{"id":1225,"date":"2025-06-20T06:21:41","date_gmt":"2025-06-20T05:21:41","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1225"},"modified":"2025-06-20T06:21:51","modified_gmt":"2025-06-20T05:21:51","slug":"de-la-ciencia-y-de-la-vida-misma","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/20\/de-la-ciencia-y-de-la-vida-misma\/","title":{"rendered":"De la ciencia y de la vida misma"},"content":{"rendered":"<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El siglo XIX 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 &#8220;profesi\u00f3n&#8221; que terminar\u00eda siendo.<\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" style=\"text-indent: 27pt;\" 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GuO8Q7fYvGPbF9bDQ0D9mNAxE86kwibqFTMW+EwuvdkRhMTbF9rc3CxW6yju88QQStshc+Yhs0bjQzFT9ztTcTwlFMDczr51pdmsLatoloOloNcOVJANz4gygE+I+KdJifSo7H4R3JtWfjC5VIEwYgHXeJFa8JRYa9RtS8TxsIMW2XnYvEVBh6dSmSC6L6kyOPNZW9pFyGb3cG2CR3gYR4TBmSN91gmfKty6jY5mZVVLiLIInx7aHz6GqZdwd\/KuGawirbIDBzmU2wAVEkZ5\/wCAesb3f2e2e7JQmctuNo5jQDkBtWzIKLXVGCCBrflbp1WXD4qq+sxpdqbi2kHluO9BMdmeMm6Dau6Xk0M7sB+o5\/WvMcWylVQMFY5FJy5tTm8R\/LJEc99RWTjvBjcIvWTlvJqD+aOR8\/P5GvODOmIUh82ZCc9omArGddACRvEkxWQmn\/3mC3EbH2seo1IsYj3OS+cXhO\/s3rZ3NuLZiM0ElW\/zAD7\/AIqgPZ9bKNcUuFZ1DZeYUEgHXYmfp61dDYyBnzMxCmM0aDfkBOw3mqRhLBs8VuK2oe2Ss8wcrfxBHyqVKrmo1aY0jN6ET+SouEOBVlbFiY0Y+Yu\/9J\/qKjL+JV8UmjGMupzRIOaJYbTtMVm4zxy3YOR2DNBIA5A7Ek7aVWeJ9psBfQqcZAzEx3lvYmdy59fKdI1nzW1XUpIvbn9l6lJjyMzaZuDBE+thPqp7jXHQ92\/bL3rWHsWO8uX7Q1LtoEBymCBBgak7wBrWhxJTh8HdtXsTiLb3Dad741R2yxJA0loWJIPWd5G9xHvWt+5my2GvHJcssFK3UWFIVh4VYgxB0MDURWTEYO8H7kW7eHwiQyYdQubOPHmcpKqM\/iABMwJjaseNLPkOz6R78PdZcQxtOkRUEW9eHrmvYxa\/EL6W8w2mj4251P0qNxvaHC22yNeUv+RPG\/X4Uk7DpWjwbtVhsVdW3bzDNOQtlGbL8XhDFliZ8QE18l+kJaXBkjp3sfQ7LyhiMSBZzrcyp67gnZO9PSdvwg5Z+prNwG3alu8\/of18\/vVn9wbvQJ\/Zd3liPlH11mqRftQSN4MT6aVvrYf9E9jw2YkQdCRxHIzboUqBzHZjc891NnubDO5VdZyncsYk5eS7gSI1J6RWNMR3jLbJDMwUwRIOYDOPIr8QIj8VRV6HFtFGo+8mf4k1P9kuDsrG9cEESEH2J\/QfOrsPXdWrCiwCNTyH93W5gb2mZK6wF5gCynxjALjowgKoYMTpGx32j+dbVq4GAKkEHYgyKqXaxs72SiXWk5QUDAEyDLOoMBSJEak7VJ8Nwy2bQT9r4ZMIjganWAZO56zua+re1gY1wNzw6cexHoVuY2o4mBbv8qepUV7wR8JumOT22IPzCzW9Yv5pBEMNx+o6iqQQdFJzHN1ELPSlK6opSlKIlKUoiUpSiJSlKIlKUoiUpSiKr9tuxdjiSIl43AEbNFtgsmCupZW5GqHjfZXgsMyPa75icwIushA2gjwASOoOldkqmdt8bbPdjMPCWB6SMsiToSOgq\/CtDqrQeevQrLjXllBzhNo0MHUdfosXD+E2gq4i+QAjSjayCfiy9JgajpW\/7vasKWW5lS6ABcE5s0k8hoIgdd60uF8Tw+ItdzeY+FgAxJ+IieYgAAgazvXxxfids2ls2JyRvJHMyCCNeszzraGPdUgzc30iNRB3+6841KbKQLYgC39WbNoRE6RaQbA2stDtBxBXZSksFAXM3PzPStLDcUexNy2YYaEHr0I6V8uwAk7c61+H4d75YW7edQfF1CeXPTcRJG0EGK9VlJjacOHhG+nRY8OHV6uc2Mi4+nptf6G6dnu1K3YS8yi40kZRCxyEknWpPifDmzi\/YgXV3HK4vNT59D6VC4fsnhXQXMPcPiG5OYfoRWxh0xeG0K99bHQ6geXP5QRXjvbSzl1AwdC11uo25RK9r51SmYqNJH+oX9QL+ancHiVvW5EiZVlO6nYqR1FVvjVuMXhLxHwzaufNWj5Tr8xUvh8QlxjdsnxbXEOhI8wdmHI7Hb0gO1\/adLbBLSl2WGdgYy6+EajVg3lpsdzWdjSypYayCOIkRf7Hj6rVna5uYGQqxjsRbXGXvec3Mpk110Kc9o9dRWhhO1tzQE3iT\/8ArceW+WsnG8RbvtcuXb9wsukFAcviAgQwBEkjlvNaIxtu0wFqZMftXGigwMyqkxBO5k9KxVaRFpI6WXutbhsbTaXEhwERbLYayRAECTEnYFTHEOII1u2sucQLhzaECDIGjANMhY0Fe+0CzdfD2BIJe8iuHkq023kNGu+o8wKt3Z3sXYt5bzubznUN+HXWRH8SakO1GGfLh3tWjc7jELcZEgMVyuhy5iASM8xOwPOs1XDGq5pJgN8yft5634LzviD6dUU6VIktZNzqSYmBwFrDW\/K\/DeFYKxaRO8wWJu93cKIGdhlJ1LxbtCbc85b011svBeMKtwWE4etgG6LUqCA0z4l\/ZgOunWddq6f\/AGkf\/wBhjP8AIn\/2Vo4\/GXcTcwyDC37QS+tx3u5FUKgbTRySSSAABStgKVUQ6fUnXqSsD6LXC63jxtBaymc4GWPOImYqt28I76Ihb0FW3H9oMNYfJfurabSO88IbNMZSdG2MxtpO4rYvcVspvcX0Bn7Cs9X4XUxLmh75gRZt\/qfpHJcOFqVIkz0H8qvYfgPdjvb1zu8pkDQ\/Xr6CpIXmJC5yVZc5IUAZT0jUbfeofj\/EhdZchORRz0k\/+P1qT4aIW2CdRaHynKf4Vfi8Gz4dh21KYhxDtdbAkE9DvaHRG\/ojBijRE6k6d93X0jh5yLoTIGTlBg6kajTfWthkIUoJ05BdCTtp9N+h+UNhMWDiSE8ZM8hAXXQEnnqZ8\/lU3ctjMNAdicyAwYgAxGm21aMP83JNQEE3EiDHOw0uJgTExdU1WZXRCwNmtkkErprlVROo08QOwM9Na11xzO4KtdOphgLfhWJlpXYn9K3Ht3Gzd2viKnV40aYB8O4kHStHC8MxKOSRb7spqocyHgc8old9\/KtAy5TOqgNRpCsytIBHOvqsGD\/u0\/wj+FZ6iuJSlKIlKUoiUpSiJSlKIlKUoiUpWG9iFTc77DmflRFmqg9o8GLzkZ4C3SQgGYgAjvZWRlFyNLk+Hf8AETV1N25yt\/VgP4TXgxAB8alZ56EfUfrUmuLTIUXtDhBXJOJ9obOExHuvugxLsVIdMQQGLgZV+AjTRZnWJ0ms3E+0Pu6G5d4VChspIxqNDGYBFsMQdDv0rR7cWGfj1pUGs2mPIAL42JPIBQST5VIdteBWk4Y93Dqc164mIu6knKS8PlOqibnTT5V9BTyNFFrtXATd+pP\/ANgDjeDJWA4en4vALf8Aq38LVwHH7eN8NvANbUEE3PeCQBqDAa0Qx308uVb\/AGN7Wo+LXDWcK1kuGhnuGYALiVKHUwOfPnWLsB2rwlrCqly4Va1ZbMMraeO4Z0BkRcH1PQ1GdnuIJiOM2HsksBayTtqLTAxMbVCuC75tMscGtBgy7UcdYPAibcrlW0mU2hpAGuw9ojfVdP4NhbSX7ly27E3RJUA5A25Oo3PX1qw1B4Hh72ikqvISHJMgqdig0gE76edTc14TnveZeZOnkLD2WsADRV3tbjks2wwA71jCGNQJAZpGoAB9Nq5Yz5xBY6lfHJJLnM2vOPEeuoG9WLt3xBnxbKD4UXIvkRDPM6Rrr5RUE6Euciz4ohBAQQCT5GNJO0H5aqQht1U6JWG+iG3fkhiY1XT8anwgxm6nbT1qMDZYYFX8AgAEDKrAmZA1ldhO5M1Lvhs1q8TlJC+EKZjKQdIPIwZ1+9RCByAYgRmziCAYMnTQTABB+nWisJdr35St2GdFONe+cfnZdB9mvHCv+7u5a2ZNpjJOaWJSf8IkCBz61fmxJ\/Cjn5Af6iDXCbWIuI9s2gobwMgQQMwyOSY56CeUExG1dZbtAAqk4i2Syg5FtNmEiYP7Twn1qAyjUj3\/AAuupuc7wMJO38GVpdoOP3Za1bi3HxMGBb0HT1rmWDwN1v8AeGxNzLmfOrmQQGZQZJ02Bqf4\/wAJtXQHvXGQKS5cGMrQxBkiIkATvJ2qvthRdUWNUshjpJEZjnXbRmIPw7KNTtVJOYybev7r3MNUZR8NNv8ATqRa43JIMecclq3eJPim7rM7YdTDsdTl0zLbzzlkV27hvA8K1tHty6FQVJY6iNNq5HheIYKGtWlcrbgSpCgzzEglvUgV07sJjEGCUzltqzRmI0EzBO25PSp0qrxZpKr+JE\/JFVhIMwYsDM8NRBFrCea2uL8BUqDZUAruPzD+dQOD4p3j3cOARcsqEeEKkSPDJ6QN6t+B41h77FbV5HYbqGEgdY3jzrnPCDjLOL4mxuNiO5UBrSoqm8XEqcwBIyLPWr6lR0BlVskXEzI9eHIgj2jzKOIc+mQYMXB8x5evqApvg9tLKHFXHyhmKqvdktIeD4QM2jL9Natdjh9sqD4TOsqqwZ16bVyZlt4vhKXcWt5Fs3Alq6xzlsxVc+ygifAdz4Zma6twy0mHtJZt2nVLahVHxQBtrMn51W+q6q4ucqsTJdmdrJHK2y3bGHCkmSZ6x68gK+Ma8jux8T6ei8z9K9N12+FI83\/kNTX1YsBZMyx3Y8\/5DyqKzLMogQOVfVKURKUpREpSlESlKURKUpREpSlEWO9cCqWPIVG4lIAzwWb4pAIHlryA\/Wt3G\/COmZZ9Mwqt8T4gyW0uPfCl2bKCgiJAAEKTO3PrrpFAJspNa4nw6qSWymvgSNj4V6gxt1jfpXiogMhEBG0Kv0mPPaqhxDtSLKtdN1ygXQCyMxbMqwAQoBMneNI0qv4rt\/jLLoblpChGbKACyj5gAmIPL1qynh3VGh7BINgbQe+J053CjUrlhyucZ6lWPj1nBpi7ty7dCStu1eLSYskF8gAUx3hAQk6ZVYDU1Ir2x4Ue87zFW37wFdbZEW4ju5CAlZk6\/mNUftFbu4z3i\/aS5eS9h7RRltESy3B4QBMlRMxtrVL\/ALM43\/2mI\/8Aif8AlXt0MFSrUwKryCIESBHhbuJ1t5ALI+q5p8LZW\/Y4SvvNw4W+vdI5Fq4RJddBGVozABgrToZ5zWzhcamAxSX0XxrJGQhrZkQYBhk0bYs0SNaz9nsFibS5LuExQAMqVsuRrB1ETy0jqaleAcKa\/wAQsC\/hL3uyB5760wBOTnIiJUQDzr0ar2Q4vMgAzcSQB7z+YWFnzvnREDpb11W9Z9smsthCzbAK4+0jnVq4J2guX7zZrN02zMBsO675WBNwkqQBPJeWmlShx\/D8EVSLNjMCVCqASBuQFHnWMccbEXO7wyQB8V1x8I6gdek\/SvnXto1wTRpZQNSXWHe15Xotc6kfG+SdBA9ohc\/42w95ukz\/AH1yZjchRB8iARPr0qK4rbdrGVLZLG4gJkBsuYGAdJHh1ny9Ks\/bThJtYnMjyLwnxCQWAGaYBHLNJAGp6VDYdgo8BGVQS9xl0LR4VEDMRIB9ddAKrJkBon9tztpYanhaSJAEGSVpW1drZbXOEQKRplYMmwA\/Oa8xTWy7nKrEu8DKoJE\/Ep0BhpAmZjY1s3b023IUZsqqrLOgDIIUNufvOxmoxZcd5K3GVyXCqZCkatBUA+LXyJJO81TWEOW7DguZqePd5W9w9AzWhnVB3ma53pAUgAGHy7AgAKNNjXRuF8JS\/ZS4RaaZg2x3agTlEZAcw8JInrvXLOE4R7txLFq4Jcx4VIJG5zSAIG+pI0ru9sLYtKqhiqKF8IkwBEwNTtyqoNk81Ks+pTiHkecee1+i5l7Q+z1zuSArFQQy5PFMT4dQJPPziuecFe5fz2VjMlgrbA0AJZVcnzNtnk+td9u9psEwKsxIOhBtt\/01S+MYi0+JtpglVc5ALRozMY1DcgN+smtLPh2Ie6MpGplwIAjyVjPitIsiq4k20gzHK0bFVDgHZ1xevAuAMoIaJnKNYA13MV07h2GtthLeHtP4rcyr6ZzqH8PQlyQdeVa6diblu+Lq3c4IKspJXKDBlSOhGgO\/M1XfaxbvYOzauW2AZrhBvAkXFMAgL0kKZYa7jY1LC4fPiGU2PHi43traDr1jooY7GCs2Gghg0Bi53MTGu6luyvZLELilvXVt2ltNplnO5VGtxvARs2YnmQNBVl4dwIWsRjb3eg+8hDliCgVSkkzrO+w2qP8AZz2nPEcETcMXkOS4w0kxKuOkj7g1MWrdy6C0qJQpMGWWT4oBGWdx61djTUqVj+oIBb4bevnNz+yzYam0MMOgfwft2JUOOxmbhdvAi8DlKt3gTQw\/e\/Dm5jTeroKhMPiSrQ2aVhBbRSRsDmkDmNpiNanKwup5Cp1c035n11+3JKUpUVUlKUoiUpSiJSlKIlKUoiUpSiJSlKIsd63mUqeYqvrwdrgK3LuaPwMmgM5gwhgd+dWSsN6yG11BGxG4ougkaKp47shmDaJeDAL3bE21UAhgQVVzIygRGxOvIwmJ7BX3uC5cFhlH4TcM6Sfi936abchXRMlwfjU+q\/yNeHDk\/G2YdAIH05\/M0OgG3f2QOK5vxbG2sOBaBSyq6AC7KgLoILBTrJY6c6h7OMxtxTctwyyYUFiWAMfEGyyRrtWr2\/tomLe84DEuUtKwlc2YlnYcwoK6cyROgNa1zg5vW2Vn7+6x8LEAtuPCNNNogEDWvba97QWtGmp4kxP7bRrK8otD33MbcLe\/0UrxriVy3auFbkXFWYzajlMGongvai9dvhO9vMpUyHI30iMoHn9q1uCcPxQuth7tq5csEFcue2SvQqDclD6GDoDOlWHDdjmtEX1CZS0LAgkbSJYnLJGp8qiKja7wSG26H0nTs81w06lMcRPUfyvm5wT3i\/YPescrABG1DEnnO3TTkTUb7QeK4vC4q7hUvMtrIo0Algygls0Zgc0gQdAKu2G4Zcs4iwWgqzrDDaZEjXYjpVT9udkDG2X\/ADWIP\/C7f9VZviQY4tiCDffl2PVasJmEzYhUC5jbzAq124QdwXYg+oJg1r17SvNaxjBDQB0gfRbCSdV5SvaVJcXhFWbsX2ixli9h7Fi6VttfWbcCGzsqtMidvOq1Vn9mVkPxTCg8mZvmEcj70Rd54rwGxiNWWG\/Ouh\/7\/OuRccttYvOgY5rT6NsdDIPlyNdyrjfa23iMXeN1MHcWS65k8auLZZc2gGVoX4TvAia9v4PVcHFrj4eZFj57gHRZMSwWI1Ux2k7bDD+7Ldtvcfurd3Mt3u5ZlO4VYI30Omu1R3tYtjEcPXGMxki0UtTpazqWY6RmLaCW2jSJNOzPbZMPZVcXfZmZxaCBdcPbAIzk5ZJmNNTAHnVD4g2O4jirli1dfFZmAzKIUohbIxEQAMxPiAgk16WGwJZWDsuQUzJcSYcJvEgBvPeYEtJKZ5Gsz7Ky+xG6yW8aRswtqPXxyR5hTP0rsVrG2woW3meAAAizGmknYfM1WezXZnD8OsW7LuWutLPlBOdtJIABOVRCz+tW7BXEZA1sgqdo+h9DNeH8RxdHEYhzmXv00AHXh7rYx1MMDNTqb9myjrIc3Gkvbcw8aFSggRPMjntvU5XkV7WF783ff3Unvzd9n1JSlKVBQSlKURKUpREpSlESlKURKUpREpStLGYgjRIzcyZgfQHXoKIt2lQy3AfiysRuS7HzP4I26dK9mPgyL5i40T\/kg8vvXJUsh3HqPytri+PXD2XvPJVBMDcnYKBzJJAA6kVTuCdtb+NxVzD2ba2zanPnBYCDlIzAjUN5CQDE1OcaW5fwzIFBuoUuIAdHNt0uhQSBvlA+YNVPE9p\/cGR8JYW9hbzu14AZb1u6zZ2V+hEtAZRyEiJM2iQqXmDfRVftrgruLfPCo9u5cS4hPwtIbQgagg\/ao\/gWGxmHKi33JCuHhidSCDuB5V0vhfBLOLfEYm3cY27zDcCC4GpB2IWQsgkEhtxW4OyCDd3HooI+1elTq4fV5M+fHuO4WJ9GoTIHuqLwnEYtLoe4mGAEmFDSSep\/rc1deJXLwRMTaK5VnMsfATI1HlO3KfOtix2RTNOdoH5gN+Wg\/Wtm12XyzF94YywIBBPmDoai12EpkfL85kyNIvMW944SrSK7xD\/KIEd+3otQcbztYHdgNdZS4O2jCGA3BPI9OuhqT7R9msNjVHf2ldkDC2xmVLDyOuoBg9BWqnZhEurda+xYMG8UakGasaOCJBB9KzYl1IwKfOdfurqIeJzr8m3LZRijCGUlW9QYP3FeVdfa1wA4bHNdUfs8TLg9H\/8AUHrJzf8AEelUqsyuSlKUReV372b9lLFjDYfEG0PeWtS1wzMXCXiNhCkLMTAiuNdkeBtjcXasAHKTNw9LY1Y\/TQeZFfpZzkUBQOSqOXQfIfpRFFdpcZirap7qiO5bxZuQ6hZE\/XSo6xZvrZsW85suWuM5A0lszxB3EnzipkgFipmQdW1BO\/ORA5RtVJxV73V+9VnuXzea3ZFy54SYcsWEyYRWO\/StNKrDMkDcWkkwQOVp2Vb2jUn7AceSsNjh3e3RbxlnC3pQuri2CdCo1kRz5VP4XCW7KkWraIu8IoUfaqj2Z41dv3Ve7ZS20OrqrZgNVMhhoQfC20waumI+E\/f05\/aoVqhfE8OGgnkNAusEBVROKtedylsgvbUNqPCAziJjXXMDppGnWs3BuKhWNtkcZrhBc\/CHhRlldJJ05VHcYL4W5cvB1VHYiXIA8RLRDRPiOhDbNqIFZeBcMuvZuN7zbJe+LuZPFlAILKcpgEiRpsI3rA0OzcZHK3ZVVMSYdII48NenHVXalY0MKCems1H3sSzREwToBoT5kxp6VpWgCVKUqHNxBE2j8yfLmfWsll33RTl6MwI06cx\/CuSpZDy9R+VKUrHauBhI\/ryrJXVFKUpREpSlESlKURKUpRF4TUPisUlu2ru6qXbNqQJkExqeQjapgioDiuLNuyoGhBKmBJ8IJ6cwPoarq1RTYXkExtqpNbmIaOK8w2Lt3CFS8uY6QHSWjoJmY\/hW73NwkmGHIajTcTqTqJFVLEcVYJe1DJ3F2QCR8Ntm0I1U\/vaadTtwfF8bxV5rt3DtftWkAJT3i42UaL8TMCfFr8\/KuU6oe3Mbb3Bg7TZdLDwM8bL9T5GW2WIgq2Yemk8zykb1F8a7Le8XlulrPhMgNhkckREMzGSJ8XLUCqx7Hcfdv8Oud8CHOI7sSXJI7ux4v2jE66sY030rptXaKsiQsOHQqqgwSAASBA+Q5DyrNSlcXUrHdaBpvsPU6VkrHeWRpuNR8qIoDjGJZLFy9aMuoWNWgkkDUAifi2EcugrxeIG0bSvcU3rkEpDGfhzAHNoACSJHKtvG8MN60yrcyMYghZyspDCRInUbaVoYXs2LVzMLmZ2j4lkiGzEzm0n+t6jAnvvafTWFIuOUBbna3gVnG4Z7V7QRmV+aMNmH6jmJFfmU+Rnz61272q9s7dmw+EsuGv3QUfKf7tDo0kbMRoBuJnpXEKkor2lKURd19jvB7FvBDEJ4rt+e8Y8spK5B0AifOZ6Veb\/xW\/8AEfrlNcV9kvbFMIzYXENltXGzI52R9iD0VoGuwI867W6h10O+qka+YPnRFoPchmkkCenQ6enrHPaoDjPZa5igr2cQbBzMWVrYcPmyiCJXTQ7dd9Ks1tBmMsysdxOh8xNbKIEG\/mST+pogtdQXCOCvhrB72931wIQXy5c0\/u5iByAjkAKsMaa1rT3hEfADM\/mI2jy8626IoDi3DLpu2btkI3d5xluOyghwBuqtJEbkbc687P8AB7lpr73Sk3nDlUObZVSJKLpCjlVgpRFrYszlX8za+gkn+FaeIEXJAUmdBngnTofOK3MXoUbkra+hBX9ahe1XEUwlpsReBNsEA5EzNrAGnMDWfWiLadidyp027yeQnfY859KkcIfDqANToDMamuf3faJhJhluyNx3QJ0Op+Ig7+sVbeyvG7OMsd7ZzZQ7Kc65TI1OknrvRJCkrelxhyYZvnsf0rZrWXW4TyVY+Z1P2itmiJSlKIlKUoiUpSiJSlKIlaOMwgYHwhgYzKecbEHkfOvaVwgEQUWjhuHYVAy5FGdSrh+anQqc2hBG8b1oHsjwkfDgcMx5BbSk\/YaUpQNDRAXTqpjhXC7dkeC2tsSSEQQATudN2PM1JUpXVxKUpRFC9pu0eHwFnvsQ8CYVRqzt+VRzP2G5iuZcQ9tN0n9hhFUcjdck\/NUgf8xpSiKKv+1niDahcOp692Sfu9Q3Ee3HEb4KtiWVTutsC2PqgDH5k0pRFXa9pSiJSlKIlS3B+0+NwgjD4i4i\/l0Zf8rgqPkKUoisKe1biIEP3FwfvWv5MB9q2sL7X76kd5g8O4\/dLIfvmFKURdH7GdvcLxGUTNbvKJNp4kjqpGjD7jSQJq3UpREpSlEXy6ggg7Gqh7QLOL9yZcLaF64HUoCFbQHWQ\/hMDY0pSJsV0GNFyD+yPErrG9cwaW2zAlLfcKrCSTCyUBjTxDePOOwez+zdt4MW\/djhznMKWzALoA0yQSYmBoKUqOUC67mJEK12bYUQPmep5mstKVJRSlKURKUpRF\/\/2Q==\" alt=\"PROFESIONES RELACIONADAS CON CIENCIAS SOCIALES by Lizeth Arevalo\" \/><img decoding=\"async\" style=\"text-indent: 27pt;\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQRZog9UEZfd2kbBux6zTZQduhevC3rPa6ZfQ&amp;usqp=CAU\" alt=\"Los cient\u00edficos piensan que su profesi\u00f3n es desconocida para la sociedad\" \/><\/p>\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La &#8220;profesionalizaci\u00f3n&#8221; e &#8220;instituci\u00f3n&#8221; 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 1.800, 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 Cauchy, de Gauss, Galois, Fourier, Lobachevski, Riemann, Klein, Cantor, Russell, Hilbert o Poincar\u00e9. Pero vamos a pararnos un momento en Faraday y Maxwell.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\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:ANd9GcR2Q3WKKMRWd3Ao9jDEC3GbPZuDQxcXPdZ7aXrwZFeH5V_RdYhq2JJ-2zy8VKrhuI-DD54&amp;usqp=CAU\" alt=\"Palabras Electricidad, Magnetismo, \u00f3ptica. Fondos Abstractos, Matriz Abstracta Como Fondo. Campo Estelar En El Espacio Profundo A Muchos A\u00f1os Luz De La Tierra. Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 -comunicaciones telegr\u00e1ficas, iluminaci\u00f3n, tranv\u00edas y metros, etc.-) 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><!--more--><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSQrZTNUrwGxD_tB5pAemnyJK7UilnXK_sEITsff2-UAsna1eVoOuzJUkIUkew0FjuAULc&amp;usqp=CAU\" alt=\"Aguja magn\u00e9tica 80 mm con base 10x45 mm DM-208012\" \/><img decoding=\"async\" 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\" alt=\"Oersted Hans Christian, danish chemist and physicist, discover the electromagnetism, 1867, France, Foto de Stock, Imagen Derechos Protegidos Pic. IBR-4792786 | agefotostock\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 (1.777 &#8211; 1.851) de que la electricidad produce efectos magn\u00e9ticos: observ\u00f3 que una corriente el\u00e9ctrica desv\u00eda una aguja imanada.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQhb_Y0URHNZAY2os8ptcFUcptsz6HhprQcYQ&amp;usqp=CAU\" alt=\"La fe de Amp\u00e8re, padre de la electrodin\u00e1mica: se sab\u00eda de memoria \u00abLa imitaci\u00f3n de Cristo\u00bb de Kempis - ReL\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La noticia del hallazgo del profesor dan\u00e9s se difundi\u00f3 r\u00e1pidamente, y en Par\u00eds Andr\u00e9-Marie Amp\u00e8re (1.775 &#8211; 1.836) 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 style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 &#8220;a distancia&#8221;).<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 (1.791 &#8211; 1.867), un aprendiz de encuadernador que ascendi\u00f3 de ayudante de Humphry Davy (1.778 &#8211; 1.829) en la <em style=\"mso-bidi-font-style: normal;\">Royal<\/em><em style=\"mso-bidi-font-style: normal;\"> Intitution<\/em> londinense.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQT3Nb0oRl9ZYCR6wVf7WJ0FOma2PXf4pgKAA&amp;usqp=CAU\" alt=\"Michael Faraday | ESTUDIOS DE LA F\u00cdSICA\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ley de Faraday - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">En 1.821, 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 (1.797 &#8211; 1.878).<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"Dinamo (generador el\u00e9ctrico) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Generador homopolar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dinamo y generador\u00a0 homopolar<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 style=\"mso-bidi-font-style: normal;\">campo<\/em> que tanto juego ha dado a la f\u00edsica.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 (1.831 &#8211; 1.879), hiciera acto de presencia.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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\" 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\" alt=\"QU\u00c9 SON LAS ECUACIONES DE MAXWELL?... - Lokos por la F\u00edsica | Facebook\" \/><\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">&#8220;Las ecuaciones de Maxwell son un conjunto de cuatro ecuaciones (originalmente 20 ecuaciones) que describen por completo los fen\u00f3menos electromagn\u00e9ticos. La gran contribuci\u00f3n de James Clerk Maxwell fue reunir en estas ecuaciones largos a\u00f1os de resultados experimentales, debidos a Coulomb, Gauss, Ampere, Faraday y otros, introduciendo los conceptos de campo y corriente de desplazamiento, y unificando los campos el\u00e9ctricos y magn\u00e9ticos en un solo concepto: el campo electromagn\u00e9tico.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSwMUlxTRJ8-xhWIhKHK0-nTMXG_UFbJ6M_yGoFnFjm0fGTGFfs\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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\" src=\"https:\/\/majocosno.files.wordpress.com\/2013\/07\/fff90-campomagneticoanimacion.gif\" alt=\"Campo magnetico | Majocosno :)\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 &#8220;transportaba&#8221; las fuerzas el\u00e9ctricas y magn\u00e9ticas; ecuaciones que hoy se denominan &#8220;de Maxwell&#8221;. 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=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 style=\"mso-bidi-font-style: normal;\">Sobre las l\u00edneas f\u00edsicas de la fuerza<\/em>, 1.861 &#8211; 62, en el que present\u00f3 esta idea: &#8220;<\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Dif\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.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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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\" alt=\"Lateral Science: Sergeant Charles Anderson - Michael Faraday's Indefatigable Assistant\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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<strong>\u00a0 \u00a0 \u00a0 Faraday en su taller<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 <em style=\"mso-bidi-font-style: normal;\">Royal<\/em><em style=\"mso-bidi-font-style: normal;\"> Institution<\/em> londinense. Todos estos art\u00edculos y conferencias fueron finalmente publicados en el libro que llamaron <em style=\"mso-bidi-font-style: normal;\">Philosophical transactions<\/em> de la <em style=\"mso-bidi-font-style: normal;\">Royal<\/em><em style=\"mso-bidi-font-style: normal;\"> Society<\/em>, y <em style=\"mso-bidi-font-style: normal;\">Experimental researches in chemistry and physics<\/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 style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El que tiene un amigo, tiene un tesoro,<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El que tiene, un Tesoro tiene muchos amigos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El amigo lo escojo yo,<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El pariente,,, NO.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La amistad comienza cuando termina el inter\u00e9s.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">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>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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=\"Aunque miremos la misma cosa, no todos vemos siempre lo mismo \u2022 Tendencias21\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Podemos mirar la misma cosa. Sin embargo, no todos vemos lo mismo<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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\" 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\" alt=\"Antipat\u00eda - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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 &#8220;alimento del alma&#8221;. 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=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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3H5rSMtz\/AO2P0r2q1SxfyYNm6m3BB4cnKB8Po9MGOQOmxpWtWkNt2JfMFcQB6CCRJY9I\/iKX5LbbHeI2O88R3q7oXizfGQBbyioyAJKvJgT0FX21qjUAu4KMgAYMGCv5ISSRJG8\/cmgxNRYxYiT05Ur06A7x27jtQqP7G599qv6hM1WCg8tIIyEkZEwDJDEZHjoKXo3AS6MgrsqYmcdg4LDLp0P0oK\/iWlKFkUljip2EH1IrHYTxNYHiyOyBUR3X\/KjMJjYSBzXYeM6hWW6EdcmOnYtkoDItoBlBmAQ8GNuPauV8d8RS5Y1io6DL9iUS6J5z21cX3RWILeoqZHOx61FjkksM9wI2QMhW9JJXcKZUkRBIBkiKnxDw50vXraK9wWrlxGZUY7I7LkwWcQcCdz0Pauw8W8QtG7c8rUW1J1OkuO6ukPYTT4tBB9eLhpTklgY60y54xYV2KPbyt+I6q\/JdcXS5kbdxSGAuDbAgEkBuKpa478O+HpqNTasuzKtxgmSRIJ677RsaoNacYyjDOCgKkFgeMdvV04rY\/Cd5E19h2dUtrdyLuQihRlB9R22jaZ6Vs+EvaazaS\/qLaEa+87MLlt3W21gLkMshg7gAkgjqdqJawPCPCvMuOl0vaK2r11ZQy3lozwQxBAIU778V7w7T2iLwv+cjpbLoqJMuASFuSCUXcGdtg2\/FdF4frrIGmyuWrRtJ4jbYJcBwbUIfKClSchLk5L6QZ4iAvw3UW0ttba7bFweH6q05N1ArXLl13s2gxaHYKYMSBMTtQ25nU6G4gtlkYeYgdPS0sC7ooG25OEiOQR3pf7Ncyw8t84nDBs474xMbjf3rtPD\/ABeybmkv3b64rphp2DOS6XiL6m4w3KgZJ6uzgztVXT+IWMVt3Vsuq6dbbWxcKscLhuIE1AuFQVZ368ASI+Ebckfeum8MteXasXkzY3XvJcXEEKtrD1riJj18ntWV47owGa9buLctXL19VbINc9LTNxQNi2Ug9RvtIrf8G1CLY8Pm6iFNW11wbqKUQvbh3WZAhX57+9WQta12+qoXkkASSqlgBEySOPrS9d4giJadQ7q6ZkwAE9b24P1Q0Gj1emS9buG7aYftGqLAun\/lI5ZLQQL6mVleSZKjeQIJqna1NtbemzdGW1p9Wl5A6n13DeKIoBhyxdN1kDGSRjW+nFi2t229q4wWyXJ8suwdCpEAlo2+ERE8T1qRaMTBgcmDA+ZrH\/6uFe2vnJL+GnTki6pVdQEuYo7KxC8gAnq2x5pug8WS15Q\/aLdwYatXY3FXF2DpbRU+IqxwbNpX1Egjrmyfa+WngYnEx1MGPv8AWju2woWQZIkypA52gnnaPvWUPxW1tNGXe3cALi+qXEd1UXiy+lSTvbH8DExXQ6u4HyVHSGuPcVyTurKTJO+MwoxIBn5VK0zp9qgkHpQnKgzNRKcAKBmFSxNIda28qch71BYdqhloCTRXlb2o1ego1tiaI8ea9BrzDfmvAVi+3px9Q69ddzLGfoB9YHXYb+1DFAympxoogK9UBTRBDRXsjuBweffrvQk0dJuqTwYorJ8b1gCEbdvf5VyLNPUHv7V9U8BvzqdPZxGCpeyGKwxxdgWMSxErHaK5NLbamwc3BfS23cEp6riM1tQGYESVJ+IyYb60kOrUcngTwDQshHIiuh8S8P8AJZULzklq5OMQtxA4AWeQD35rRf8AD1sCUuszDSpqzmgAwMF1kOYYKZiCDB3E7XTO3FRT7WmZhMQO54rrtX4Fgb6hw\/kpp32SA\/n4BQN9oNwc9ulaOg8EfT6i2xOXl6rT2LgKQh80wSjE+pQclMgdD1qzGG3z6\/YZDv14PSmLoWxyySP9Qn7V3XgGnP7Sjq2SM+qtn04w6WHeIkypyUg7fCdhFc3pfw1cbyFLBbl9M7SESMTITO5PoL4tiAD0krOzUhti416BWn4V4K998F+LF3xUS7YiSqKSMm9p6HtWlpPwtkCzM4UXbVja0xdXuIHOaFhgEB9W\/Ow70GAb5gKSSomASSBO5gdJ2pTD3+9dJ\/4fREd7l5EKX305GLND20ZnkmNthETM0beGkaZ3XEohs3HPlgBxd9CBLknLAz6YHxknsKOZqMjV4sOw+wr2I6gfYU0KXmnrv86JQh9qtNYQ+3y\/lVO7YZD3HcUvgPW0AZFfQtE5ZEPdVP6CvnNi93ruvA9Sr2kxaSoAI6j6dqXVngabA1EGpilsKzsOPyoGapxqIFbeXRYEVE7V56WxqBa6j\/LTRqD2quGFGCKmww3jPAry3D2FQCJohFZr04+ok3D2FSt49hQhhR7UVPmt7VPmtTdFYDuEyVJn1OYXidzS2AExv79\/eihNw0DXCJ470yKoeN6oW7THqZUfM1J7Kp6D8RCzf84282AdVBfBQGGJkBCSYJ69ayNFrhbLhUJS5be0ylxli2JkOEiQyKfh9ves\/S6N7iXbiusWVV3DMwYqzhAV2g7kdRzTdNpWezcvBlxtm2rrLZzcJCQMcSPS3XpWtov+NeKHUOrlAjKiIcWlSEELipErt7npWl4v4hgttUwZn0VjT3GW4jhAIN1CizD7BZJiCYE7jl1vUYujrV8Dd\/8AEhKOrW5Ny1Ztu4chibGHlunpIUwm43kmZERQ3PxG7XRfNtM\/Mt3X\/Iz28YYLErJRSRJ\/ejHIzjooYgDkwB7k15rUEg8gkEe42oNjSfiLB0dbUhLl67jnAa5eTBmJw+FV2VRxvJaaVa8fdDacKc7CeXaYsDCLl5ea4w7JmYIxmBIMb5Xl99vczA99t61tb+HXt3EtPctZuiOiy4BDyEGbIFViRG5A96ClodcEfIoG2PMSD0ZSQYYHrB\/jWlf\/ABG7hluDNS1hxkwLq9hAiuXKkOWUQ0rvO0VRHhR8u67uiNaZUa0+QuszGIVY4HqnfbE1Qig0NR4kHsNZKQWvPfzV4h2TDEJifRj7zO89Kta38QG4bxNoA3ktLchmjKzh5ZQR6VGO678ncViGpHyoCWpxqJptlCzKq7liFG4G7GBueOa1EoCh6V5WIpzABiMgYJEqZUwYlSYkGjVAauk2QEQ8qKt6F1Rgy+k+x2I7EU\/ReGh1uN5iJ5aZw5IZ+RigA3M4jp8QquqRVkTbqrV7ISP+1MJmsbw3U4mOhrXcttFc8semrMtwxjUNXgrTXsDNV59gYUAAo\/KbfepNr3FAhB3ogN6EkHkxTLTjvQQeaJRQu\/M0K3O1Yr04+oa4FbmiRSulGCEO7q5KKc1DqsEx0E781zwcTvFNXUNxm0dNzA2jb6bUV0GhshjpyyKcr1xD6BiUAQgMI3glt+azfDpF9AY\/xEBBAIguJEGq1u6d\/U33NM098I6ufViytExJUyN9+ooNrTY5pmiSdU6AFV3QqORG8ORue5rIveGq7aPzUBka3YoCGuhENhXHXckgNySB1qp4n4mqkuZkyQpaSN5idoEmuV8V8Se9Icys5YySJ7nua1MTbUVQbd11X1f9PIuFlQB3TU2mDMm4zCAgzO9szuGo7GhtCzqEY4K3\/RW1BACC07z5wiIWMixHCkkQIiuTdWyzzbKQcsjlI2BymZHegzeCPMeDlIzaDl8Uid5696apI6DxKzb\/APXh7aJ5NxE02KhTPnFfLyG9zK0C0sSfTl1M+\/Dl1XsX7bYqbXl6tDissll5vWy0SQQyMF7rXOO7kAFmIUQoJJCjsoPA+VWE1YFvywgDkMr3AWyZC6viV4G6qJ7SOtTStH8L62ddp3uFWyvWgxZEIlmCghYhYMQREdIrW09lntOHtILn7XpXny7YbyLvmj1Yj4ZUlg3HWuNKCrNjNmYl3JZSHJZiWG2zGfUNhsewpfE2uOPVlqNT8T2hb1WoQLgouXMFC4qEyOOI7Rtt2rc\/G1h7up0qICXuaTTYRvuTcE7dByT0G9cfftPlkWYt3JJP3O9ObU33Uh71xxEFXd2GPaCePaszOOmXDlPGnb+N3LGpfxG4oUor6BReCKWUG4tu86PEgEL8iFnrVB9La8\/VI9pRbtPbFhUxUufORLaZ8v5tssxLE9W2iuOTVMBjkwG8gExuIO3yov2gkAFiQPhBJIX5DpWtuVje\/Emltr5bWnDozXl3REuIyG2GR2t+hwMhiy7fEOlXbOk07WELOLZVbD3kdbZDWzfRHvW7qnNGIb4X5BIHG3NNdZzLMWPEsSTHaT0qS7Y45EqDIWTiD3jidzVR2Wt06C+Lflq0eIJbVTbRV\/ZniEUKSXQriwb\/AFGNzVO+jO2rby1Q2CyjC0Wuk3L5RCqSAQI3O2x65QeZF1hHqIxkLufSDyF7D5VIvNM5NMRMmY4ie3tVg1PxPYRNTc8tQqeh0AAwhkRjiOCuRbYbdK3dTbUXbyCzbVV0C31AtIIui3bfzAcZkM7bfDzI5rjw523O0Rudo4jtVkay4dzcuf73\/nV0y6oaUHMm0st4Yl8ny1\/xpQF029DEE\/DG5muWW5NR+0v+d+Z+Jue\/NKFangs2uWXrodBfyQTyNvp0rl1etTwu9DDfnamU6ozvVdA7UvzPpQl6AvvWNuQvMM9qhnBoGcUouKkCjcoE1QmpyHaaNWX8ooJNwTUNdA6UXp7UTOornXpx9RKMCJivByOlCLyngVLXKKJLw771LXqWpXtXnvCOO9TyOe8V1Rd2PzA+QqjUO8saJRXoiAagNG1AKpAlaCKKirI6HX6a0mh0d5LKZ3W1IuFszl5b4JHrldh+6RzWhovCFtul1LKXbd\/SteRLjwbLKAX9RIzCkfMqe4k52q1th9DpdP5kXLT3nf0ORjdZnhdgGYSoiQOd6veH\/iBC6kq62bOnOmtLirO2SFWdvUACSQSATwAJ5rnn4jpxS3KaZTeHXCqtj8SF1XJc2RZl1ScivpPTeCRsCaFdA6GWgRiGWRkua5IGXndQTtMdYO1a6eMoLtnUQ2dm0LQTEYuyo6K+U7KQykrHIIHM08+K27ltLd0O4TywrAKbyBVIZQ7RkCcfSdtidtlrz3Wn1Z1XKf58OI1dvF2Hvt8jSMT0rQ8TUFwe4g\/Q0nCvRh\/rGV8znnTyWE2n6VZR6qXbcb0y28c1r1XH2ubGgKGoUzRByK0BpitUkg1BFVnYpqZoJr2VAwNVjTXYIqpFSDFWVLPDrBflZpYcsN5FZmhv5emf77VdxPQVjKarhLuGqsTSzJNC10jaKjPuKjQzjTFIpKrRD6URYDCpxWkiBuaJrw6UFkIOgqTA6VWF07RXjvySTQ2tKs9Kr68423MfutXiW6GKoeK3W8ppaZgfrSTybcqG59yBVg1VQ7\/WaltR1rrLpDWpZoEvE0U1rcTyjKoINTFCalXaVNaOi+D5mf4VmAVtWLUKo9h+vNcOb+dPd\/4Jbnv6eQSatPCrXragb\/eqeu1HSvJ\/V0+zcpx421U1TZMPaf8AmhpdlpJP0phr6PFNYvznPn153ID25FVwvTqKslv7FLdDzWspvy5SlI5Bqwrk9B9z\/KkkTQqYrC1YyYdB9z\/KjDseg+5\/lQqwIqCtUH6uw+5\/lUHLsPuf5VCvQK5KoZ3OE8deau08m5N2H3P8qnJuw+5\/lS2cgAnod+PhmN\/lsfpRKaqLmjvsrAwP9x\/prfOqc8Kv+8\/0VzVtq3NMmSAyfpXPP1tcfp65qn6Kv+4\/00sXbh5WPkZ\/gKsrHFAbZ71hsSUZSq9N6j60DSDTFHypdnindKIGY6imKh5mht0b0E4HvWb4\/tb55Zf41eWszx7\/AAx\/q\/hTH2jl53+9KtqCYph5pVv4vvW6LOFQaaKB61oLmimooaA1EkD3Fban226e\/IrEHI+YrZTp8v51148Mct9Ubxzyx\/m6ee9tFZupMmrN7j++9U7nP1q5ceOPqN5Z55f1U2EifnROaI0tq5+nCvZUJeaW1eNNpoTbbioZgeorw+E0aVitFK4B5qwtxT1FKeiSpB5iO\/61CMg7dO3TimniltVB5r3G+x43rxZZmR+leSjqpUJcHcfetrw3ULiRkBv3FYa1t+GfEfkKmXpJ7W11C\/nX7il\/tqnYEn5CrD8Um5XN0f\/Z\" alt=\"JES\u00daS PAN YVIDA: RUT 1:16\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt 54pt; text-indent: 27pt; text-align: justify;\">&#8220;<em style=\"mso-bidi-font-style: normal;\">Donde t\u00fa vayas, ir\u00e9 yo. Donde t\u00fa habites, habitar\u00e9 yo. Tu pueblo ser\u00e1 mi pueblo, y tu Dios ser\u00e1 mi Dios. Donde tu mueras, morir\u00e9 yo tambi\u00e9n, y all\u00ed ser\u00e9 enterrada, y que Dios me castigue si algo que no sea muerte me separa de ti.<\/em>&#8220;<\/p>\n<p style=\"margin: 0cm 0cm 12pt 54pt; text-indent: 27pt; text-align: right;\"><strong>Libro de Rut (Biblia)<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">C. S. Lewis, en su ensayo de <em style=\"mso-bidi-font-style: normal;\">Los cuatro amores<\/em>, explica c\u00f3mo el afecto ignora barreras de edad, sexo, inteligencia y barreras sociales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"LOS CUATRO AMORES | CLIVE STAPLES LEWIS | Casa del Libro\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Lleva toda la raz\u00f3n; cada uno de los afectos ubicados en su justo nivel: el banquero todopoderoso irremisiblemente atado al cari\u00f1o que le uno con su ni\u00f1era ya anciana; el jefe de gobierno que no puede evitar visitar (en la menor oportunidad) a su compa\u00f1ero de infancia, el zapatero de su pueblo; el rico hacendado, unido a su humilde secretario, 30 a\u00f1os a su lado, con el que comparte sus \u00edntimos problemas; el hombre de 40 a\u00f1os que se ve inevitablemente enamorado de su secretaria de 20 a\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"14 ideas de Pareja enamorado | pareja enamorada, parejas, enamorada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLwltACweAui_Y_7Gl6I30S2XHxR-R9AXMBQ&amp;usqp=CAU\" alt=\"Silueta de una pareja de enamorados al atardecer cerca. | Foto Premium\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Son fuerzas irresistibles que invaden el interior de los seres humanos de toda edad o condici\u00f3n y les lleva a unir sus sentimientos a otras personas que, en ocasiones, parecen no tener ninguna afinidad con su situaci\u00f3n social o cultural, pero as\u00ed ocurre.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Nacemos para amar y ser amados; \u00bfQu\u00e9 ser\u00eda de nosotros si no? Todo lo malo que hacen los hombres est\u00e1 basado siempre en la falta de sentimiento. Cuando el amor o el afecto est\u00e1n presentes, nada malo podr\u00e1 suceder. Por el contrario, el amor nos lleva, sin dudarlo, a sufrir y darlo todo por la persona amada. \u00c9sa es la grandeza del amor verdadero, lo podemos dar todo sin pedir nada. Sin embargo, el mecanismo humano, en esos casos, hace que la persona que recibe tanto amor tenga tambi\u00e9n la necesidad de darlo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cinco t\u00e9cnicas de terapia de pareja para salvar una relaci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRa4MbaeeG17MdmqHzOOkXosOjU2QCRmIE0mbxo_cRKp0SCl-0PO-gbwxJyJbZATpY6a3o&amp;usqp=CAU\" alt=\"PagosChat - Paraguay\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El afecto es la primera forma, el primer escal\u00f3n para amar, y la amistad es la segunda, un escal\u00f3n m\u00e1s arriba. Tenemos muchos ejemplos de autores cl\u00e1sicos que nos hablan de la amistad: Homero, Plat\u00f3n, Arist\u00f3teles, Cicer\u00f3n, S\u00e9neca o San Agust\u00edn.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La primera literatura occidental, desde que Homero saca a pasear a Ulises por Troya y el Egeo, ya elogia esa relaci\u00f3n que se presta entre los seres humanos y que da a sus vidas un colorido especial. <em style=\"mso-bidi-font-style: normal;\">La Il\u00edada<\/em> y <em style=\"mso-bidi-font-style: normal;\">La Odisea<\/em>, esas maravillas escritas hace casi tres milenios, son un canto a la amistad. Al leer en ellas podemos ver c\u00f3mo la muerte de Patroclo es profundamente sentida por Aquiles, que gime y exclama:<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\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=\"H\u00e9ctor y Aquiles: fragmento de la Il\u00edada \u00bb SeryHumano.com\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt 54pt; text-indent: 27pt; text-align: justify;\">&#8220;<em style=\"mso-bidi-font-style: normal;\">\u00a1Oh, Patroclo! Ya que yo he de bajar despu\u00e9s que t\u00fa en la tumba est\u00e9s, no quiero enterrarte sin haberte tra\u00eddo las armas y la cabeza de H\u00e9ctor&#8230;<\/em>&#8220;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Sigue su b\u00e1rbara perorata que, en aquellos tiempos y lugares, s\u00f3lo reflejaban su sentimiento.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; 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=\"El hombre es un animal social.\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Dice Eur\u00edpides que cuando Dios da bienes, no hay necesidad de amigos. Pero nadie querr\u00eda poseer todas las riquezas y estar solo, pues el hombre, como todos sabemos, es eminentemente un animal social, y su naturaleza le exige convivir con los otros seres de su misma condici\u00f3n para compartir con ellos sus logros, sus esperanzas, sus sentimientos y sus penas y alegr\u00edas. As\u00ed somos los humanos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">El cualquier tratamiento de la amistad aparecen varios rasgos comunes en todos los casos: relaci\u00f3n entra\u00f1able y libre, rec\u00edproca y exigente, desinteresada y ben\u00e9fica, nacida de una inclinaci\u00f3n natural por atracci\u00f3n y simpat\u00eda de las partes implicadas y que se alimenta y acreciente del convivir compartiendo. As\u00ed, en los malos momentos, nos refugiamos en los amigos que nos ofrecen consuelo y, con ellos, nos gusta compartir tambi\u00e9n las alegr\u00edas. S\u00ed, es una verdadera suerte contar con amigos en los que, de verdad, podamos confiar.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">No soy masoquista, sin embargo, siento profundamente que, en verdad, sufrir por algo que vale la pena, es una alegr\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Sacrificarse por Amor? - La Mente es Maravillosa\" width=\"339\" height=\"225\" \/><img decoding=\"async\" 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\" alt=\"Sacrificarse por Amor? - La Mente es Maravillosa\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00bfQui\u00e9n no est\u00e1 dispuesto a sacrificarse por el bien del ser amado?<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Es una de las grandezas del ser humano, el amor es el que salva la especie de tantos y tantos defectos como tiene&#8230; de momento.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00bfC\u00f3mo se puede explicar el amor? El materialismo no puede hacerlo. Ni los \u00e1tomos, ni las mol\u00e9culas, ni las c\u00e9lulas resuelven el problema. \u00bfQui\u00e9n est\u00e1 capacitado para explicar el sentir de las neuronas? \u00bfQu\u00e9 mecanismo nos mueve al amor? \u00bfC\u00f3mo es ese v\u00ednculo tan fuerte?<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Al igual que la fuerza invisible y poderosa del electromagnetismo y la gravedad, la del amor tambi\u00e9n est\u00e1 ah\u00ed, y cuando es verdadero el sentimiento, la fuerza es mayor que las cuatro fuerzas de la naturaleza juntas. Si estamos dispuestos a entregar la vida, \u00bfhay algo m\u00e1s fuerte que eso en el universo? Creo que no.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sorprenda a su pareja con caricias seductoras e inolvidables | Zen secci\u00f3n | EL MUNDO\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Por qu\u00e9 tu pareja acaricia tu cabello? Este es el significado | La Verdad Noticias\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00bfQu\u00e9 caricia explica su turbadora resonancia espiritual? Est\u00e1n en otro mundo, sin salir de este<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a1Ninguna!, pero ocurre. Al igual que el suave pasar de los dedos sobre el teclado del piano nos ofrece una melod\u00eda que eleva nuestra alma, una caricia del ser amado no s\u00f3lo nos hace sentirnos bien, es algo m\u00e1s grande y m\u00e1s elevado, nos hace mejores.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La verdadera experiencia del amor es misteriosa y est\u00e1 m\u00e1s all\u00e1 de la mera sexualidad e incluso de la misma raz\u00f3n; es tan grande y profundo este misterio que en realidad se escapa de nuestro entendimiento, y de ning\u00fan modo puede expresarse en t\u00e9rminos de biogen\u00e9tica. Son cuestiones del alma que est\u00e1 muy por encima de las simples cuestiones materiales.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTX2ry_3j4oRc0cSKIl6GfTCRbVcuw0IfCWfw&amp;usqp=CAU\" alt=\"NO SOLO DE PAN VIVE EL HOMBRE&quot; \u22c6 Ang\u00e9lica S\u00e1nchez-Moreno\" width=\"287\" height=\"179\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es el Trabajo? \u00bb Su Definici\u00f3n y Significado [2022]\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Canon de Pachelbel en Re Partitura de Piano (Melod\u00eda y Acompanamiento Facil) - YouTube\" width=\"345\" height=\"193\" \/><img decoding=\"async\" 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\" alt=\"Los peligros para la pareja de dejarse llevar por el amor rom\u00e1ntico\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"10 consejos para fomentar la lectura en los ni\u00f1os\" \/><\/p>\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><strong>Qu\u00e9 raz\u00f3n ten\u00eda aquel que dijo: &#8220;No s\u00f3lo de pan vive el hombre&#8221;.<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Plat\u00f3n tambi\u00e9n neg\u00f3 rotundamente esa reducci\u00f3n a lo f\u00edsico y hablaba de un infinito inventado, algo transfigurado a trav\u00e9s del amor, la llave que abre el coraz\u00f3n humano.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">En el \u00e1mbito humano, despu\u00e9s del amor con may\u00fasculas (no todos son capaces de amar), la \u00e9tica es el arte de lo mejor y la cultura es su cultivo, que tiene un medio ideal en los libros que, desde las historias infantiles, de fantas\u00eda, de conocimiento cient\u00edfico o de cualquier tem\u00e1tica, siempre, en cada momento de nuestras vidas, nos aportan algo para que seamos mejores.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las mejores broncas de 'D\u00f3nde est\u00e1s coraz\u00f3n' de Antena 3 - YouTube\" width=\"446\" height=\"250\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"C\u00f3mo es la far\u00e1ndula espa\u00f1ola y sus esc\u00e1ndalos? - Guioteca\" width=\"153\" height=\"249\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 Con estos personajes \u00bfQu\u00e9 podemos esperar del futuro?<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">La verdad es que en los tiempos que vivimos, la cultura es dif\u00edcil y encuentra poca tierra de cultivo. Prima la zafiedad. Programas de televisi\u00f3n de los que podemos sentir verg\u00fcenza. Se ha perdido el pudor y el respeto, y los valores tradicionales se est\u00e1n perdiendo, y vamos, si alguien no lo remedia, hacia una sociedad del <em style=\"mso-bidi-font-style: normal;\">vale todo<\/em>.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">No existe moralidad colectiva, y en aquellos casos aislados en que est\u00e1 presente, sus poseedores son mirados por los dem\u00e1s como bichos raros y llegan a procurar aislarlos en ese mundo de moral y honestidad que ellos ni entienden ni quieren.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Aunque somos libres de elegir, la verdad es que la mayor\u00eda est\u00e1 condicionada por el medio; una realidad que les arrastra y no tienen ni la personalidad ni la fuerza para escapar del torbellino que irremisiblemente los engulle.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"C\u00f3mo ense\u00f1ar a los ni\u00f1os a decir NO a las drogas - Etapa Infantil\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Ense\u00f1a a tus hijos a decir NO a las drogas | Escuela de Padres - Blogs hoy.es\" width=\"329\" height=\"184\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 27pt; text-align: justify;\">Tenemos que ense\u00f1ar a los ni\u00f1os a leer, aprender a decir <strong><em>NO<\/em><\/strong>\u00a0en el momento oportuno. Un <em style=\"mso-bidi-font-style: normal;\">no<\/em> en ese momento delicado de sus vidas puede ser la diferencia entre ser feliz o ser un desgraciado.<\/p>\n<p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F06%2F20%2Fde-la-ciencia-y-de-la-vida-misma%2F&amp;title=De+la+ciencia+y+de+la+vida+misma' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F06%2F20%2Fde-la-ciencia-y-de-la-vida-misma%2F&amp;title=De+la+ciencia+y+de+la+vida+misma' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=De+la+ciencia+y+de+la+vida+misma&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F06%2F20%2Fde-la-ciencia-y-de-la-vida-misma%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>El siglo XIX 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 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1225"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1225"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1225\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1225"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1225"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1225"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}