv0I4jCdmkAv2irpcd1Jr\/2LDpTeJhuFlJzTSApnympGztbprGzxTEIQshJzLA7yhQg2yoe25UxausZeEWCFpKbOQXuSGFbeJ0eNCjyf4E5OjV4TLyLeYSpBd75jmSQCE3zDM4fVoexk+SFEK\/25UuqZYHdWoFi987nd6A0sIxZWK7NAKxmmGzKsA4rq1TrWMrH4kzlOXzVLEhtGZgG1pyFYbkkutk\/puUvwbHFOPdq5S70qom96JfKByrGNIxbZph7yg2VKhQk\/ESBoK+JEAUgJFS52AIHnCvbEVBqOfPSBkk9WWx40uhjE4paiFLABrQDKG0ppGhwjFd9zMIJHPKkPVydb2faMVa3I2vzEOYiYMqUJYEjMS2qtH2AbzMUhPi79BnG1RrYCfKTNJBUrL3ipQCQ1SRqatttGJjJ\/fJGpf4RrFcOrurI0YmlwD+8EwyXFWvqAYE5ObS\/UKhxRmYaeQbxsyeISzRSEnYm3i4YRhdnsYJLl6loywyNaLShFnQS+Jn4UhAH6Uhh\/UfzAXbpGTicQXUTdRcsbeMVkHK6gWG5uW2ECM4ENlru8HJkbVMSMKeg8pTq5AOdA3unjG\/LkkSkCoGTOCP1VN9KfKMBOIzAJs7AsLgUD842hjcpSWBSx7td2vzY+cDE1uyeVPVHqkkoSUh3JbxAHrGfOlAIXoR+Wx2UPn5R1GBQUoUJaRnlhc2WVjTL3QpNrqJexYaRgcQ4gqZnUvL2vdzkAMpvzMmj2Bblzh2opUJjbbOdMeylMYNiZYBo7Go+3hAkr0Hr7YRlenRtWw0yS9UnwOj7HUesDUGJdyejV6QNc066RYTS1yWoHgHUyqydTFZaz5xG\/zHhVt5+7Qt+hkXUQLXgQj1JggDXv7vHHEQcof82nLnAyI9UmtYlo6vZxQxpcFwoUorWHQipH6jon78oUw2FVMUAnxOiRqTyAjr+DyUpDD4EpKipXdCR+ZZDuTsNbMYtgxcpbdEs2ThHR5gErPcNM9VFnsc1QK\/loOZgHEp3aEjsyljQ3OQD82l67XaLcc4r3j2KciKVKgVKYXLF29l4pjVKXLlEuc4H8yq06gPG2XGmvRlinqTF8PKBClfFQUFGqA3ONbCzglaZhUFLykIlgKHZnK2YkhjUqIAfQuDSM84Uvldv1UcBtHjoPw5wmWpMybNcpCWdDByMtHN1EPbe0YF\/mZKiXcuMbPVSFLkulLIUoMkOXY2AsK35AvGrwpQlSlzUpAKEZe93lZ5r5SAGDAJJ\/p5mC4fES84oQof8AHKSSBLSmxWT3XZzq2pjMxnGZS8yVBaJRUFoyEZiQGdTg5tWHhuTql8Y8X1\/z+TPC5SONnEhRAdwak3pDUnEGX8VVCwuR9ukHxU2UlSilJQm+Zasyy9rAAdAHjL\/1eYkJ7qdyAVHm+m9IVZJSdRVF3FG7IHbOCh1lgGdySTy1BFN2MTGYSThhlnzgmcRWUhKlKlj\/APZUMrk7jxjyVxZeGkCYlzNIVKkqJcoAIMyYH\/P3wlLWqY5SbKKlAl7VJvzPOsVnPi1S2TjC73o1MfhEEBUlWYW1S24INozJqas4ce3hvAOnODZQc83doWIDU1FfA\/4hJfJXRWKrQNamfw\/zFu0JYg2EAUo3LxdC9ompPoejY4NkKyJlAoZbs2ZwCTyJBjNJJ1Ii+HWAutat1D26w\/jcHNmLKkMAbgKYPqwG9\/FovxcoriroVtJ7MJAr9IZRMAuPfOF89KfvEWKdYyJ60UastNJJ9\/LSBqjwKp9YvLNIQNUM8Pkla0pAeuldm8XIjVnYUoKwoMU0IOhGZ\/K3lCWCSQgZR3llg25oG8z\/ANhGrx7GB5mU90EpFKliB9BGrEkotszztyoJweetSZ6AKf6ec3IJTn7r9NN459c3KvNydjYgivhWNb8OTWmBzQoWmo\/WhaD6E+kYs0OrKbpcVYWNQ58YnKTpMMFUmgk+Sapu9Un6+IhACNeWnupoXSWNdDbp+8J4mUztcX+48oGSFq0UhLdC4ln\/ADHsxhS8URePTKLAte3PpGcoUWYiAdItla\/kI8W7Db3eF\/QJZwLVO\/2geaPSLRFMOvp4R3Rx4TB8JJUtQQkOTptuX0EUwuHK1MPPaOjwuEShJyqY6k3L89Az0iuOEpdCTmolJUhKWkymJPxr\/Udh\/AP3imOxWZPZoV\/tpNT+o2zHlsNoZ4thjIkILEKnhRB1EtJbwzHzAhLhHDps9XZykZjdZJZKAH7y1miEDcxpjUPiRXy2U4fhjPmolIFzUkWGpLaAC0dLxRQlqCsqRkSEy03NDcjkGry5x5Nx2HwkoysIc01X\/JPKamrBMsH4ZY3ZzyjnjOmTe7cAkvtmYHrRIpyhrqNeWI4ynL8GhwnALnqI+IOKB3UTUDzPrHS4nHS5IEoAKIIKyD3SUuSlO4BLPrl5wjJxZlo7OQBLSEtNm3LqowLUJYsEh2JvcUwOCRRUxKgkkhOYNnYF6aDe5o1IpjUYdUdJtLf\/AKBn4ybMzTA7uxVc1zHLar7WA2hI4vLRwVPpo+51gPG+NO6JRZIAAIs2yeTtXXneMzAFzydz4RylcqDGFIsta5qiGzMCaDbblFJMtSVZSCDWPMSkOaU28fu8VkqboPr\/AI+cI6T2Uq0dDxuX2mCw60V7FUxKwBVOdiFdCQa8456SFKypSlzo4cDmXtDMvFrQXSWB00bmLGCJ4orQgdA3y91jpKLdiRtKg2KSEUNSqp5CwFKuzwsjEoFSgKozPkA2sCWvF+IEpSEk94jXQBrPuXryhJaRcVHWKSeqQ0VoOZyVd3IkbkLB83hKYlrN1ESYhmIs3vpFzNy6O\/vyeMrbT2OlXQNyA7G\/3hqRxAgNm9I8SQUqbUW0d6N6iFEgbA+f3hlKUXpnNKXYNqQSWXHQxVBcxYq\/SfOIqltjs9CXoPf7QbCSwXd2Ye\/FooqWQABUrvrR+6H5s\/lGjhEiWjvGpsC9xXbkIaG3Yk3SG0AJmIIoJQCjT89CB5geCTAcagDCIJ+NSqnkGNuea\/8ADzgKVqmFnuQKc2BPWHvxHNBBAeiso5BAI8I0fytkF9yRn4WdlQDdmpsDW\/gaQPjkuqZiahdyP1a+d\/GACZVQc2p4U+TwTDYvulCqh9fQxC7VMrVPkTATSM9Lp9iKTbpIozip2L\/IwWXJyl213cnZuVYFOT+Z6Gx9PvB+SjTDpvQGZlYqS9RUbftAO2PTl7vBygpYtQ3B92MBmSmrcG32MQnHyURCAqwY7aeG0RFLluWvlAyYcweBXM5Jdsxt4aq6CEsZ6F1F7Bm2hvD8MUU51nKn\/wBx6D7+samBwktBOXvrDd4ixJYAJqxfevSE8TNUCcwL\/wAW30h4pXTEcvRYTQlkIoNTrb5w6JYCAm7F1bvtC2HlkS+2WEtUIDh1GlW0SHvrbeKy8Sm5+Txrg0iEk2dRxDiqcRLQmdJllKaIWSpORIpl7oqORe1NYbm4oJ\/9OZiUoRlJTLQUoS7OSmhWpjdVQY5ReKonu0BoDZzrl39I08Cn\/ZmKWqs5g517wJd7AB\/Expi1ekRmpJJdCWJw6M6mehIYkGmhcX9Ie4TgxMUmWlIrqLObPUA1ptGTIk5nLhIH5lG3QCpLmwcnSDTMcmSkhs2ge5bYaB9S8Tc0jRBuPWzVx2NSScyOzlILpSaEE3KstO0U1hUCgYCMfiP4jXOe6UBOVKdSH1bzYUtsIyMTilLqok1psD7+kVQx90jNyV6HjBXbKyy79Ial0SUjX51DeohRSCILLU1rw0JV2FoIqZmB8K6tAQrQQVnJ7rOIvMRlAZms\/MQzV7Yulo9Ue6KOA\/z\/AMR5hAMxJ\/KCfECnq0SXiSmo25H01jxOMKrtUVZI3B0Ec2haZTGAlZcvp5X9XgJLezB8VPGY91xdwSCXr09NIXzDc+P3ibasok6Lduef08o8UsXbwNo9yjdxHiQDS0C30EvKXUN3ehg0w1LBMKFGkNgA1ND4QYsWQolEQJs0WQVdH5AQZSyBSp8KRJdDNhpC8tdbE7A+7ecVUsqI1Fh73geGV3gCBWh0v+7Q9gZWZRHwh2Uf0jU9dAN2ii6JvWzR4DhWmFag2TKSDSp+DqC7nl1jK4jOFBd1E+uvWN3DjMZruxCiauwSkgVPIn\/qI53FJS7lxUkCh8ItkpY0iWPc7FAQ+vOKKI2MGTKSbE+UTsB\/F5Rkbs1HippADGhFq0i8lVCC36gB6j6tyjxUpIAcjzeL9qBZIfRRFffWOi12BoocxdNVAl+X7GCSsArUgJOp+32hhKipnran2FosDsrMond7C40gOfoTkWkYWUgEkZlAO6j8k2Hi8ak1auxUmWCpRKQpqqbKczJFQCWD7eDYQn5Xo7+L1h6VxeYwSFKAFhQilqs42vHQddoEotjEnhsxKDllrTmQ5KnQKKHdBUz92t6uIRBCSCQFNZN03\/MrUcheHJuIKe+slaT3q6F2NfMM1eVIzMWspUQlwxo22hFaQ6jGr\/uclK9h+I4hcxRUsd47aDQBP5QLACFUSCSHpXXTmeUCQmozPrDmcBJCKWzbnqdQ+ghoUM9BsDKTmdVRmauwcuQKty8I1uHTO2mKoMrd0E\/CxcAOR7MY8pQCWBY0L+bufKKTsWQnLLLB2KvB3G3W8aFkUNEpQch\/ieNQlRSEpzvQJUClHUihNagFulo5ydMK1FRLk3Pu3SLrIDEU5X11MDCYz5JuTLQioosLAD3vFkgB79R9ovhEZjlOvvxg03ALQB3cwc95NUk69NKGAlqzrXQt2b1B84bkYIqci36iWSOp+kMy8GhICpq6n8iR8zYR4lRWTRkPSlmsANT+8UUfZNz9FJchmAOrPo2\/IX8oWXOBNhlYb+fWpgs2YwLm\/wAtoXRNS9ucdN+Doryz1QH2EeS5rFyLX1pr8487Y6tEM3kxibZSguMljKCK5QxI1DkpPrCbQ6MSMrEU\/wAfaAiUk2jp72jk67BZrNHiF7AO\/ukH7FnLwIMDC7DaLoqDm0t52is1dfvHhO0ScAGq9A\/WHt0cMyPi\/qgqvg\/qMSJHQ7EkBl\/CYcR\/yL\/n\/wDKJEh10LI1cN\/xTug\/tVHPY3TxiRIfN9qEw\/c\/68AJOnvSPZ3xeUSJGVF\/IOReJrEiQkvuGZp4T8\/vaFMN8SP5h\/cIkSCvtJrssq5\/mMeS7iPYkGf2IZGor\/i\/\/if7hGbM+E\/yj6RIkdL7pfsFeCuF+8V08YkSHh0L5DH4FdBFJuvh\/wDGqJEgS\/1B10Cxt0\/yj5CAm8SJBfYEEw3vyjRR+XofpEiRSP2k59g5un8qf7RBJ3\/H\/VEiQ0O3+grFz8SvH5phFH3iRInPspHosq0SbcxIkTGL6CBSviEeRIPoC6ZqzPi\/phJUSJDT7FiAixiRIJQ\/\/9k=\" alt=\"Podr\u00edamos tener la clave para ver la materia oscura: la ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Interrogantes para la teor\u00eda de cuerdas, para la Teor\u00eda unificada, para ka <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, y, tambi\u00e9n, para todo aquello que presentimos y que no se ha dejado observar.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">S\u00ed, se vislumbra, a lo lejos, una esplendorosa luz que, sin embargo, tiene en todo su centro un signo de interrogaci\u00f3n que viene a significar lo que no sabemos. Es mucho lo que nos queda por descubrir y, hombres que,\u00a0 como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, Lagrange y Laplace y despu\u00e9s Planck, Maxwell y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> nos han dejado un camino que seguir, sin embargo, no estamos situados a\u00fan en esa zona luminosa del saber sino que\u2026<\/p>\n<p style=\"text-align: justify;\">Un respiro en el camino:<\/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<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/55\/bd\/cf\/55bdcf843823fc1e49ca07d8d0eacf92.jpg\" alt=\"Sobre la Marcha... | Frases de lectura, Frases inspiradoras ...\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li><strong>El ignorante, teme o adora lo que no comprende.<\/strong><\/li>\n<li><strong>Los ingratos acaban por disuadir a los virtuosos de poner en pr\u00e1cticas sus bondades.<\/strong><\/li>\n<li><strong>Amigo leal y franco, mirlo blanco.<\/strong><\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Esto me recuerda aquella aseveraci\u00f3n atribuida indistintamente a S\u00e9neca y Arist\u00f3teles:<\/p>\n<blockquote><p><strong>\u201c\u00a1Oh, amigos m\u00edos, no hay ning\u00fan amigo!\u201d<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Hay otra que nos da a entender que los amigos ego\u00edstas y poco dispuestos a prestarnos su ayuda, en momentos necesarios son in\u00fatiles y no importa, pues, prescindir de ellos:<\/p>\n<blockquote><p><strong>\u201cAmigo que no presta y cuchillo que no corta,<\/strong><\/p>\n<p><strong>que se pierdan poco importa.\u201d<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a1Esto de los amigos! Hay otra que dice:<\/p>\n<blockquote><p><strong>\u201cEl que tiene un amigo, tiene un tesoro.<\/strong><\/p>\n<p><strong>El que tiene un tesoro, tiene muchos \u2018amigos\u2019.\u201d<\/strong><\/p><\/blockquote>\n<blockquote><p><strong>\u201cSi un amigo se comporta como la sombra que,<\/strong><\/p>\n<p><strong>cuando luce el Sol nos abandona, no era un amigo.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p align=\"center\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos73\/progreso-ciencia-tecnologia\/image001.jpg\" alt=\"Monografias.com\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pero volvamos al trabajo y continuemos repasando cosas interesantes y viajemos hasta el siglo XIX, que fue vital para la ciencia. Aunque la ciencia ya hab\u00eda mostrado para entonces su capacidad \u00fanica para estudiar qu\u00e9 sucede en la naturaleza y qu\u00e9 principio (o leyes) la gobiernan, y contaba por entonces con una larga lista de teor\u00edas, datos y h\u00e9roes cient\u00edficos, no se hab\u00eda convertido todav\u00eda en una gran empresa, en la \u201cprofesi\u00f3n\u201d que terminar\u00eda siendo.<\/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<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Qu\u00e9 es la Ciencia? \u2014 Steemit\" width=\"312\" height=\"192\" \/><img decoding=\"async\" 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\" alt=\"Podcast: \u201cLa ciencia es sobre todo competici\u00f3n\u201d, Jos\u00e9 Manuel ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Visiones deformadas de la Ciencia \u2013 Educada.Mente\" \/><img decoding=\"async\" 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\" alt=\"Te has puesto a pensar alguna vez que ser\u00eda un mundo sin ciencia ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La \u201cprofesionalizaci\u00f3n\u201d e \u201cinstituci\u00f3n\u201d de la ciencia, entendiendo por tal que la pr\u00e1ctica de la investigaci\u00f3n cient\u00edfica se convirtiese en una profesi\u00f3n cada vez m\u00e1s abierta a personas sin medios econ\u00f3micos propios, que se ganaban la vida a trav\u00e9s de la ciencia y que llegasen a atraer la atenci\u00f3n de gobiernos e industrias, tuvo su explosi\u00f3n a lo largo de 1800, y muy especialmente gracias al desarrollo de dos disciplinas, la qu\u00edmica org\u00e1nica y el electromagnetismo. Estas disciplinas, junto a las matem\u00e1ticas, la biolog\u00eda y las ciencias naturales (sin las cuales ser\u00eda una necedad pretender que se entiende la naturaleza, pero con menos repercusiones socio-econ\u00f3micas), experimentaron un gran desarrollo entonces, tanto en nuevas ideas como en el n\u00famero de cient\u00edficos importantes: Faraday, Maxwell, Lyell, Darwin y Pasteur, son un ejemplo. Sin olvidar a otros como Mendel, Helmholtz, Koch, Virchow, Lister o Kelvin, o la matem\u00e1tica de <strong>Cauchy, de Gauss, Galois, Fourier,<\/strong> <strong>Lobachevski,<\/strong> <strong>Riemann, Klein, Cantor, Russell, Hilbert o Poincar\u00e9.<\/strong> Pero vamos a pararnos un momento en <strong>Faraday y Maxwell.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Redacta La Electricidad, Magnetismo, La \u00f3ptica Los Fondos ...\" \/><img decoding=\"async\" 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HpK6a1T2ijsN9az2govpI7654\/iKwS6NKIxh1CLoGPehAw7wiKZnz+YUxi19DKbRWBc0OLSYH4hapf021qDmu4t\/qsbwK+NKqx\/ACSOY4\/itfp3bX0g5moLeCjPTLw6KPb9F2PL6jhplcA2XDtACDAPD4rSMPE0qZJE5ROvLRZzixvBVcKBhg07ThLjxO2nLyVjsahyNzPObKJhx3jVaILSMuSS5MfxDDs91TDvQc7UaEHKJAIOh1AUz1Nu1j3MZSIiTkYzhuOyNkPYU3PLQ1uYtPpcsx3PvKdsrcUnGi1sN7U6zqCBx5z8EetC9mTt6WvdVzGhRNKZ6vq2zl7nfejirR00cypaEViSxl+xjXdnOyi6ixzmsLttzoeSkB0Ksm1TU+sjNPVadWTvA0nL3T+ShendjWewUy5obWui+CNnFhEkjgGtAQbQ6RB4dhVKmHlr6bwK1NjIIL3ZqRq59Do2Mukbk8lIm6LajWENLSNBmhzue+nLeFE4H0UrBz3AiaJ4AkPzU5OXnGaNtwpCtQLnt5id9kXNcaGhBt2H4E+jRvab6VMCtMjskS37Y07MrPL9sVngGQHGDzA4rRMPtj9IpnSQHmSCdMjidiI2Wau9L3fJC7jZzjUiRsqkekJB5aKbqmKYyu3OzuPg4aT3GFA2ztB8VOWLgWlrhI+P9VJlEaD+yXGOspVKDjrTMtnkT+vetBAWGYADSryAAHtLCO+JB8\/wRFa\/qsJY15A4DrJPk7eFfE9UQyRp2bvbNRK+fqWOXLPRqvH\/Mqfg5FN6YXo\/wB8\/wDmcfmmlBtipml1LZuWSBKE6zLrGgTdncER1hRlSowjQJvM4qKdq07\/AOjJj2Sbcao5cxeBptxWV9MbvrKxeNuCsdwASQFA4paTKPjZleykkUuq+SU05FXVm5pQsFb5S5HISvLoaUVb2hKnGDYWwmxClKSGt6UIphhUm\/0TfYQuFda7RJeUY37Axqs3slUCiIrO8Sr7XqGCqJTP1zvEqXlK4WVw9smcN9az2gojFmF1xUA17ZUxhfrWe0Edb4JNZ9R\/FxIbHPmVg4uRouiOwnAnPgloA56me+FaafQCnXbFOrkqRoHMIBI\/iBRdtSAH69wVpwppY0OPZA1E7kjkFojiVbEc2ZRd9H7m2qBlWi\/jq0FzS0bkFvDVWzo+1\/0eaVUDcRGaO6P1wWsutWVmDMDr2gRo5jt5aeBWa1xVo4lWpVyD1naaQIBgANgezE96xZYJdFoStHMPsbypUaz6SBmMT1YMI5mG3odAuafnRClcG9fT8fwKWavaM8J+a5zkvYsYpj2C\/SKJJqVGPkfZZlTob9ZPNrp97UyK3gu275ce5vzP9EsZOUlY0klHQvqgRMQo\/HAQRyyGT5qQpP7lXn3dR7apqiC0loERDZ08d910Fs6T0G9FrbtP3IIBJO+bb3QFXukVF1O8qFzCGugtcRAPZEgc4Ks\/RV8h\/cR+Khun1tUrVGNY\/LkAcAZg5pn5D3Lq2NGVIirB3bqO+7Qrn3UXn8FmFcaytGwfDq7BcGoJzUKzWQRq40agIGu\/ab71Q61PSeUg9x5Kj1FAu5MYpOU3hNTXX9fmq+Np\/WqdtcQcw8O7dTaGTLXiVd1IsePsnfmNx8lKXWFuuKf0mgMzRGcAiWTzH3e9VqljeZuV7QR5z5FWzoFiot6zSDNN3ZcOEHmP1sgpOErDKKkqBm9DL5wDm27nNcJBDmaj+ZR+J4JVty1tyDRc4EtBEyBpILSVsuIYnTsHAk\/U1WPcxv3ajYOVv8Lp8ijsMwVpb1twG1a1QAvLmghvJjAfRaJ89Stny+\/RkcSp27D9o6KQyBwjgoN13JUxhsjU7LF\/ZcmWRmhOhmpYxqNVF3Vq5ztArQanuQz2idAry8eeFWnYZTKZd4WRuEB\/ZIOsaK83jJbCBNEAAQmh5E0qOXVlQfhzW8F1lHkFYL2zEghepWMjRaVlk1YrZXnUyF2VM17cj0gEGbYTKpGV\/kDkhhscV5\/clPpQmak8FeLOuxFY6Kg0vXv8T81eKr9DKotv653ifmpeV+CL4Ftk9hQ+up+0Fb6ohzvFVDCfX0\/aCu1KiH1nZvRbLney3WPPZZsZaQVhVuMprP8ARHoD7x5qYsSatVpOzd+Q7u8oG1BrdWzYAZndwmf14KUwusDUyt0Bfp3NaNT5rTVEi22jtY7tPEf0VW\/aPh3qbsDVjsj+eUyQf+seLgpulXl+nDUeSMx21Fe1qMGuZkt9odpvxAWLNEtjZTcGqfXM34wY7j7k5eBvWHI7MIGYjbNxhB9E63ok\/Zza9wbofik2biG+JKyuX1KRj9gmR3ovDXSXn+Ef9yFzSi8O0LhzA+E\/muxv7Bn0dtqg5wojFgGCoM7n7Ek6uGgMTpMABS1SGEjUDg6JjxhRlPCRULpuaDA4Q6akkmd8unDvVIRauxJST6COi11TYarXva0lwIzEAHfYnxCNv8YsnsIq1I3AeaT2wf4XubCi2YUw9Y36TScKUdp5bFSWB2gnSDpud+CrGOV4oh2UyXMbl1GrzwKZY\/YOXo7aY3VFvd1DlJoNJZLTuWtEPg6jbaNys2dcQ4k8Tr71d3OP0LFHQcvWMa0wYMuoh0c91nxMuPijJOkcnQSQMpjiUwGJykJMSjLanqABqUPjYeaB7dmvJT+GZmmdjv3FGWuGnqxLBtoYT+HgB2QiCNWjmO7u4JMuOUVbHxzUiTxq+eaTKxcS0DK5pkhp5gcNvgoep09ugYbcVQOWcxHCFPWtFrmPpGCyoNJ2ndp+EeSqT8PYCQWDQ8kMKclX6OyaL5ZVabi3MYU8LhjSA0yOaoVyx1N2V0ghTGC3IOjvJerhnGH1ejy5xraLJdYn93Zdsr0EqGvSBoClUKgYN9Ss+TOubT6FrRKVq2ZyXcwQEDbv7JdKcoukSVCNe1tnbEVGGEyysQdEQagIJnZAscDqrwnqjhd7UkSorr1JnYqEupkwrc06CkKr1kPUqghca0lDVGwVaEkPQm4foVTLX1rvEq33OyqFr613iVLyp8kkaMSJ\/Cz9dT9oLQregRSrHi4H3LPMMH1rPaC09ogeIgqWBDTHcBcBScB6XE90BMYU+CXA6yQExb1+qeG8HGPJ2keRhJw+plqunYZvPkFcQtWE3AzAH9SrPaej3SY\/XiqJhTXvfDQrzbNygA8gs+dIeBnOG3YpXd3avgECo6mdpY8Zw3yB+CTXuWUaLqlQlrGCSYJ3OkAaySQEN+0ezqUrxtwGENLA3P8AZceLTGxjnyUTUxA3EABzKbRBaTOYzuQN+CwTWzVFXsmLDFmVQ1zW1WgmO2wCO86\/1UwwEcfNVtohzTIblI1OuXh2QPtKTwnEm1yQ0VWkCYqUyAR3O2KQZoMq40GyCyo+DEtpkjxnaEw\/FqRMOY8H+Kk4j3gEIrD6kM\/zO+ZTlSqtii6MjasjH2hqtzsa3qwDqA2TG+ZrhI2PDXTbdQV++SzkXsj3jZSl4wPqOblzbaAE8OQQt1gdwB1vV5GUu2c5jRusBu6F0FbIS8P+yLk69qu3ieNywbcPRWd0ydx3k94nkr\/eP\/2Kf4rj\/wCzWd\/2Kj0qeoHPfwCK2cxeSBMATA48TrupPDhBB7wg71oyDXiDt3oqzdLgOceQV4rZKXRcrUg02mfI90KIxGoQ5r2iHMMjvB3HmAi6Vw3KGt2aDJ+SYu6slpjx923xWl41ONMhGbi7RK0awcwOaYzNzN8Z1Hv\/AOpRGLUiXCoJioJ2Ojho4GO\/5rtg4sa5nJ5juDv6wVLWVfKCCJEyJG0gE\/ErxW3hm1+j1aWSKZpeO9GqdwCYh3MLPsT6P16BOkjmFrQqDmvVGNeIIBXo8vUtmGWL2jF6d6WntJNe+zOC0rE+iVGpJAg9yq2J9D3N9ALlhi9x2RdrtAmFVgdHGAnKl4JcGnRR1XCazd2kBNUKDgTulxYeOS2K0gh1cgGDuk2dxJhJewwh2NIMxqrzSUmzqJv6Rl0Kia90JOiWHOduEk2JPBK+CXYUgM1ZOi8KRcVKUsMjdEC1ASPPFdDEJXtYHkqNbj653iVpN6InwWcUvXv8SpOblZbGTeFn66n7QWmVawAgakrM8NH1rPaC0NtyxozTLiS0Dv4q3j+xpguIsIg\/akHw4wE3TJDg\/mdU9dAkgfbIkng0fiUi3ox2N\/1urNbFNA6JNZ1MjV8nN3a6fBTFB+Zzwdmx8RKq\/Rqi6lmJPpCIVisyJdr6UE+WizZI7bGTOY7ZMuKD6LxLXZZ59lwOnuWc41gwtKjYk03mGk7sdrAdHAwYPcQdd9Qjc8FW+mlSk2h1lZwa1oLTP2sw0Z45g092WVHhGWiim4lJdTqTNL0vvakN79EHVwk0GOqMfVLwCcoccrjvEDmUfZ4xQAAFan\/qN\/NGtxZh2qNPg8fmisKoDzP0AdH7lz6DX1Whr3Fxc06RqQNDtoAmsWxdlLdpMmOzCmaVUvIa3Unv0RNTCqh4MPjH5JuiRSKdVjzma+5YSTnaHvaNNYbBgdmPcU+3pA63pX9rUqVqzcgNq57HTFScpeXAFoIcw7RoYVjuMFqkR1dN3iQPwUXi3R29e2oym1kVWsa4F+wp5gzL4Bx+HJSlFdlIyKHRvi6wdROrBU6zczmAfAEmA3tnTnqomzAIO8gmIPuRLg6nSdTeMrs7qZZrIcx0Onhpsh7Qae9Njt9hmzt1lG2uoOusa80uhVA1MyRAHGEzc76+YS7Xg6JcfRC0R7JS6Ju3qFrQD6Tj6IO0bSiqbi5xnZo1jxhA22hy7u3eeXGE7dVTTpVSN5aB8gfeAVrjrZnaCOvmo6DpkIB7wWt+YUnSeIBJjQeartkIpHxA+I\/JWDC6OdgAI7Ohk814GZ8pOX7PXxqo0avdUhUADp05EhdtaQpgwXa83EofrWtcGuqD37p64A56cCvdr0QtDDgJ0qvGv3k\/it7mYA10HnzTDrEkSJ70ILN9QOjL2eBOqEkq5LtHfR9jopndz82mxAhRT6Mky0HzQla7LSQ8xHCUsVHZOsDezzWJ+ZllqMarsKhiQqpRAEQEw6kOACR9NB0RVe3exocWnKeKhL5JttgcMaAzVjgEnrim31QTDRKQ944I8RPp6HXvPNMvHMpkV+CQ+oqwg0I6\/Q3dnfwWe0vXu8Sr3ePgKjUh9cfEqjg1FsMaJvDPXM9oK+OxVjTBzacBGp96oNh6xniFoeGYQCetqDvAT+P7FyHaDXPHWOGWfRaeA4IC5drppCnsSqxDBvyURcUYEcdytNC2WTB77sNNUiTtG5HAkc1arNmsrJm3z6HbbBjZrtQlV\/2gXxy5WtpNHFrc+bxJ2WbKPFGuXtzlEASeA\/PuVR6VYYLksNUS1g0Zu3Md3ajeNFUGdP7mdX0ieMsE\/NOnpvXdv1J\/yu\/\/AEpxSSC7DXdF6P7tqa\/u4xs5abdfP5oZvSyt9ykf5vzTn96an7qn\/M5dQNhmC4f1NUvFNrZG4AE8YJCs3XjmqgzpQ79y3+c\/knP70n9wP9T+iHEBaTcDmFxl+ARJkE7yNO8yVVz0m\/4A\/wBUfklUsbzEfUj\/AFP6LuIDOel9LPXrvDhGarWHGWuuOrkeJ18lA0aytnSez\/xrmEGKVJxA2YHXGYge6feqWx+iS6dFK0FVtdvNGW5jbVx0HcoxlQyI8FLWkME7uPHl4K2LbJz0H2YymCJMy79eSVi2lOppqcp887fwBXLWmdNxmPLgSB+JTfSJ+vVg8cx8NQPxWu\/qyC\/JCLd\/1LTyc78D+CmLG6ytn73zG\/zCgqHoMZ3lxP680fZXRbMbGPyXh5Y7PUxy0Ww\/ZVyw7ZniF5eXuxIz6LDT4+Cq1h\/iKntLy8p4\/ZKREdLfW+S9\/wCVXl5ZodyOiQlD0h4rR73\/AAn+QfJeXlT1\/wC\/Q0ylYX9pBV9yvLyzx\/P\/AGJoEt9ynamy8vLR\/UF9AV7sqcz1p8SvLyfL\/hnR7Jmw9YzxWts9Wz\/L+C8vJPH9nTI9\/rneaGuNyvLy1EyFxn0fchKfoBeXlh8otAirX1lVB3a8vLJEZgoRNFeXldAYTTRAXl5MBnQiLXivLyJwrpd6N3\/7a0\/7lnNHYry8of1D+hyjup2z9H3Li8tOD2RyFjo\/7v2m\/ioHHvWv8vm1eXlrl+LIR7Qhu\/8AlHyCdtNj+ua6vLyM3Z6OPo\/\/2Q==\" alt=\"Los \u00faltimos avances en t\u00e9cnicas de optometr\u00eda, contactolog\u00eda y ...\" \/><\/p>\n<p style=\"text-align: justify;\">Para la electricidad, magnetismo y \u00f3ptica, fen\u00f3menos conocidos desde la antig\u00fcedad, no hubo mejor \u00e9poca que el siglo XIX. El n\u00facleo principal de los avances que se produjeron en esa rama de la f\u00edsica (de los que tanto se benefici\u00f3 la sociedad \u2013comunicaciones telegr\u00e1ficas, iluminaci\u00f3n, tranv\u00edas y metros, etc.\u2013) se encuentra en que, frente a lo que se supon\u00eda con anterioridad, se descubri\u00f3 que la electricidad y el magnetismo no eran fen\u00f3menos separados.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hans Christian \u00d8rsted - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"EFECTOS QUE CAUSA LA CORRIENTE ELECTRICA by lizetcoloradoesg.98 on ...\" width=\"368\" height=\"276\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Efectos de la electricidad\" width=\"550\" height=\"412\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El punto de partida para llegar a este resultado crucial fue el descubrimiento realizado en 1.820 por el dan\u00e9s Hans Christian Oersted (1777 \u2013 1851) de que la electricidad produce efectos magn\u00e9ticos: observ\u00f3 que una corriente el\u00e9ctrica desv\u00eda una aguja imanada. La noticia del hallazgo del profesor dan\u00e9s se difundi\u00f3 r\u00e1pidamente, y en Par\u00eds Andr\u00e9-Marie Amp\u00e8re (1775 \u2013 1836) demostr\u00f3 experimentalmente que dos hilos paralelos por los que circulan corrientes el\u00e9ctricas de igual sentido, se atraen, repeli\u00e9ndose en el caso de que los sentidos sean opuestos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Andr\u00e9-Marie Amp\u00e8re: biografia, aportes, premios, reconocimientos ...\" \/><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Ferrofluid_poles.jpg\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b7\/Ferrofluid_poles.jpg\/220px-Ferrofluid_poles.jpg\" alt=\"\" width=\"391\" height=\"242\" data-file-width=\"2048\" data-file-height=\"1266\" \/><\/a><\/p>\n<div>\n<div><\/div>\n<p><a title=\"Ferrofluido\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ferrofluido\">Ferro fluido<\/a>\u00a0que se agrupa cerca de los polos de un\u00a0<a title=\"Im\u00e1n (f\u00edsica)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Im%C3%A1n_(f%C3%ADsica)\">magneto<\/a>\u00a0poderoso<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Poco despu\u00e9s, Amp\u00e8re avanzaba la expresi\u00f3n matem\u00e1tica que representaba aquellas fuerzas. Su prop\u00f3sito era dar una teor\u00eda de la electricidad sin m\u00e1s que introducir esa fuerza (para \u00e9l \u201ca distancia\u201d).<\/p>\n<p style=\"text-align: justify;\">Pero el mundo de la electricidad y el magnetismo result\u00f3 ser demasiado complejo como para que se pudiera simplificar en un gr\u00e1fico sencillo, como se encarg\u00f3 de demostrar uno de los grandes nombres de la historia de la ciencia: Michael Faraday (1791 \u2013 1867), un aprendiz de encuadernador que ascendi\u00f3 de ayudante de Humphry Davy (1778 \u2013 1829) en la <em>Royal<\/em><em> Intitution<\/em> londinense.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Oersted\" width=\"225\" height=\"230\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hans Christian \u00d8rsted<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;En 1821, poco despu\u00e9s de saber de los trabajos de Oersted, Faraday, que tambi\u00e9n dej\u00f3 su impronta en la qu\u00edmica, demostr\u00f3 que un hilo por el que pasaba una corriente el\u00e9ctrica pod\u00eda girar de manera continua alrededor de un im\u00e1n, con lo que vio que era posible obtener efectos mec\u00e1nicos (movimiento) de una corriente que interacciona con un im\u00e1n. Sin pretenderlo, hab\u00eda sentado el principio del motor el\u00e9ctrico, cuyo primer prototipo ser\u00eda construido en 1.831 por el f\u00edsico estadounidense Joseph Henry (1797 \u2013 1878).&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ingenieros hist\u00f3ricos: Michael Faraday, un padre fundador de la ...\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1c\/Induction_experiment.png\/250px-Induction_experiment.png\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>ley de inducci\u00f3n electromagn\u00e9tica de Faraday<\/strong>\u00a0(o simplemente\u00a0<strong>ley de Faraday<\/strong>) establece que la\u00a0<a title=\"Tensi\u00f3n inducida\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tensi%C3%B3n_inducida\">tensi\u00f3n inducida<\/a>\u00a0en un\u00a0<a title=\"Circuito el\u00e9ctrico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Circuito_el%C3%A9ctrico\">circuito<\/a>\u00a0cerrado es directamente proporcional a la rapidez con que cambia en el\u00a0<a title=\"Tiempo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tiempo\">tiempo<\/a>\u00a0el\u00a0<a title=\"Flujo magn\u00e9tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Flujo_magn%C3%A9tico\">flujo magn\u00e9tico<\/a>\u00a0que atraviesa una\u00a0<a title=\"Superficie (matem\u00e1tica)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Superficie_(matem%C3%A1tica)\">superficie<\/a>\u00a0cualquiera con el circuito como borde<span style=\"font-size: 10.8333px;\">&#8220;<\/span><\/p>\n<p>&nbsp;<\/p><\/blockquote>\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 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_9oP0lhGQJZs\/TOQ7yOIIAlI\/AAAAAAAAAAU\/NYKbsU26vnk\/s1600\/16381.jpg\" alt=\"\" width=\"320\" height=\"252\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los campos magn\u00e9ticos est\u00e1n presentes por todo el Universo. Hasta un diminuto (no por ello menos importante) <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\">electr\u00f3n<\/a>, crea, con su oscilaci\u00f3n, su propio campo magn\u00e9tico, y,\u00a0 aunque peque\u00f1o,\u00a0 se le supone un tama\u00f1o no nulo con un radio r<sub>o,<\/sub> llamado el radio cl\u00e1sico del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\">electr\u00f3n<\/a>, dado por r<sub>0 <\/sub>= e<sup>2<\/sup>\/(mc<sup>2<\/sup>) = 2,82 x 10<sup>-13<\/sup> cm, donde e y m son la carga y la masa, respectivamente del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\">electr\u00f3n<\/a> y c es la velocidad de la luz.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/www.adelantosdigital.com\/web\/wp-content\/uploads\/2018\/10\/Faraday-laboratorio-w-1.jpg\" alt=\"Faradayvsac\u00f3 la Ciencia del s\u00f3tano - Adelantos Digital\" width=\"738\" height=\"410\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En este r\u00fastico laboratorio hacia Faraday sus experimentos<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo que le interesaba a Faraday no eran necesariamente las aplicaciones pr\u00e1cticas, sino principalmente los principios que gobiernan el comportamiento de la naturaleza, y en particular las relaciones mutuas entre fuerzas, de entrada, diferentes. En este sentido, dio otro paso importante al descubrir, en 1.831, la inducci\u00f3n electromagn\u00e9tica, un fen\u00f3meno que liga en general los movimientos mec\u00e1nicos y el magnetismo con la producci\u00f3n de corriente el\u00e9ctrica.<\/p>\n<p style=\"text-align: justify;\">Este fen\u00f3meno, que llevar\u00eda a la dinamo, representaba el efecto rec\u00edproco al descubierto por Oersted; ahora el magnetismo produc\u00eda electricidad , lo que reforz\u00f3 la idea de que un lugar de hablar de electricidad y magnetismo como entes separados, ser\u00eda m\u00e1s preciso referirse al electromagnetismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Resultado de imagen de michael faraday\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Michael Faraday el experimentador<\/strong><\/p>\n<p style=\"text-align: justify;\">La intuici\u00f3n natural y la habilidad experimental de Faraday hicieron avanzar enormemente el estudio de todos los fen\u00f3menos electromagn\u00e9ticos. De \u00e9l es, precisamente, el concepto de <em>campo<\/em> que tanto juego ha dado a la f\u00edsica.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, para desarrollar una teor\u00eda consistente del electromagnetismo se necesitaba un cient\u00edfico distinto: Faraday era h\u00e1bil experimentador con enorme intuici\u00f3n, pero no sab\u00eda expresar matem\u00e1ticamente lo que descubr\u00eda, y se limitaba a contarlo. No hubo que esperar mucho, ni salir de Gran Breta\u00f1a para que un cient\u00edfico adecuado, un escoc\u00e9s de nombre James Clerk Maxwell (1831 \u2013 1879), hiciera acto de presencia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcSnj5Gd9RcIWdHgyF8Eoh8iTJOZng_zIqREdAuyJ0vKWqjIghQmUg\" alt=\"\" width=\"239\" height=\"298\" data-height=\"251\" data-width=\"201\" \/><\/p>\n<p id=\"rg_hn\" style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0Maxwell el matem\u00e1tico<\/strong><\/p>\n<p style=\"text-align: justify;\">Maxwell desarroll\u00f3 las matem\u00e1ticas para expresar una teor\u00eda del magnetismo-electricidad (o al rev\u00e9s) que sent\u00f3 las bases f\u00edsicas de aquel fen\u00f3meno y contestaba a todas las preguntas de los dos aspectos de aquella misma cosa, el electromagnetismo. En sus ecuaciones vectoriales estaban todos los experimentos de Faraday, que le escribi\u00f3 una carta pidi\u00e9ndole que le explicara, con palabras sencillas, aquellos n\u00fameros y letras que no pod\u00eda entender.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_32-z6mOJEBE\/Sei9LHBJLRI\/AAAAAAAAAOs\/BgcR2sUyXxw\/s200\/e01.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Pero adem\u00e1s, Maxwell tambi\u00e9n contribuy\u00f3 a la f\u00edsica estad\u00edstica y fue el primer director del Laboratorio Cavendish, unido de manera indisoluble a la f\u00edsica de los siglos XIX y XX (y tambi\u00e9n al de biolog\u00eda molecular) con sede en Cambridge.<\/p>\n<p style=\"text-align: justify;\">Su conjunto de ecuaciones de, o en, derivadas parciales rigen el comportamiento de un medio (el campo electromagn\u00e9tico) que \u00e9l supuso \u201ctransportaba\u201d las fuerzas el\u00e9ctricas y magn\u00e9ticas; ecuaciones que hoy se denominan \u201cde Maxwell\u201d. Con su teor\u00eda de campo electromagn\u00e9tico, o electrodin\u00e1mica, Maxwell logr\u00f3, adem\u00e1s, unir electricidad, magnetismo y \u00f3ptica. Las dos primeras, como manifestaciones de un mismo substrato f\u00edsico, electromagn\u00e9tico, que se comporta como una onda, y la luz, que es ella misma, una onda electromagn\u00e9tica, lo que, en su tiempo, result\u00f3 sorprendente.<\/p>\n<p style=\"text-align: justify;\">M\u00e1s de ciento treinta a\u00f1os despu\u00e9s, todav\u00eda se pod\u00eda o se puede apreciar la excitaci\u00f3n que sinti\u00f3 Maxwell cuando escribi\u00f3 en el art\u00edculo <em>Sobre las l\u00edneas f\u00edsicas de la fuerza<\/em>, 1.861 \u2013 62, en el que present\u00f3 esta idea: \u201cDif\u00edcilmente podemos evitar la inferencia de que la luz consiste de ondulaciones transversales del mismo medio que es la causa de los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos.\u201d<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\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=\"\" src=\"http:\/\/3.bp.blogspot.com\/-1bdZgEFX5pE\/TpBC0Jo5qnI\/AAAAAAAAAwE\/ojfNjjdaTg4\/s200\/800px-M_Faraday_Lab_H_Moore.jpg\" alt=\"\" width=\"399\" height=\"269\" border=\"0\" \/><\/div>\n<div><\/div>\n<div id=\"post-body-7459755920325923965\" style=\"text-align: justify;\"><strong>Descripci\u00f3n:<\/strong> Es un cuadro pintado por Harriet Morela que ilustra a Faraday en su laboratorio. En la imagen adem\u00e1s del espacio en el que trabaja con suelo de madera, una bancada de obra que tambi\u00e9n sirve de horno, varias mesas de madera y estanter\u00edas llenas de frascos con productos qu\u00edmicos, se pueden observar varias piezas sueltas, con diferentes tipos de matraces, vasos de precipitados, e incluso un fuelle en el suelo. Michael Faraday fue un f\u00edsico y qu\u00edmico del siglo XIX.<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Michael Faraday (III) - El Tamiz\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ley de inducci\u00f3n de Faraday 1. Objetivos 2. Introducci\u00f3n te\u00f3rica\" \/><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<p style=\"text-align: justify;\">Todo aquello fue posible gracias a las bases sentadas por otros y a los trabajos de Faraday como experimentador infatigable, que publicaba sus resultados en art\u00edculos y los divulgaba en conferencias en la sede de la <strong><em>Royal<\/em><em> Institution<\/em><\/strong> londinense. Todos estos art\u00edculos y conferencias fueron finalmente publicados en el libro que llamaron <em>P<strong>hilosophical transactions<\/strong><\/em> de la <em>Royal<\/em><em> Society<\/em>, y <em>Experimental<strong> researches in chemistry and physics<\/strong><\/em> (Richard Taylor y William Francis, Londres, 1.859; dos grandes cient\u00edficos unidos por la historia de la ciencia que nos abrieron puertas cerradas que nos dejaron entrar al futuro).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Pin de Lidia Hualla em Portadas | Capas de trabalhos, Capas para ...\" \/><img decoding=\"async\" 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\" alt=\"Portadas | Portadas de fisica, Arte en cuadernos, Cuadernos de dibujo\" \/><img decoding=\"async\" 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\" alt=\"Pin de Erilix Lugo en cuadernos | Caratulas para cuadernos ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No quiero seguir por este camino de personajes y sus obras ya que est\u00e1n enmarcados y recogidos en mi anterior libreta (primera parte de personajes), as\u00ed que desviar\u00e9 mis pensamientos hacia otras diversas cuestiones de mi inter\u00e9s, y espero que tambi\u00e9n del vuestro. Antes dejaba la rese\u00f1a de alg\u00fan refr\u00e1n o pensamiento sobre la amistad, y en realidad tambi\u00e9n podemos ver la cara amable de esta forma de sentimiento-aprecio-amor que llamamos amistad.<\/p>\n<p style=\"text-align: justify;\">Nosotros, los seres humanos, nunca vemos a nuestros semejantes como objetos o cuerpos neutros, sino que los miramos como personas con una riqueza interior que refleja su estado de \u00e1nimo o forma de ser, y de cada uno de ellos nos llegan vibraciones que, sin poderlo evitar, nos transmiten atracci\u00f3n o rechazo (nos caen bien o nos caen mal).<\/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\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_xyYFMwz4t6g\/TLHoGQ_oVGI\/AAAAAAAADsQ\/k4ull36XwLI\/s400\/OJOS.jpg\" alt=\"\" width=\"400\" height=\"330\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1nto nos dice una simple mirada? Cada uno de nosotros lleva dentro un ser \u201csuperior\u201d \u00bfSabr\u00e1s sacar el tuyo al exterior, y, que los dem\u00e1s lo vean? El ser humano es esencialmente un animal social y, partiendo de ese principio, no es bueno que est\u00e9 s\u00f3lo. El pintor necesita exhibir sus cuadros, el novelista que lo lo lean, el fil\u00f3sofo exponer sus ideas para que sean debatidas, el Ast\u00f3nomo nos cuenta cosas del Universo y, entre todos, conformamos el mundo de las ideas.<\/p>\n<p style=\"text-align: justify;\">Son muchos y diversos los signos sensoriales que, en silencio, nos llegan de los dem\u00e1s y son recogidos por nuestros sensores en una enorme gama de mensajes sensitivos que llamamos indistintamente simpat\u00eda, pasi\u00f3n, antipat\u00eda, odio, etc.<\/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\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcReODPfqrViY0V8mj36jK1RMwBn3p75mrtR2g&amp;usqp=CAU\" alt=\"C\u00f3mo seducir a un hombre: psicolog\u00eda, consejos y errores comunes\" width=\"321\" height=\"180\" \/><img decoding=\"async\" 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alt=\"Hombre Solo En Un Columpio Mirando El Asiento Vac\u00edo Foto de stock ...\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Mujer sola contemplando el oc\u00e9ano al atardecer - Foto de archivo ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las dos partes juntas&#8230; \u00a1Forman el Todo! Por separado, con la soledad por compa\u00f1\u00eda&#8230; \u00a1Se niega la esencia del mundo! Nadie debe estar s\u00f3lo, la compa\u00f1\u00eda de tu media mitad, te hace la vida m\u00e1s llevadera&#8230; \u00a1A pesar de las inevitables discrepancias!<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que cuando el sentimiento percibido es positivo, la satisfacci\u00f3n se produce por el mero hecho de estar junto a la persona que nos lo transmite, que con su sola presencia, nos est\u00e1 ofreciendo un regalo, y si apuramos mucho, a veces lo podr\u00edamos llamar incluso \u201calimento del alma\u201d. Estar junto a quien nos agrada es siempre muy reconfortante, y seg\u00fan el grado de afinidad, amistad o amor, el sentimiento alcanzar\u00e1 un nivel de distinto valor.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSnzpuJIRgVfO52WCMDvqg5LB_BU41XhQIsPA&amp;usqp=CAU\" alt=\"Dejar de querer para aprender a amar - La Mente es Maravillosa\" \/><img decoding=\"async\" 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\" alt=\"A aprender a aprender se aprende aprendiendo - El blog de Salvaroj\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTEhMVFRUXGBgaFxcYFxgXFRgYFx0YGBgVGBcYHSggGBolHRcaITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OFxAQGC0dHR0rLS0yLS0tLS0tLSstLS8tLS0tLS0tLS0rLS8tLS0uLS0tKy4tLS0tLjAtLTEtLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUGB\/\/EADsQAAEDAgQEAwcCBAYDAQAAAAEAAhEDIQQSMUFRYXHwBYGRBhMiMqGxwULRFFLh8QcjU2KSoiRy0jP\/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBQT\/xAArEQEBAAIBAwIEBQUAAAAAAAAAAQIRIQMSMQRRIkFh8HGRsdHxFEJSgeH\/2gAMAwEAAhEDEQA\/APi0d3lHTB1v5ffp+VGtUDtrf1QOziAIjn6f1Sw3lzsfL8hA66t5F4dIEaggunYC+nVBABAO89Qqjpt3ZVP37\/tyVtGlo+\/GUF5JjSwOm9yZJ31RZUwNEj8Cf2RvbMRr3sgU10bJra1lqw3hjnQXnKPV3pst7PDKI1Dj1dH2V0z3e02xMfIEFaRE2EDh+9lspeHUJ\/Ww8QQ4eidifB3tb7xp94waubqP\/YahXt9uU7\/eaYGPA1QNdP2RnXilR3+eqy2IO4pbmgjv074IuSp5QZjdXmt39FRbdVUQExyYX8O+\/wAJI0VKB1GpyB11m3Ox1THOsswHBHCoMPVNcqBsryQgMqQqaEwoAyo2tVsT\/d3CAaNK61e55JlCgeC2soaSgy4aidhdbGYSLuRnENYIbqsWIxZcg11cYAIaPNY34gnUrMXJZega+qkPeo4oIRQkqpPYlR5Si9Bww86qgeX2VCOfTyuZ48oVIgnFSJ0+iqUxw6joeKAY\/p35FMpN0E8PJDPkVGC\/cIHtdpf+i6fh9EfM4LlUjmIjsL0OHFoRPJoRBqoC8I3hZaACtnhuOdSeCDbcbEbgrDYHjzhX7weavM8JdWarse1HhLAxuKoAe7fZzf8ATcbzbbr+y8zmX0L2NAr0a2GdEOafI7H1XzzFUyx7muBBBhbvM2548Zdv5KDrKnGUAcpCy6K1QxOqYGqwzsfRQJhW1qeykjFNAgsUyrQWoS1AgtVdE8sUpsvZVQ0dYWwURv8A1Qsw+hWqnTQZ6NIzouhh6EnRFRytF7lZ6+Jv8IgKDo1HsYImSsdTETyWZzkBegZUqpJchc9JdXA3VIbKolZH4lKdW5oNzqgSX1FndWQOqqB5cll6VnVGqqOYER271Qqx3xRFk\/T680ZEbzMEgfY80sJnogvkemtuCKm2eA6mBa6gcAQSAbgwSbgagkXg6So13E27\/ZA7DO+LvkvQ0NF5qk4SDv3ysvQYOpIUvgnlrDbqE8lWaEDcQCY9FFoHOvBSy28n8p72jXgs9V0mB\/dbjFe2\/wANnTWMaaLx\/tMB\/FV4\/wBR9tok7yvd+w2HFChVxD7BrSZ42K+cYqtne551cSfUyr\/b\/tnz1J9J+v8ABLQja1RgTmhYdFBiaykjpMXSweCLlLdN443LiMLKCM4c8F6zB+BZgLLZW9noGhHkuV62Pu+r+ky9nhDRS3Ul6jGeEkbLlVMNC6TKV8+fTuLjliJjStz6IGqzvfwWnMTAIvqmVK9oCyZlM6AnOJuhDlRK6XgXhRxFQi4ps+Ko4bN2A\/3GIHmdlRmweDfVnKLDV5s1vU8eQkpeIqMZ8LZqHcmzfIC59V2PaPxAAChQGSm39I\/J3J3K86GlY5a4Kq1M2oHolmmO7LVHJWGclNHcwPwx2WV8zERyXaypOJwwcOY0P4K1Ga5iNoVBkWTQOPYN1QOVTL3KdHIHXp1Qg9PMKo5OVQBajSU9z3vx6+aDMb7c9AO9O5RNlPNC8C\/DnwshFFABIsIgjU8dxyHCyEJ3uFbaJ6fVAqfJb8DiYse+ayigiFE6oO97zMLJkjuy5mFrEfMD1H7Lp0ajDq8DqCrr2Z7teV5REcV0vAvCHVqgaBbcoKDsKy73uf8A7Wj8lL8S9qXlhp4doo0zYkXe7kXba6BJj71Ln\/jHV9t\/H2CmMFhzLW3qOGjnDRo4gLxbEMJjG+iW7XHHX4mNCZSF0sLVQYsttmCoSQvdez3g2YidNTbYLy\/gzLhfRMJivdUMzRLiSNRERpHUhfB6zq5YY\/C9X0fR3N+aU+u5r8rG5WjU7mPRGx1TXOCN58+OyqlWeT718HMZgzkMdhPwviDaYn3YdeMp0vBnjOy8DqdXPX1excbJ8OO6BuHZVY74SHidILTGojYrx3jOEgmy9f4Xj3Nql8ANPzN2B0twuZ8lzPa+kBUcI7N16noOtlldV8Hrulrcv4\/8fP8AEhYnro4sXXNqL2XhWaoCUMqnFDK1EHK921v8JgWt\/U8Z6nGXCw8hA9V4nAUs9Smw\/qe0HzIC7\/tZVMkE20HfBbxm5azlfk85UeXEk7oZUAVwpoRisnmlutuqzKaNmuKoFJzhUH8FdA30QSTv+yzvZy5aec808PlJrugx1k8eEcLdVmqEISzu6lLko5wQD7lWKQg3vw48T9vVaMqrKgT7sKOpRNvyPUJuVQtQKDUTGIw1FlQC1nJWGpjWosqLosNVuajhQhAghURKe5s6KBiIS1qZCNrU2m3ZFKpsW2k1HQwxWimwDVQdDwrUL33hjg+ll\/ULjXoV83p4m\/AL03gfi+QzOi+T1XS78dPR9H1dV6N2JIDWxMTfSABG43CXVxd4ZAEXEZpgkgjmhGNpvOZ0gn+W302VU\/dkSZgbTr9F4Wfo8t+HuYdTp1swFH3jw4\/CCPiOwAgl0eXmSuF7R4xuZ0DcrXi\/GAAWsAaOWp6ndeP8Ux2Ylel6P0tw5rzvV+p1OK5uKfJXPrFaKrllebr1Y8TK7uynIYRShlaRpwFTLVpk6B7SegIXb9qn\/Q9V5tgkgCSTYAak8l6XxOmalBjzIfl+JjhDgRY2NxpPmt43ixnLy84111FV+AUgqAHG9xdLfKfCEhUJy89OaJtoKv3WkJmW0JtAyB8sLPi6gGvqhx1bKQB5\/j7LCXF0DyEd8t1itOjgn6yJBHTz8kD3Xss1N8Dv90p0nf6wg65CpyeWofdopauETWqyEFNaryJlNqIhQKARwplRNEqgQzfv0V5U0MTG0kUinQcTAaT0BJ+iZ\/Duj5TaxtYea9TQpinh6QgS5ud0bkm0+UBBh4EwAJueZ0kppnbzbMMTottDCNb8TvTiuuWNdy4lcnxGjkIvIIJHGBrIVsNyir4oaN0WN70k1ELnLKmion0sQQsJcoHqNS68O9R8UI3WtnjJC8yHozUWbhK649fPH5urifEC5YKtSVnL0tz1qTTllncvK6j0klU5yAuVZWShYxznBjQS5xDWjclxgDqSYQkrsexbmjH4XNp71v8Ay\/R\/2yqjo+OEYAfw2HBdWj\/OrAXc46sa79NMaQNYBK8zWrFt3EuJ1J2nruvQePV\/\/IqzrJ12J\/YLjBjXNPxS3znzU2jNTe7MWnmQd458UwVCEz+Gy\/GXSDbbeZPBZmYxh0cPOxV2aPFUFE5Lz8lbsSB80DqU7jSQl4uuGNk+Q4lLreLMHy3P0XKxDi50kl3TToOSbAvqFxvuUx1KNY756FVQZx3+qZX1MadbqBFSrI773+iOlVEXBQPaRyG\/BRo6d9FR6A6KgrajaEUPVWaXBHAKNpRS2MVJwUDAiFtadE6lSKdQaCt7MNaTbmgx06e0SStpwUCXFaMPQcT\/AJVNzp3iATyJsqxvguINZtB0B7mhxgyGNJIlxjaNtZCGzfE3x7tvCnTH\/UFUDZezqYHBtpmaXvngDM+TA0bDYMbi64GJ8PY53wfBOxJIH5H1W+2ufc5kwJKzmpNz2OC1+MeH1aD\/AHdVhadZ2cOLToR2YXMe9TKrjGbH4P8AUwX3aPuP2XMJXoMLJIDZkmBFll8d8JNMe8aPhJhx2za25H8LLe3JlSUBKolQMlQOSw5VmQODlTkEqFyoF5Siic5ACgiNjiCCDBBBBGoIuCOcoC5AXIj0uPxzMWRVt723vKZtJGr2cRy1E9CeW+oQSCwjL9TyXKqJFbMR8zo4Fx+0poP8Q8SJGUW5axx87LlsMKyyEOWNEDWd\/wBkt9ymsbABNp0+33lWYmVBnDf7d93T8wEftsLB07k39Et1zz\/HFWBf02CoZhjNtYOnNaRE27KRTbJMnef3RtMH8qDRXZIga39dZWSALEhPfU38vIdUguB1KDuAq8yBvFMAVUYam5RAsZ3\/ABFrKmjgtdHDkqRSGD8Jb7amOFp\/stGItfuVnxGUgkZjdt3NAIMXFnmBPI2AuNF1wx3y55ZaasPi3tLRkpnMJGZrQSLiSWkEXB1Xp\/AnDJmeG5nDa4bybJN9JPKOvj6jficQQ6AYOYxlaLkF8E8hE8iu74HXhrDqLC9pJ9d\/wmUmiV7bw57GEPLg4kgNHM6DqY12APReQ8e8ccK1SocsvLmtGU5gGh1MVL2gQMuonORxXN8V8XccTVp\/Fkpkh7oi1yA2LNe8CA6bXOy5FbF1Kri95EmBYQAAA0Na39LQAABwAWZyta8H4lVptLab3NaYkTaRcQDYL03g3jTXCKxa127zZkaydYMSSYXj2dV6TwWmykw4pzQcpLaTXifeVSJBj\/TYCHHjLW\/qXaSSOV3a+i+12PomkzDuGd0NL2ujOyW2dInK8yDbheZXzM+HO94WtlwmxjUbW48kzDY52cZyXmo4ku1OYm5PUn7r2vs9j8JhWurYstADg1li5xeR8rWi5J9BEmIXG5TLx8nTVxM9mPY18ZniJ9Y4d+uy1f4l0qGH8PdSJGd5bkbvIMl3kPuuH4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alt=\"TESS, un telescopio listo para descubrir 20.000 nuevos planetas ...\" width=\"339\" height=\"190\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRZTw6vg0m0JrMSxa7HZKY5SqQrQ38gB7bZig&amp;usqp=CAU\" alt=\"La NASA identifica 219 nuevos planetas y 10 ser\u00edan como La Tierra\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Caigo en la cuenta de que, adem\u00e1s de la materia,\u00a0 el espacio-tiempo, y las fuerzas de la Naturaleza, aqu\u00ed existe algo m\u00e1s que, est\u00e1 dentro de nuestras mentes y que, de momento, no podemos comprender. Sin embargo, si podemos sentir los sentimientos o la satisfacci\u00f3n que nos produce el el querer y poder amar,\u00a0 aprender y descubrir.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1La Humanidad! \u00bfQui\u00e9n la entiende?<\/strong><\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F01%2F18%2Fel-mundo-los-pensamientos-y-nosotros-5%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' 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%2F2024%2F01%2F18%2Fel-mundo-los-pensamientos-y-nosotros-5%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' 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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