{"id":1842,"date":"2022-02-15T06:07:34","date_gmt":"2022-02-15T05:07:34","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1842"},"modified":"2022-02-15T06:07:52","modified_gmt":"2022-02-15T05:07:52","slug":"cosas-que-gusta-saber-iii","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/15\/cosas-que-gusta-saber-iii\/","title":{"rendered":"Cosas que gusta saber III"},"content":{"rendered":"<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Hablemos de cuerpos.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 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\" alt=\"Paisajes de nuestro entorno | Atlas de la diversidad cultural\" \/><img decoding=\"async\" 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\" alt=\"Lugar m\u00e1gico en nuestro entorno | Paisajes espectaculares, Fotografia  paisaje, Paisajes\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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NdJ0CssdQwUEctTYg2IghCdn\/cdWtTH\/AA3PKoLE6iYKkdNJifAyMNODZxarspIMFo5GFIkEcmXUs8iHpt94gB+zOQR6D5d\/fy1RqSuPe0E66Z8RpaIPw4zufr1snmwx90MGYAyCAIleoZHYHxVZuow+JXwN9DFCAnc1HHqdQnsqYbSfeImTIJCiOViSeew+9hdlPZmtqfSETugDWbz5AGwufyxpjnDpEDfZuR6EedsVNTMF2IUDctb+741v04yHk7RbrQEScU4TQoBu8SwpliWiIssf1EDyA5zhIeCB\/wCNWCojd9KREFtKyS3RTzES2oC0yZUKFTPZqs7krQVhTibwhsB\/MVk\/uBgniOXqZjN1IIWjRXszUb3Q8B2Av7xLUxO0LjH6WmYD6D\/sYGjA6ORbO1CDVKdnDMwuZeQQOjQreQIwu4zl\/sFcJSqFw6BmUwGA1EBdQnpMgA91TyGGXCeNKmWoClC1obtRG7EQXaN22N\/i5wQAanBxU\/jsVCdoKSKffqQQtSPIliT8RbzKN6apxAs\/MYab6RrlaYq5eoxNnp6qaARLU+8zW\/lVR8MKN5OMdxjItSrAgXgOCfvBgIB8CCQfXGg\/4fcUQhaIksbvPJS5AVSeXeJn\/mPhHxjjVUxT0A0qJKagpv3jpDNygWC7c99poKJHnxKKDyIjut7OUf8ADzmkZlcUta6eRVgAD1IAYE9T4DDZcicstWqslKlKkrRfTppAktzAZp8Bq5TjKUeIVDQakjnsGWoWXx7JmXxA1JJAsYvzxtKXFtK0nIPYmqKZIgwCrLqq8yGYiOQ03xqHpuONVr94j8gIN7OcfGlBUtqOhmHugjZz0M2aOoYxpM6jGf4v7PUihFBFV2khFslQqpJHQNA35mAeoO4HnS9BC5hhKHUL9xikmb30zfrjR07thtW2PEmRy2Jg\/aDKrSZ6URTUmmJ59nTQH\/8AkVzjW8FzqOgzNELGkNUVvgEI2o9aR7jG\/cNB7wQ2a9uMuTLcmBqDzerXcfMH6jBn\/D3OdiIFyjjWPGoLTy7410j+IUDjHjYcjU2FfbyE+gZjhqOx1gFSabAbd5KjVJMb3K9Zg4QcVb\/zGYa\/dR6h8IoFVj+qlPrjS5RFQBF9wCU6aeQHgsgDw04Ez+UDVD0KAN4g1RI\/0hx\/WcasuMEA\/WDHkIJ+0wObok0gHhilV1MiZK1T18ZH9WNX\/wAP8uzNOpTUpqxptyqodJjqAQacg7CpSPvKThLm+HFaDqQdYZDA311ESo8ebtbDD2NzNQu1NjoYCnUEzu6anX\/qzA9afw4yKlHjKGtsJ9Kzuc0xOxMR0Hp0xTm8wKi\/dYDYk6SD8vz3wsNVoI1GD44jjWnT1u9yLZb1WpJ6cD3lPkZ+eBXygJ6DoP7tgjEkA5k+gxp5FRchx5GofwWgaaG9ydwbgD8t9vAYZfaLC0neTy8sZ4GCCDz8v1xcc\/U6\/QYx5MDu3K+80pkRVoiOjUEElyesDb54T1c61wLr+IX9YjFaZyoNmP5\/LE6+UrAanVo33mPMTbBx4Qp99QPkv+2LuK0WqUyiADVY9AOf7euIcO4alFYUAmILRcibDnYWt4YLx7Gj015cvMzxN7TZcrlq5QmezNvOx+k4W+x\/DQ9IV4hwSige6FIWSOZ1WO8bWmTjS52h2lN0G7KQJ6kW+uFnsYxOUpyNJBYEREEMZBHIgyv9OJsl5wx+IOIqDhGy\/EEYn+Hm6fZnoKlMFk\/1JqGGXFuBUsyP4imdJUMu4kEeRiT8z1wP7X5Uvly6+\/RdK6HoabSfTTM+GBc7wbtVNf7TU0EdouqoyAKRJ1MpACqDaAPHAyGrFX5jfEGynFmyJp5bMsSoUBXI3UWDAi0fhNxEdJD417Qg5qsjtFDLupYfEUAGkde8X9dOM3xLLKyVKn2irWCtpBOorEzClzq0iReFksIDXwoyWZ72t11IvebVJJFpYkEGDO4M3HiDiORiON6\/NRgtzTcI4y8gZfSyq+qpTkAkuxJ7QxPOJmBpA33GzvHalBjSaoKjEk6BaGclmMbbn70mOggYopVFastVSlMOAoNNdIVNJC6iebENGqSdGqdsVvmOySrlmWHaor1Ki+9Up6b0wfe0M3esdy04BY3xJ1O4C4LwdWeo3fWmNR0mO9Ld6APdiTEMRvgvI1TVq5aiHVkBRQ664gEt3lIABZtTGSZJOF\/EMu5am5pdlTrKHRbQackWg7WAxf7MUCK6aGgKSWX4okifLf0woq9yg7xbwl2p0i6TrPSxHSPz9cMvZ7NwO+EFNxFQMklxtY8lHj1254ASkGWkkkEAMxn3hpBSPG5HpOD\/AGfyrVq6uI7oJpodpB7pblAePkMcRuc3mT4XwxEd3VyECVppvuP\/AC9SJPX0xzh1TM1suUQOKWrXYAatDSNJPQ33uQbExizM8OzFOtVLppU9oWA70asuW0lxaQrLIHM88e9nOAitprVm7OnpnlsLyWIgd28cgQeYDE2o3AT7bMnw7iNetWQqSSqs6GCEE6VLgbgwIgTJPQnD3\/H6jXOYof6m5W8MJ+J8QRkZaK1eyLhFGoklUUEnT91e8pIFz3ejAqqmXrAwoOkbeXLljgW+YvEGar28yZUd33UULv8AAlNJ\/wBbkYScHrLSzVJWMJWprTdvhFUIVYeKOaTg\/gxvfazh5fLtvqnUQBuJZ48yUprjJ8R4ahzlAN7rUaINttdNaYI8VbS\/9GHKcXuUJ2BPpWUU6UlYaLqLweYHgDIHgBiVXLyZII2m3IT++JZDOkorgBSwDHmbgSt+hwac5UYd0HzAn5eGNxLV21FAW+8z\/F8gCpKi5ZST0goPyGBOHcKZapYW0sN\/wPC\/9HbD+oY02ZywdCz6U5GJk+gsD\/ZjHOH0qYZ2cgyIANuZM773iOUTiRK3ccAkSjHpwUOHMWgFYm0m59BOJrWq0ybkwIB3UenXwO2LeqCPbJcD5leWyTOJkKNr8\/Ic8U1accwf78MXfbXYaTDeL\/ptGJUclq3ZBzhLn9sJ6jhrbQjcFI1swTHUWTuB4nbDRuHUtpad\/eHziOuKKnDWS4KMAJvM+q7fM4cZ1PaA42Es4VSpk6gpbSbMTYnl3frfp8jnzMQNpJEreYN\/IWPlhZXz7SpB7w6EafQXxQNb3MsBveB5dBysMZijt7jKgquhHRqal7jKI7ogah4iRtPgcB1uDmB3kBPgRP1I+gwGczUAAJIXcBYA+Yti1eKuL2Y\/i5D9z1wQuRdiceJ7yjNZRqcaoIOxUyJ6eePHJ1P\/AG2+WGo4qhETBBm4gG3Xl9MLs1nWaQIC7QCb+ZOKo+Q6qSKKN3BqtEiVdTBBBBG4Nj9MZFMi9emciTC0HOsnYqTNMkc\/vMB4ptGNbhNx8Gi9PNrtT7lYD71J+fmpgj0wcy2AT+v2iAX2iP2o4Co7lMEpRy1Wu8m7vpIRjHMMS0CBbwut4BwRUciqDoqIgYmO52w\/hNttr7SkSDc6QZVyMb6rl1ZmJIK1KfZ8j8U38jiuhw5dKip3v4HYOu4ZbTPjvfxxH0Ry1ODT5\/V4GKeUVEUmatbMOJuBlwaehTHJTUInqBjvG+EVGqJRZJqpqNNtzVEEjT\/OgJ8HEWvjW+zehXfJ1O89I1Vpu1zUpuQ7X5uA6auoKnmcE8KpCtl8sak9pRYAnmKlFjTf5lSD5470A2\/z6xr8mZnP+za0hk6TVNQq1KqarwvbU10MOY\/iKjxyLOL4p9lfZqoubIYaVSSw5xVo1eyJ\/wBKg+LDGk9tx\/Do1JvTzCHxvP7A+mCmzFNc4W1ApVy5llMgGiS31SsT5JhWxrZHxUZWsi586yPAlHYMVNQ1csXUbd4Zd4VfEMqMD1YdMaDhHA0odhJisHBJuBpBKlPUXE8wOuJ8IYNQ4eUAaogUBZizUKgN4t7uqPwjqMd4ktVHV6kNraDoMhZMLKkk9ASDz+QyMmMitnWpF2YwnjTBaGe8aeo+uXCj\/wCDC9uEdvqQlko0qNNSRHeYUw5C22BYEmNyecaee0FYsmZqAgLVoCmBzJDEKfH3yCYEyIkXwwbjemSBMnSOixYD858fLDNmxOfd2nbVRMvkOFVhrSIbsjK81epSVhbygH+XDvN+zzVmNajmWppViqEDNANQBmiDzYk+uDchmpqV6vZlh2yFYBO1FVJsDswP54hwzPPRprSADBdjPIklQL7AEAeAGFxnEhO7ncjNTXrLsbgET85\/TGY4jlS1MuVulIemiksesg\/PDT7bT+L6HFVXMUyrLq94FTY8xGNz4b2JI9QpHeM8pmgBBEXZhHRmLAfI4KSsrbHCYZ2n1+hx77bT+L6H9sWGMUBF\/qB3sR0CORGJqRzE+tv3wi+20\/i+h\/bE\/wDFR8Z+R\/bAOIdow6lfmPlr+EWiVsY6Xn52OK9ZGxMf3vGEn+JL8Z+uO\/4qPjPyP7YUYFEJ6sHzHL1CdyTG0mcdDCPdv1P7REYSHia\/Gfrjv+Kj4z8j+2CcVioo6hAbuOS3pytacediTJMnrztthSnF1H3p8wf2x1uMr8QHof2wBhA8Rj1SnzHAafeY+QuT+mOEKeo87j6D+\/rhO3GB8UeQP7Y4OMD4v+k\/tjvSM7+pSNsewo\/xcfH9P+2PHio+M\/L\/ALYb04PXT5jlUG5IH5\/IY6yrFjfx5+I6eRwmHGR8X\/T\/ANsd\/wAaXr\/0nAOM\/M4dQkaMwHPyHXywrrcVolqq1HHYmkh2n39Yba8+6NO8+uBeJ5\/tE7NVFRmIiREeRkQ3MGbRM4zraiahILVC2llCwdZsDA2JljqFj3iDvjzupzsrFKlMbg7EbZHMPl6gy5NkdAG5MhtTYHyOnyFObnDDgvGTVeokRpMAHkASJJ6k+e0eJSk1qtMh4+00RqQGAalIQWRoEHSe8GE2J508V8Kz1OG7OqKGqRLd6oxFmhAQVCyVG0GfeicZObKQwMo6i+Q7GPs\/kVbMmmzFe2pCpTdfep1qBILqfi7N0tzVSDbFPs\/xGor5ulWVe2p1O1ZVsGVkUM9MHkWGrTy7SJm2A+I5yilBKtJStTL1Vq7ltY9ypDm51U2bcAyPXE+JZhDnkqpVYK1GO7ILtSqhlSDZtaOwjlEyNONpY8eS\/lxeQ7XKfaPNirl8yQDCJSaTuW7Ui3krETzJ8MDcNpBnpgGILLY2l6TpE8\/enA2az6Vcpm3pq6qUSA+9swFIPjIa0\/ngb2Z4ipzWWVlA\/wDML3wTJDGArjYwxBBsbc8YPdYJjBe0A4YxTLa194OunkAG103vyN0N7Qo6YY0s7QctTGuq2gln7RlUDbkQqLcwSCbfemcB0KWovlxJk1CW+ACpIMcySQItscJc1Up0qppUGLAkdrAhWKEmAQfdnfl44Y+47h422464pkjTp1dKnSRTUEkkmXLsCSeRSeQ7+Gns\/l3ehoq0Wogd6nUKd1hEwxG876rb2nbCfLmpUyjszDU9Z1WTYaaTNv8AzVCfQYf8N+0UEULmspUFtNGYAB91abe8JtE7k+OA6+0RnWlAg9QZqvUbL02NGhSW5XZh8QYe8WO0HxOE32zsv4avUZV2Ipkgze0nxwfxDPVFU0afdWvJG3cAHepryFyTeygnkLA\/aqwsK9EAdC5+um\/nhAJICbZOFVCJEeN4jzJx3L8LZp1MqDxvJ8I5dTiH2qaZBa8269b\/AL4GLnqdo9OmPpSDPHJxitQ\/LcFdlDMQoPwjVB5LyBJPp0JJjFf+E1dRWBPLeGnYi0geJFvrgbK5hqbh0ItIIOxnkRzHUYc8K48wAWpTYd3vdmoKtf4dlPORY7HTE4mxddjcqgwvo6i1+F1gY0T4qZE9J8Of7XxJeD1yJ7OB1LKP1w6pcaQX0OnKBTPLZiFBToOsAcxgXP8AHSdkqQfd1GNFrgD3pm2uB4RuQHyHVR2w4lF8ovy\/DGIlyKYO094kHmAp2PIkicSq8Lg92oGETMQfJlkxtvOKK+dqO2t2Jaw9AIj5WxCm\/ev0g\/KJ\/XFAG7mZycfYCEZbhes6e1prImSTHra3nji8LqHZqR8qmw67R6e94YDepUAYDT033A2M8sVkTMiBHqP2tjiD4MXknx+8atwKopGtkVDPe7x5TAUqpk+lr3xW\/B6oMdwm1g1zNwBqAvEWMb4EpcQKpp7X4Ygj7sgePM3wwyntRHvlakACdUMI5ywYT+IQfHCEZB23KqcJ0bEppcKqsBAS\/wB0uNXqNh5TiS8GrkSqBuUKwN+k+6T4A4KX2lS\/Z0VIk2JHdkQNJE36lp5WGCc1x2kNOnUw0wVChdJi+l2BYCZiJ2whfJ8Sgx4D\/wCovXgj6QWqU0JEhWJmL3JAIFwR0tvfAtDKFn0akU9WYRbxEz6f98H8R4nTqKCXqlhYBlAjn3m1QRPh1sJwpDEEEGI6YonIjcllCKw4\/wAwteF1C+gaCTsQ\/duYAuAQ3OI2xI8HqQDqpGbwKgn9vrgfLUWY90gDmSYA9f0GGGX4ZqBJrd0GSQDy3MmLeOEyZVQ0zS2HpWyi1U183EmfoVFa79mAJPhzmRYiOc8sK+L8UaklNzPbN7hKy4U2PiSVMadrnpjYHI0hIRKlQ+UL6kjb0xI5UrJcUl6ygZo5DU0235DfHl9QyO3Je89Tp+hdBTGYjKZl1dcwFBqIQUIG45iCJAIlWXoTiftFkyH7Wj7lYBk\/CW2VgOdihj71MR7xxpxw+k9TXpDEzIZTo8LDugx4RirjvC1+zkKAAl7Hmzcjyva0RqxnVt8T5lDQPCpnMpSruhBGlCIvsZF4tJHibdNsVGnmgqg0yWplTSAAOqCLgz3u6CvTfGh4Fx1atOXmV7jaQJLAbtzlhDep6YZHiKWCSG91S21+vMj98KcrqdTMyrehMnlqFUUOIU3R0XRSdQ6kEl666muOZ3i04lwbhypWy7GQ3a02IO\/+Yrbf3Y40HG6ynL5kq6vUFMK2j3U0VVaDvBDciZ3tY4Q5L2ky6ID2BNVV0M43OnYiTEwFk+mAxLC5fG\/D3VcHNIB8yAf\/AFWWfiUwQOvX64jR9mdZIRl7v8RiOgvyHLF+aihnGEjRXWVbcSBrUx4owMeIxxVrpqNKqquykKVpkzJEMzH3BI2+eqIwd33gdwxFCtf5lL5MfZ6IDB6f2hySDIYMgSx5jUR88G8I4ampw4XsUXtGmJliSyjwhS15\/ZXmmNDh+XWpZxmGJH4VdD6CAPLbHavs3xIqTrnUVfnqGkvpAIEbOSeVwOWKuuhvU0h0XGVPc1R+nmV+1mdqMVRhTILdpCiAq3AWR78yTJ3jxwlai592oI5SAf0wxb2RzoHfUIqm237\/AExz\/wAP1vi\/6R+2E5AauQyMl+zQm4DL8MnxNvkP3x5nnkB5DBEU9X+W+nlctfzt8r4qp0SZ7hI8DEfOcfRAg7E+fbGynjKGeBuB8vzxJnJjwxZU4c1iVDHa18Rp0TOmAI5bR\/fTBilWGjPKrGSAT1ifrgfM0i0XIE3gwf78MNKOXqLZdN92mI9ScUGg11EGdz+x6YF1G9JiOxgCZUSZuD1Jm3W8Y5Ry9r2Oqevlc4dPwljpMBBF+9M\/9\/DFSZR2SBTno4gT+pjHXOOJxqorOTUmTc8\/9sQzFGnMs2wiD9L4bPkKkRoAO86rn9MVSqjS6mfAx+fXywbi+mR31BUGWAE1RI2gXHrjhagW7zoQOcGT5f74I7OmTYgTe428PH6YuyuTSZsQd4IBnxvjoQpJ7SzIVsoRLU2JmDdlJ8d4A9MEIobu06tpv3QIn1iPHAS8OaTAjnDNJPlvi\/hyuDCrUJU7INQNouAIiPGMJoXuXS+xXX0ljZTMgGO+Oog2635eeAyro0soJPJlDfSLYbUuI1VGhqb0yeikE+RUAnByZyqlOAUKse8GmYPkPznywhdqlBhRuxMz+ZC1dLMoBWQDTOiBPSCJmeXPA+Yp90AVM6At1iougemkSPAnGj+xZeq0d9KjCJS6AyfukgmRAIgbWjFnE+BOiopqIyTKhg2rpsLwJAkD70mMZsgRj7hU9LC7Imj+8yn23Mvf7RUjb\/KCz56XjBeXzC0x\/GWtWbckAlf6UUlvUjFmlVfsyCpG51COoi8EbbYJyvEQkoqGoD7w7hBHjqQn0nywrdGpFrOX\/wCgR3kspxeg6zais6QtRYdj0WnOof1acLuOcSYpVSnTLudPdgyBqsSFG5bkYAAmThpU+ymNdFkU8u1Lx4BagYeggYDz3CcizB0bsyB8CgCecoQV+fpjM3SuuwJpTqsbWDMnwH2SzRqs7Vfs4jvqGksJkWUx1vNsanK5ClQcmmWeoREk6iPpaeuBU4KGJCMrTzSrV5eIqi\/UY8nDqtDuKrDVPuVmQGecu1QE+e2EPTOe4nB8QI76jDiuXL0Wouez1rpOmDEnoNtsLMp7F5QaYWtUPPW2\/wDSoGOjL5lE7r5keCvTc+Zih9Q2KqGRF+3bOEH7jHTT+S6T6beGEOBx2EcDCQYt9ueFPqp6KLhKahQ6\/dKhVpqJNoC+8bbCetGSDusVK\/YkdV1c+WkxOxw6p5XJioWbWHI96qXaBEACZ5Ryw0yXCcsxlVpk7wzMk+WqB6YBxuRsRXxqTozHcY4ZUzAWjSWaanvVqhC6mabqskqgnmCTA6XY0OG52mq06ucpKqKFUCqB3VEXOkE2641qUaY2yu1rIjfKJnEe3y6m9AIw60lB\/fAdSRUc9MGHeZ4cKdhP2qmx5Q0z6kjHG4JUG9YA\/wA4H640gq5Zt0pnzQfti3VQ6piPA+JE9G3giWVuIuR2UBwsGy2U8u05H1tiGYIKg1e4fxBZMfCRy8BgteBCEK9oBMawqq7TNgQ078zgg8E1xFNtQsTVkgbxGpiflj2hkF\/EznGIlekjL\/CQqCY7R6sD5QIHicEUeF90GVljHdrIdZG4EjTPriw8BqUw1SyhJkmFBA5wd7XxbW4ZUuxWoSomFaIExaBq62Xf82Lmva0TgpNsIFSpUmYrpqSLmKi6fPuqQT\/c459loBiIrNM21C3ra\/hIA8cFVctULKQlcGLA96PKU\/IziH+EOTq7OoxMwDAsDeenrghtbP7wELehIvwIlDUVu6tjrifKFLD\/AHGKl4a3ZkQFM\/Eonfu+9fbpuDgw1SqFBVUixYSIXSO7eAWE3hZMj50drl10q7GSY1hWj\/7enOeUY4M1fP6RSVBgTcLzJP8Al2X8S87fFe9sW0OH1NnR1Iuo03J258p\/3x4Z+hLE1KiwbHRqnrvBvA363xa3E6QZWSs1NWF\/eZlMXBCjxty3vhiW\/BEBT8M4MlXZdNSk\/MzpHnzsB6gWxBeDjUNRVQLlXGliOij7x8vDEl44xP8ADDVBcTV0zHgsxBgb7R4kYsfjDkQcupk8n0iOrLJFuUAxOAPUjl8Z3KhkRTE1KBKtsytE9CTIgbbiD1wTR7JFiWA209oIJJ3OgeR3xU\/GgSSabgBoYNTViZFitSGVjEd03E87x2nxddUU6TRzbUqMfIhDHKwI54X3nuDDzQaEMyeQZhICAE2ksJg7AEzM\/wC+LDlUMA6ZaSLl2On4QLXg8vzwDTzFVJZMuovqJeoSfnpFsKRnawWBUA3BjnIj0tIHSfPBKsfNReYA0pM0D1qVBSxAJ2JNgpC6h3bG4kybjTBGKM5xUuB2BDFttM6VUjfUQBN3GkSYKzEYz8MY1MSJmJ54tNYzeY84x3FQbJuFeb6IoQqpl5cfxNfdALGO6B90QCLdMRrUDTfop+8do8eWOLXYLpWEnc65P529BiFPUDIKuepMx84HzwS\/xKDEo1I5ioZjUGA5i4xVVMrEKLRZQDt5XxeyOW1GourrrE\/THaq1CrHtFJ2vUbvH+kgnAJJjhVHiUcGcwCQ3hAIsLXjrgrO11JjSf6i1vnfBmSNPs4ZMwXHNAwUfNyfrgF6aEypqm8SVG\/idX545X1UBUXcFxTwvNVIY9o92O7H9Tg2rQKiQJB5kA\/KCcV5TVEBFEk\/cUfUjC+Y47Geq0qjEH+HEiS6qbfhMT9RiWaCfcM9enpN8RzWRql0lWgd6wkbdRYY7ToEgGQAfX6AE4BZQJwRjuCZtgqlpIjmsg\/TDPI56oo0hnI6TP54g9BVg6nPWE\/dp+mCvtZA7iEfzQPnFz8xjNldSKmnGrDZ1PZhHchmFNR1KKPzN8cYZfrT+Q\/TAlai7mWInFX2Zun1GMk2KaEvGYrOxJzLqTvDMswABsQNhiTrmGABq1WCAAQ33VMqTB70GDrN+pxcuSJcJ2BDGdKq3vREsxNggkS3UgCTgXjHFctloR4zNY+7QprKTyhB3qpn7zGOl7Y9R8yjwLnir0oPk195blsi1VFDO1VNRYAl6iydyGVW899xOLa3CkUnVqUTJLCsqS1gzFgBJiNR6YQVOJ5+rU7XMZh8vTHu5ei3eMH7zAaVPLugkbEKb4Gz+e19nUrVGCBrPcrTA7pcS0uwuCSxazCTEYzN1ZU0O81p0C8eTaHyf9TTV6NakVIrOQTqVkqFltH7CxHLzxS9ctPa1HqKTIUOQB6XEb2t5jCPgXGKj5l8tdEQVDpY62Zg6y7sAASwiAAFCxE7l02YAN9JP8rAj6Y0plV13QMyv026UWIblXoHuqtUQJ3SLbydlEcybAcycAvxVTUCUiD+IiQTvABHMcyJjZQJbEsvnQjSJE2JXceN\/2xbmOF063eEKSSe0pWBJue0pnumTEkQxxi6jrTjPG9fM24OkVhyIqezXHUIBbLJpLFV7Jp1n4VBSGYDcjurBlovg\/NomhXNKnTTSzF+1I90gaSNEaiTYLvBxlM3w2sray4rMAFB90xyVUMaR+BST574j2\/aMiV6jIqn3Yggc9IOx\/FvifrNrg1ky69NjaywAA\/yftH\/D8xlqzimiPqgtcmIUSemO5zKNS09saSn3oVqvu9Yhiom2o+W+FOT4hSoVmemsalKJqNhqgd4kxJE3JtMmdjZWrGnNSuHWSTqqqrqfHvAFrW1LYAAAAAAMc2Qd2szj0+MnS0PFxvm89SrBP4yoosFAOkHbdr36wcClVUw3aDxBEGPGxtzBgjmBhSyCsVqaKdGlImsWYI4BuFDsdZNwFpg+YwyoZulUPYov8FNVRSlidZ0hYYCNIUCPEYOHqX5cW7Reo6ZALTv5Es7MN\/6p8mt+Zj64r+ykkBSpJ5alH64mMss31x5LP\/xYJpsAZ\/if6af6HGv1k+Zk9JviCVsqUJV2pow3UuNQ8wJx7LrTJgvRP8zsv1iMNc1xPUpU0VqTYNWOrT\/Kt4+YwppZIDcg+EYiepAllwWN6jfLcIRwYWm3\/wCTVLv5qCY\/1QMBZzhDU11PKgkhQxSfUht4icDVcipiFUHrzxZSFVfdqW8b\/Q2wF6kXucen1oyWU4exgkJpJ0glrTExKzBgbHFg4O1Rzop6Am+skDzlh+YHljjVH1ajVqAbadRAJ8h+QxZpZvibzJI+uCeqHgQDp2+YRlGpqwD1mZV5I7MLcvdCb+eCM\/xjUmimgTkWgSfG1vngBcsx5R54JpcMLbSfIYi2dmOpVcCjvAxUaI1v\/qM\/OcULSPOrUP8AUf3w9o8EPOPU\/oMFUuDqOfyGJ83PmU4qJnTT1RYmNtzi1cux5R540Y4anMsfX\/ti1clTH3R63wO\/eH2iZv7GeoxIZMc2xpRl0H3V+QxA1KQ5oPljqhsfEQLlF6E+uLv8OP8A7Z+uG7Z6mOfyGOLxJPEY6ob+kzvCONZakAKjaJpLSKlCR3C5sRIg65II3nCLMUMur1Ps7Zegjk\/5S1GqMPxEoN\/gDBB474vztE6G0rBcRB3FM7jneoQV\/lWoemEjUioZAShgwGF1JFiPDwv4dMI7kdzI0ytaLf7yHGc4lJS1NTUNhrrRp6WpqTq8mYj8Jxm2zxruyVSzs6yjE7Ml9KgWAZQygAW7oEYe1g2iajDRcMCSw0k2NgJaJv10mbHGJz1fS6lCQ1MyCetiP0x2PZ1Fz5craZSPvN1\/wtyaPUrVatVUFNUogsd9RJF+gSmo+ePoB4Rl2ua1M\/1D98fNuGsgkoIp1kWoACAYtadtSNYTYlXBsxwYNSw24mzQdJ8L7HqpuPkTpGMNuImQqKqbl\/ZkN7lRPAzOAcz7MZmndKgkbMs\/I+Hy\/TGdyVRr79Zk\/LGo9mvaAqRSqtK8nY7eBJwGxUD5llyXuKhxl6TGnm0gj7+nukHnrW0eJVF8cOaGap1Mu9RWNSmO6igKwZo1aV5Na9mPTe2NC6Ua630VVBiQQ0GORBsY6XvjMe0PB6Fel2C1aVGjSJCJq06m1Eu0yTZ7SVMsGJ5HGUdOoa11\/Ec5CdGCcMyeVqL21OlRqrBIGkgaomGpqBebEMCcK+IcR00qylKYrNWmmQgGim5Qhg3M6XgEbTyOEGf9m83lqvaZSsHK80MbXHeHdb6eIwu4jxLiLBA1GyNq7lJe8fxFLkc48B0GKJiYA2buK+UWKEacVWpWUVHqMzoNDHmy3KSZkwQymTsUm+LvZXNdmCT92VI\/miPloX5nCGjxbMkxUyjaG7r6KVQMVPwkkgEGGFt1GCuF5LNUqjDQalKoohhCgQ0qxU95GHeUqRIDHe0suJr2YWzAigJs6PGdX3D8x\/vgleILzBGM5VTS0T64n2jk7nGg4E8SK5T5E01GursFWWJ6DbzwxpcKqNsMZPI0K1RtKqWPQCT8xYeZxuOF5DN01AatSjmGUuR4TKziT4wvmVV7HaUpwKp4D+\/PF6ez\/V\/7+WHMf2MDHJ\/jqf6sToRgYjz\/AA1Er5VCSddW\/wDSjMPqPph79lpDcD1P7nCritILVogPJGoMCwkArIERMGCd47vPEYwahVb3ccLWpLsUHlGJfbE+MYTY9jofTjhs2gtMnoL4pq1axPdTSPSfzwtBjBScRcbgHzt+WOg4V2nHzFVD3mIPjGIHPVPi+gxCpxAvY6R4QJ+Z\/TFcjqPnjrjACSqMWuST54rqVAovjhrKPvD54rqNTbc\/pgQk61Itnei\/M4j9tPwj64iUp7aj57jHewX\/ANzC7iWYpocSqkd+hUDEyQFtfYSCRAXSo293zxOpQeuNLZc+BYgR5EGRh8lQHYg+WJHD6jBSDYMy7+xD1h3pVd7Fmv4T++Ij\/hjQnUUZz1fV+QMfTGvGcqfEfpiNTMud2P5fljhQ7CcwL\/3biKj7CaVVVUKqzpA5aiCYvzIH9k46PZRVbSzlOu522sN+fzOH6Zgx3mqHybHBUpTdWPmww3qN8xPTHxAMt7M5ZRqNQs38sf8ATvgvh+Sy495EnYAqCPM2\/PBQ4hHuIq\/36Y43EW5Ko8YnALE+ZwTVVC1oFe6iU1UGQBb1gCMUItGkYFMa94p0ix9YB+pxQc\/U+L6DFIzNU2apI8AR+uBDwMPXjdKYYuhHJ6br+kYhmczlavvmnUjnAJHruMK67sLy5\/lAPzwDnENTenV8yl\/pODvvAVHmODwTJ7kWPLWwj0mR64uo+z2Vi1MN4li364zVLKZlDqpLVbqOzMW6g2xbl+NMjd8EODBUj3T1g39OWGIetRfbNMnAcuDIoqD1E\/vidTh1CwKIOm0n98KavFxE63bwUE+lrYEHGHUz2ToD952C\/ocAcjuHiJqKWXK2VoHTSv8A\/UDEKzMok1FH9H\/1ThM\/ECebsPWMD5rNoB3lePiANvE88KDDxEb\/AOJHVGpf9Bn5a8d+3L992g2gAKPodX1xn2zMiQTo+KdQ9T931jFOYzLrszGdgoE+rQTg7up1LDs+j\/aabok0lWoDBAgkqFgHwDEnxxY1R+SD+pv2BwBku0dO0DssHZmJRoOxO46YnX4kDTnaToYC8MINiNwRMHyweBjhhUZ5ei7LqlAJiZOmeg6+mCaWWQLL1FM2GmZnoBufKMZnP8ccd1BJAjoqgch+v649lOKOQBqVT+EFnPlNhjuDVcTnZq5rDwwb6iB4gTgTO5dQIWrf8MSPoRhVSq1W++5P4iGP1mBhlSzNXTGth6D9sLcIszL5ynWDMFXUs\/5hHZ\/NmAH5jEVq6VvqGn76sSs8pm3yxpXUnfT5kT+ZwBnOEI5DVXqNGw5egiB6AYoGB7xSh8ROnF5Ecx0Fj5iPyxfleIbhvTw8Cf1wVVyiIP4VA1G\/5hhR6c\/KPXAdbOVYivSlZ7opwq+vPBpG7CJte8lmmpEBhYnmIkea8\/PHKdZQBJY+TN+px5GUCSyp+FACfVr4ratS+Fz\/AFY4a+YZec03Ix5Y8mcqAzrY+BJwHjxxGaI5TjHVcdPGei\/388JjhlR90eWOgM4\/E3JgW9f2wZQrUgO8wnxwn4h73pgcYE4TTniFL4xiVPO0ybkx+eMvi7hvvHyx0J7TVs6GNK2596Z\/bEmzhEaadLya31gnCE\/rjj7464viO8zXquIK0QPBW+W+FWYyB5PSpn8IYH0Gr9MRzP8AlnyxR7Lfe88VWAgTmZ4cFXUC7HmzjT8tRDE9BfAqU4jUVWb98SflBbFmc\/8AxXz\/ACwBnf8AMfzOHB3+kQijHOXcyTTq1Gb8NGV+p38cC1y\/afxKhBAsWXr4csW8U\/yV\/lxnOGff\/m\/TDhRFYx8ld2n+OVA25T6DFxzTKJ7QMNjBYn\/SWwmGKq2xwDjEFx3UqpqkSkizofowEYll+Iuqml2igAQrQSfIHl+mM\/k+eLX2wQgqKGMb0KvZglW0ut7GVf02OFuczUuZbSSZIA5npiDbHFNL3Kvp+QxyiopYwvLZV392nUqR5ED0nDBaWi0FD0el+owm9n\/8xfPG4re4fL9cBzKIurgFHMFokUj4gEH87YY01IEHfwn9cKk3HmMMxjNc0LLceGKsex1xpHMBzsbeG\/zwtPCpuQ5PicNBjq46yO0QqIpp5RF2UT1N8U9lV60\/kP2wW\/vHzxZjg5iVP\/\/Z\" alt=\"Pinturas por numeros &quot;Paisajes Marinos&quot; - Dibujos para colorear \u2013  Etiquetado &quot;&quot; \u2013 Hola Hobby\" \/><img decoding=\"async\" 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\" alt=\"Csyhl Pintar por n\u00fameros para Adultos DIY Im\u00e1genes de paisajes Marinos por  n\u00fameros Arte de la Pared Pintura Digital Animales : Amazon.es: Juguetes y  juegos\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Me referir\u00e9 en primer lugar a los que constituyen nuestro entorno ordinario, que ser\u00eda todo el entorno que abarca nuestro planeta. En segundo lugar considerare los dem\u00e1s cuerpos y objetos del universo. El an\u00e1lisis de muestras de esos diversos cuerpos ha puesto de manifiesto que, en funci\u00f3n de la composici\u00f3n, los cuerpos pueden ser simples y compuestos. Los primeros son, precisamente, los llamados elementos qu\u00edmicos, a las que el insigne Lavoisier (conocido como padre de la qu\u00edmica), consider\u00f3 como el \u00faltimo t\u00e9rmino a que se llega mediante la aplicaci\u00f3n del an\u00e1lisis qu\u00edmico.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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\" alt=\"Tema 1. Conceptos b\u00e1sicos\" \/><img decoding=\"async\" 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alt=\"Is\u00f3topo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Nuclear Notation\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Hoy sabemos que son colectividades de \u00e1tomos isot\u00f3picos.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La mayor\u00eda de ellos son s\u00f3lidos y se encuentran en la naturaleza (nuestro entorno terr\u00e1queo) en estado libre o en combinaci\u00f3n qu\u00edmica con otros elementos, formando los diversos minerales.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La ordenaci\u00f3n de los iones en las redes se manifiesta externamente en multitud de formas y colores. No obstante debo se\u00f1alar que, aun siendo abundante esta variedad, no es tan rica como la que corresponde a los cuerpos vivos, tanto animales como vegetales. La explicaci\u00f3n se basa en que el n\u00famero de espec\u00edmenes moleculares y su complejidad son mucho mayores que en el reino inorg\u00e1nico.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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\" alt=\"Carbono del suelo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"\u25b7 Ciclo del CARBONO \u00bfQu\u00e9 es? Explicaci\u00f3n y Caracter\u00edsticas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnqQoslJ6kfPAEquKk_dOuWHRBS2WRcMN-HOxGadX-p56fufJ9HKpi8-CNM1e4i__kkFI&amp;usqp=CAU\" alt=\"Carbono inorg\u00e1nico total - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Ser\u00eda conveniente, salir al paso de una posible interpretaci\u00f3n err\u00f3nea.\u00a0 Me refiero a que pudiera pensarse que los reinos que acabamos de mencionar constituyen clases disyuntas, esto es, sin conexi\u00f3n mutua. Y no lo digo porque est\u00e9 considerando el hecho de que el carbono forma compuestos inorg\u00e1nicos y org\u00e1nicos (lo que tambi\u00e9n hace el silicio), sino porque haya existido, y a\u00fan pueda existir, una conclusi\u00f3n, mejor conexi\u00f3n evolutiva del mundo inorg\u00e1nico y el viviente que no se puede descartar, de hecho yo particularmente estoy seguro de ello. Estamos totalmente conectados con los r\u00edos, las monta\u00f1as y los valles, con la tierra que pisamos, el aire que respiramos y con todo el resto del universo del que formamos parte.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cristales de Arcilla by P\u00eda Campa\u00f1a\" \/><img decoding=\"async\" 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\" alt=\"TEORIAS DEL ORIGEN DE LA VIDA timeline | Timetoast timelines\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La teor\u00eda de Cairns Smith considera que el eslab\u00f3n entre ambos mundos se halla localizado en los microcristales de arcilla. Mi teor\u00eda particular es que no hay eslab\u00f3n perdido en dicha conexi\u00f3n, sino que es el tiempo el que pone en cada momento una u otra materia en uno u otro lugar. Ahora nos ha tocado estar aqu\u00ed como ser complejo, pensante y sensitivo. El e\u00f3n que viene nos puede colocar formando parte de un enorme \u00e1rbol, de un monte, o simplemente estar reposando como fina arena en el lecho de un r\u00edo.\u00a0 Sin dudarlo, J. M. y P. formar\u00e1n parte de un hermoso jard\u00edn perfumado y lleno de aromas que la brisa regalar\u00e1 a los que pasen cerca de all\u00ed.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\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=\"Minerales de la roca: granito - YouTube\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">El granito, por ejemplo, consiste b\u00e1sicamente en una mezcla de tres cuerpos compuestos: cuarzo, mica y feldespato. \u00bfQui\u00e9n puede decir hoy lo que seremos ma\u00f1ana?<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En todos los cuerpos que hemos estado considerando hasta ahora, las mol\u00e9culas, los \u00e1tomos o los iones se hallan situados en los nudos de la correspondiente red, as\u00ed que, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de esos individuos se encuentran tambi\u00e9n localizados en el entorno inmediato de esos lugares. Podr\u00edamos decir que la densidad electr\u00f3nica es una funci\u00f3n peri\u00f3dica espacial, lo que significa que al recorrer la red siguiendo una determinada direcci\u00f3n ir\u00edan apareciendo altibajos, es decir, crestas y valles de la densidad electr\u00f3nica.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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1JGVRI6Afyra\/RoGTauCKypLlWjSQyPIPUHSrTYm5Ny8rlwtqIjVZ1nziPDxmrndrYltNp4e6CZFz1QFyggFdDm6xqAeddJZUpaTnjxOUNSrY7jSlK6GRXJPTLhmuXMOiiWJeBIHIdTrXW65\/v8Pxbfv\/AJVJcA5Nh9kYqfDh2PsZP5mpabGxsH\/dLuoiQ1vTzHjqbtzDYxWd7JZbcL4gyr0kzMgAz8KgWtqYtQCb6nLwPaWzMGRMmWg8Jri2jSvo+12TjFUKMJd06m391YruwcUykHDuvPXKf0Jr3DbcxQIJxAYZgYe4k6E8Cx0nUaGt7s7Xw905bd5C0TAOv+tRk3Ju5WJtk2LSOrFAikKQYygDWPZXSa5zsHDgYq0ygCWkkACdDxjjXRq64+CClKVsClKUBD2ljRaTNEk6Aef9K5xtnb98t4rrCD6qkpw6QevWp\/pa262HS1bt6XHDw3HIPCCwHNunv6Vxp8S2YuC5Y6nXNOvOf0qkZ1rYW819SB2puL0c5p\/zTI93lxroWExy3LXbDhBJ8onMD7Ir8w2Mc9pw9tjbI5A6eyDpGvDz8q6\/uVtl72x8ZcJi4nazHI9kp0EadaBEx97MTm4KATMZZ92pFZv9qMT\/AOGfMqR\/7p5HlXO12neiO0eP3uuntPGvpNo3QCM59+X31izVHRbO8uKPK0fOD5\/4tBp51udh8yq3UA\/EVwsbavjQXW08lMfFdeldg2bjGGCs3HIztat+9mQHh9Y8qqdkLilU64y5yIPmVn3wCKzrjHHEA+yR9Na1RLLGlQO\/KLRuvKKsgzrwOXTLMyeHPXhNVd\/bkEvmCoAePlxgcz7Kgs2KqneyO4YvMYXu92TEwOzaTHP2Vk2HtA4i12pXLJIAmZA4Hy\/0r729hzdwt+0BmL2riAdSyMAPfNA+D8w43a7XBbJJXKT6skchJ0EiR1q42Lfs3LYDEyukrpI\/LIYH2e7nV+u7zg+FL1sc1FrSfYymvcZu\/d7MhVus3EA2493hUfWsZoKcd2PC5pYpKo7EC9dQKUtj1tCTqfKSfPkIFRux7JQ4HieTzlZAkHprwphNm4nPkbD3ljiTbePcQNatr+wr0Hs1vhvy5hcgfAa\/Gp4bCoxJ47xMpzS69Cmxm0nt6pddJygxw6kkka6sa2Hd3E2nx+D7tqnaAEkf4SSdeHLgYqqbD7QtiGsPcHPKrn3QQNPjV5uNgr9zFWLhsPbCuWbMjKAFB1JZR7KZIU0\/cYMl3GuuTtNKUroaFatvPsa5edHSPDMzPPhyraa1veHaly24RI14zUlVbg0faW6G1LmZRdtC20+Ezw5AkJP1qL\/2f48CA1j+ET8RbqbiPSXaVsouG4ZibayOmhJGYeYkVcYDeW5eTPbcEeYII9oNc3oLbRq1j0ebQUk9pZM9fF9GQge6towO6WRVLWbfa5QGZQIJjUjQRPsrLf25eQZmZQJAk9SYA48SSAB51V2N+i4UqxKt6rC25B1jlqPeKVAmpmzbK2NcW6jkABTPH2\/1ra603ZG2Lz3bYJUqxGo6HmDNbZfvqil3IVRxJMCtxqtiIy1o29+9N+1cazYAGWAWMSSQDpOgGtbEdvW+SuR1gCfcTPxArmnpLv8A4wxNlmVXWG5Q6aEGOeXJVUkytMJvPi1OZrziNSSdB7jpFdP3b2n3nC2r8g511jTUEqdOWoNfnO5iXuwCWZjwGpM8oHX2V0C3hcTa2TYsuWSbzApMQrhnQNHmGMf4hzFUhn9NuAb8DGCTbWbbEcFYsDbZvIy6+0jjIrlvZk6xAgjUDiplhK9M1dR3LxWe5ewdxV7N7LSh8QYhlUyDodGPKqneDdCzYYBb90HUi0oD5Qecu4iTykzQGg3kg6ggcSBPDXmdQeI+FdW3DwvY7IxOYa4hbjAHXwi1kU8OeUkeUHnVVu5uZhLpLm89xl1ay6i2V\/eTUx7ypq+2\/vJawgOFS0t18sMGMKgYaAgasSDMaaHjQpp3Z8hx04a+\/wDlXyUI5Hj\/AErJb20JGbC2GHl2qn49ofjW57v4HBYu12qWipVsrLnfRgAeIOoggg\/0rFFs0czqDrz+ns866jtzElMPhUQlSsaj\/Dby+z81Qn3cwQYZhrPDO584MHQVa7UwSYjI1px4cwiDzy+wjl8RWoqmRlRa21enire1Y\/5YqXht4mzeK0NejEfQg\/rWA7EurwAb2H+sV8Js+4xyZGE6TGmunEacyfdW9jBc7Zf\/AHO2p43WUx5mbv6j9K1rtvGEkAkHRiNRMadeNbPvPZaLWUSqBpAk\/sgSBygHWqXZuDS66qAshhJgGAQwJB5HX69Kie5pm5bIs5LNtf8ADPvOp\/WpN4SpHkf0r7Ar2oUp+5HoKPgiREVcUoSiiTZUGYrK2BMcIq3pVsNJlG2yp4kmpGDwGRlI5VaV7UZUqFKUoAK516T7oFm6pfIbidkh11e54UGnCSdTyEmuiCuO+nW2WWyqnxC5mA6lVI48j4jWZcBHNNj7ObOAVIYciOh+BH0roe6207Fu8uFLzcPhMcAzgsqluZi23DqOtajsLeAmLJBNw6BW8Jn2kR7zHuq5d7eyz3tri3MRijbU2VyutoC4Ge4zgnxBBlAHAk8eXB23udNq2Lff\/FIl\/A2y4BF9HZZiAWARz5eFxr51VbNwpa2qJlOVBxJKiIidYPGZ1JrXPSLtBLm0GuISTb7MeQCjMfq30PWrDYG1u3It2Lee4fcBPNmI0FJJ6VQhV7nUdzEA7O2M022jXXj4hDAANExwrYt6rZNtGEkK4kAxx0B93n1qv2G6I9qwrByJLsOGY8h7NfpWyY\/D9pbe3+0pE9DyPuOtbh8UGjL2ZoWO2m1sEZJPm0R04amo+6t3t2v2bsPmC3MrAEeElW0P7y\/Csu1NlYxlAFrMw0kMke2SeH1rJu7s3ut43rzB7mXLlT1VBiZY+s2nSB5154OUZXLZHaSi47F1hdm2MOrXAlu0qgksqqug48BrWsbd3uRwbC4YOkgy7EGVOhhdV4cZ9sVuG2by4nBYlVEMEYR0dVFxf1U++uH\/ANptcU3NNdTrrJPsnjrXuTTVo87Oh7jY+w910XDi1dKk5wzPmUESJbVeRgGDHlVBv9be1i3xEgrdAifylUVYOmg0Jql3B2u42pYBgKWZNOee2669dSDW4bf2sbrMoUC3yJAJI6kn9IrGTIoLc3jxubpGk7iYa7d2lbvgk9mWa40mACjDLPmWHh6AnlWffm+bW0L8iVJQjkRNq3Me8Gtg2Vtq5ZYIoBtrErAAjSSCOGnOvPSXubiLt7vGGAuSoDJIDSugKkwCI5SOHOkMimMmNwdM0rvwMCCPaRXQfRLiJsYgsf8A88e7s0rQ8HultB2C93Ya8WKKB5+t+k11zcrd0YHDm257S5cbtHK+qCQFCrMGAF48zJ04VtIwQtnY9biM7kr4yMrA5TBIzaaEEg68eXSp+F2gpuWktsWzXMpyqY8I1knyBECeVYbu7RBbsWADEtlbT2gETpr00rNs7CW8JkN+4AQWKqJ1MQY6gT9a5pOzVqi3x200tOivIzhtY0BXLE+2TWRMao8YYESOBBmTA0HXSqzHKmLM2jluICMr6SDrIIqbs3ZrABXAHiB4z6pnT3gV2OZ97f2qtt0Rp8eaCusZY4xrHi5dKjbPx\/ilWUnoeP11r527sxnuLcRkaFjIWAOpJ068vhVFirBt+upX2iPgedEGbvb2sJhxB5xr9Kn3roVcx4VoG6t9797LmJthhoddFk8eIkiK3Pb09g0ceVRlRS7Q39wVi4bN28iOI8LGDrqONYL3pHwCevfRZ4Tp+ta5vZu9icXhXXsMN2gAKEucwgzo+URpOkxXHrtlrlhHIZjJEiWMaQCGMD3VqEdSMSnpaP0Wd\/cELYvG\/bCHgxddeWgma9\/26wmRLmeEuGEcqwVj0ViIY6HgeVcHxeDfEX8Jh3DNatWrcqSzKoPiuZuDp\/iVOHKvdl4k3sYzC\/lweFOcMocWrdvMqyiXSSpJIUA+IzwrLVPc1drY7xtPfnCYYqL9wWi65lD6SJiQOlZdh76YPF3OysXkuOBmyqdYBAJ9kkfGvy7vXt58dinxFznCoOGVF0RY4DTU+ZNbn6Bx\/v7n\/wAJh\/57dRblP0nSvmlCntcg9NuGuO1g2lzFSxIHSBXX6p9sbEW+Qx4j+f8A0qSutio4FgHaAGtuD0Kn+lScRu3dxJUlGVVIJZhExyAOv8q7Tb3ZC8CPhWU7CPCR8K8\/lzu0dNaqj867Q2VetX2uFGYEzmAJ+Iq82RctSMoUMeigN\/Wu0NuyDxj4Vms7AyerlHuquEmtwpJFPuZgWXK7KV6SIOvOOVbtVdh8G6sCSIHQf61ZV0xw0qjEnbswvaFaHver2nZ7bESVZh4eDaEiRI8QPxqz3k2neS8UDm2gAiB608TMTxkR5VWYHHdrd7G9F5XVoLgHVSDAnWIn4CuGWcZvy+zpCLitR5uShZr4GocqzEyZaCpk8yVC\/AVre0PR9btO1pMUlsMdFuKTlnUDMDEcImNOtdDF7u1hrgQBUGigZRLEBRpwEkTXO9sXrjEu8sCZJBnVjxPT2cPpWpT8mKjywoeY2y\/3Y3As4K4uIdzevD1WIyqs8SqSdSNJJPlEmtS23jWtYm9a0KrceAeQJJXX2EfGt73Aw7jBKLjE+NigP5UJ0X4yR0BFZtt7p2MQ+e4niIjMpKn3xoffW8kPMii4sixydnJcRjneF4BjEKDrOgHnqa7VtLEdnYa+VzFVHhmJJIAE8tSNa1jZWx7GGu5ltKYYDM5ZmEnLIJ0B15DnV\/verHA3xlnwgkDXRWUt8ADWfDpUy+JlbRrNnfBw\/jtJlnULMgeRkyY14CvvfzHXrN+32VxkBtawSJ8TRPXj9a1Wy63A6r4mIhRqTJ4R1M11\/HbPF2Mygx1AP616TzGrbi4subty\/eJC+EM7TGYjQEn\/AA18b6bPGIe1dw1xXe3IKqZJEgmBzIg6c5qft3Bi1aVQoEMW4RwUjl7ar93sz4hBAADAn3EHiapCVsTY103LbsCoQgyeJjWAOIBrYtt3CllyOMQPaSB\/Os+0MX2UaesYk+ya9s\/j22DjnEj3EEefCoU17+0U6OPd7oEGtlspntqWHrKDB8xzqHb3fQADM30\/pVwE5UYSIuAwFu1JRFSeOUAfpWLeBwthmPAan3a1ZAVVb0j\/AHW7+6f0NQpzXE+lfCdmypnJKkAxGpBg1zXA4hBYC5wPFqDFVv8AZ4EACYipViza0ViASYIk9COXnFd8PwnHLFSRtuwto2RimeUZeyIJJJjwx+Ux8axHc4HAjCWL5Ga52l52t5S+URaSA5hFlm1JlmnSBVXj7VlMlq2MpNtSygZsxIBMzMkGfZ7qy7B2oy3+xLDsnk5VWAp\/KYABidIjnWZRvewnW1cFPjPR7jE9QJdH+FoPwaP1rbPQ1sy9YxpF609s5GHiUj8ycDwPurYtnslhTda9fup+yQHjhwyW831raN29pWb+VrL5hI4gqR7QwBrnwdLs3mlKVDR9UpSgFKUoBSlKAUpSgKva+yExEFiwK81j+YNYNm7u2bL9oMzMOBYgxPGAAKuqVjy43qrc1qdUYMTYV0KMAVYQR1FaridzlaQH8J0IKgmOkgj9K3GvIpLHGXKCk1wQNm7NW2sCpxtjpX3StmSrOxbJftCus5uJieM5ZiasHSRX3XtRJLgrbfJVWNj2Uculq2rniyooJ9pAk1aAV7SqQi43CJcXK6hh\/wDOYrBg9lWrbZkQA9f+tWNKAxX7CuMrAMOhr23bCiAIFZKUApSlAKqN6v8A7S7+6f0NW9V+3MMblh7a8WUgfA0B+VMOBlywCOM8+H\/zSp2ARe0EgHTnyI1BnyitiX0abQGnZr\/EP619f9m+0P2B\/EP612W3oYasrkxKIeC6qB1gQNAeRHDTzrNg9o21JKqSBxCyOR5wYGlST6Ndof3Y\/iH9az2fR5tBQR2a6kH1l5T\/AFqb9pE01w2VZ3uvKxKKi6yAczR5AyPrNbh6PN7MRicWti7kyZWbwrBkFQNZ8zWvn0cY+Z7Nf4h\/Wto9Hm5eLw2MF28gVAjCQwOpKxp7qzVeho69SlKwaPqlRu+L0f5dz7ad8Xo\/y7n20FEmlRu+L0f5dz7ad8Xo\/wAu59tBRJpUbvi9H+Xc+2nfF6P8u59tBRJpUbvi9H+Xc+2nfF6P8u59tBRJpUbvi9H+Xc+2nfF6P8u59tASaVG74vR\/l3Ptp3xej\/LufbQEmlRu+L0f5dz7ad8Xo\/y7n20FEmlRu+L0f5dz7ad8Xo\/y7n20FEmlRu+L0f5dz7ad8Xo\/y7n20FEmlRu+L0f5dz7ad8Xo\/wAu59tBRJpUbvi9H+Xc+2nfF6P8u59tBRJpUbvi9H+Xc+2nfF6P8u59tASaVG74vR\/l3Ptp3xej\/LufbQUSIpFR++L0f5dz7ad8Xo\/y7n20KSIpFR++L0f5dz7ad8Xo\/wAu59tBuSIpFR++L0f5dz7ad8Xo\/wAu59tASK9qP3pej\/wP9tKEokUpSgFKUoBSlKAUpSgFKUoBSlKA5FvrtnGW9o3LSYh7NkBDpJEZbefLCnWWnWBrxqDu5tvGnaVq0+KuXbBuMpVgdBlcqrkoBm8J0H7J4Vf+kjc6\/iS9\/C3VLkQ1pyASAEBFt+AJ7NdG89RMH43J3Svo\/esS6oZa4LS5SSza53OoU+Q1gxI1B8umamfb83w0vDW0lJKuN265\/wCm87Qu3wCLKgk2yUJEgMEu+sMwkZuy0kTJ15jB3nF5WPZKG\/EgSDGUTbEz4sx0mOUxV0nAeyseKRijBDDFSFPQkaH416j4hVXL+KBaEBEeDqTlbidNAQNCBxmfyV895xf92IjUwJkoDoM2uVww4agr0k\/VrA4gZwXADJlU9pcYoS7knUDMQjLDHUlYOmtYbmz8YRBurxBMM6zOjgELKiFUiObv0EgS3fEeExAOXMAAI8TSfzEGAumvE68xHGJxedPwwVIXPoAVaLhYDxapIQAjXUcQSR6Nn4kklroJ0MB7ijkrLpwBVRrEhnYjlVpgUZUVXMsBrqT7BmOrQNMx1MTzoCJgb18uouJClPEYAIucSIzHwCCJ1mRqeNWtKGgOYWNprj8Q3bAumVnS3JACpBEKAZaOJifFpwAr4wO1Thr9qyGi1ibZ\/CksqliUDISNPFpykTpwiNtHY+FwbqL1m5cVS+S9bLFcpYFEbJcHqjiDE8uMiXs\/ZVrE3beJS3ctraBLNeJm4bajsVtBmJChpYxprzPD6MvL0v0r+dnzY69S237\/AF\/B0HaLXhHZAHRpnrACe0SZPDQHXkYtrEYj8yQTAiBAJUa5s2ozZp6aaczc1XbUw91wOzaOP52TUjwtKg5oP5ToZ8tfnH0iHcxGLyhltySoJUgCDlgqPEPztmnXRCOYNfWJxGKCAogLRc0IAmG\/DJ8XhJXXzPIcBkTDYgXFbOGUM3hLMJQxknwmWEt7YGvT4u4HEQMt3XO8yT6jEKseHVlt+LXi41MEmgPb9\/EhkyIGXKmaeOYtlaCcvAENwGgOkwKxJicWfyAGF9bgWLLnGnBQCwBnlIz0tYDEhYLgt4\/F2lzQtARssQ2UT4dBz4mRjt7NxY07ZcsQBLLwtqgjw+EErm55SxIzUB9DFYwpPZAN2aEKY9YnxqYJGgj83P3idgLl4uwuJC\/lOnXxTr5iP3T5V7gLN1WYuwKkLlWWbLlEHxtq8iDJjWePGrGgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgP\/2Q==\" alt=\"Materiales met\u00e1licos y aleaciones - Docsity\" \/><img decoding=\"async\" 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\" alt=\"ESTRUCTURA INTERNA DE LOS METALES Y ALEACIONES\" \/><img decoding=\"async\" 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\" alt=\"Aleaci\u00f3n - Concepto, tipos y ejemplos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTzuTKGGIhbOWu---A1B2Dnjw1KMx6S0UwYqeGtCFPFvgwUYnPZf-RjE0-VdeNTljKjUy4&amp;usqp=CAU\" alt=\"Estructura de las aleaciones Temas a desarrollar para\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La estructura de los cuerpos met\u00e1licos, as\u00ed como las aleaciones, merecen una consideraci\u00f3n especial. La estructura de los metales y aleaciones difiere de la de los dem\u00e1s cuerpos en un aspecto muy importante que considerar\u00e9 a continuaci\u00f3n.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Me refiero a que en los cuerpos met\u00e1licos existe una deslocalizaci\u00f3n de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que est\u00e1n menos fuertemente enlazados en los correspondientes n\u00facleos, es decir, de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\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:ANd9GcRVmvJ_Aoxw0k9Esiq3el0oK9ZcakRH048o7jBPxHK_6fbPiKcbGcQoOcUj5jqDPJpiWrQ&amp;usqp=CAU\" alt=\"Consejos para comprar lingotes de plata | Cosas de la Crisis\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Vamos a precisar un poco. Supongamos, para fijar las ideas, que tenemos un trozo de plata met\u00e1lica pura. En los nudos de la red correspondientes los \u00e1tomos han perdido su <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> de valencia, pero ocurre que cada uno de estos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> forma una colectividad que se halla desparramada o dispersa por todo el s\u00f3lido. Una primera imagen de esta situaci\u00f3n fue establecida por el gran f\u00edsico italiano Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, por lo que se habla de un gas electr\u00f3nico, llamado tambi\u00e9n de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, que llenar\u00eda los espacios libres, es decir, no ocupados por los iones met\u00e1licos.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Este gas electr\u00f3nico es el responsable de las propiedades met\u00e1licas, tales como el brillo, conductibilidades el\u00e9ctrica y t\u00e9rmica, etc. La aplicaci\u00f3n de la mec\u00e1nica cu\u00e1ntica a la descripci\u00f3n del estado met\u00e1lico conduce a la obtenci\u00f3n del mapa de la densidad electr\u00f3nica, o como dec\u00eda antes, a las caracter\u00edsticas de la informaci\u00f3n correspondiente.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Sin entrar en detalles que desviar\u00edan nuestra atenci\u00f3n hacia otros conceptos fuera de los l\u00edmites de lo que ahora estoy pretendiendo, utilizar\u00e9 el mismo lenguaje que para las estructuras de n\u00facleos y \u00e1tomos.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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DuEqcVeW9cjfKvFiS0lYvUXmQjIuNOz8va+YA+fskqpYC50lTjcRZT6T7BwGwfC3iTL1BSlUjs63\/AH5XOsVKEaUnPS36Xe7Giob74oG428VPK4IB+M0lprD5Sb7Dp\/abqjtJxe8+Wc3Bqa3Z+B0dKpcAjeL\/APElUKsrOiaFU3uvZNymbQsfOA+fPWTgdbb+B2zAr0nTlsPnnyPqsPVjXpqa38ef2XmDeT0eUOGq20lhSxHOUZ08yCrTzLLrJ5Z5DNYHbNb1eBI8f7zhQIlTZIrVJ1nQr3oUieHyJAnzvGYhweyV7iCDf1gf0ncYDE1aVKmlXDVOyoBakUqLs10uH\/pmv0dSak5Lh9+HK6yp0gtmEU+P2\/JdxK6j0xQYhesCMTYLVDU3J4BagBPhLGarTWpliIieAREQBERAIvSFOoyFaTBSdCTuFje3PZNApVwiAMmYFr7ltrkUdk9nZz58bKIBSUaOL2mqhsVWzKBdV8pwQujOdLbANRrtlYnC1S5ek4U2AGfMy2uS3YBAubJrt1blLGIAiIgCYmZiAIiIBB6WB6vT0l+dv1lDVa06LpCoi03NV1RLasxAA4G552nHPinduyhVRtaoCpPqIdfFrdxmP0lRk2p7ra9l+ba+Bews1bZ558iSzzQ5vynk1JrerMxRtmaKieKpAlbi6k34mvaQaNB6r5UFzYk8Ao2seAliCdy3Siktp6Ij08M9Z8igkAZnNrhVvtPeflJnSuEpnLTA0Ub9bsdSTz2TvOgujEwtA38ojPVbeWts7gNAP1JnFVaBZmY3BYkm2y5N9kt1V8uld5vy5foQ0cUsROVv6rJdd+rs\/ObKFuhk4HwYzNPoxR5mvFjeXJwp4\/D\/AJmGwnE+zSRvGtr+z8X7k0KWHjLajCKfHZXt6G4kvTUgEkalhqUK+fbevHkTuvbpcH9HqVaiGq36w70OqEbQDsbv2Hdxmr6DVApq0uIDjjp2W\/2yxamcJUvTUmhUJLoLk03AHapLvUqCSg2Zbgbpo4dRq003mZGMxFSnVcYO3Xzz3ZHL9J\/R2vSuQOsTjTBuPWXaPC8q0xHOfVqVQMAykFSAQVNwQdQQRtEhY3oahW1qUlJ9IdlveWxMjqYK\/wDR9z9yWj0puqx717aeFuw+d\/xJmt8QZ2dT6F0T5L1RyJU\/pPeG+h9BTdjUfkSAP6Rf4yt8nV4LxLX8hhkr3fgUH0V6JNWoKjD7NDck+cw1Cjx1P\/M+hTVQpKqhUAUDQACwHcJtmlQoqlGxjYrEuvPa0W5GCOMzESYrCIiAIiIAiIgCZmIgGYmIgGYmIgCIiADK84qpUphqCqCSR9tcBQLgtlXVtRoLi99olhE9QKzDdFKGFSqzVqo2NUtZNv3SDspttcdojaTNHTfRxcdYguwGq+kOX5h8ZdRI61NVo7M9OdDulN05bUT5pWr6ncd4OhB4ESPVxfCfR8b0bRqa1KaseJGvtGs0YfoPDpqtGnf8wzezNe0zf4+SyUlY1o9JUks4u\/d6\/g4foroWtiSCBlTe7DT+Ued4ac52WE6Lp0erpUxtOd2PlMEttPrMmmy15cyJQN6tU+iETxsXPwdfZLtHDQpZ6viUsTjalf6dI8Pfj6dRo6eqWokDziF8Np+AM5nqp0PT2vVj1j8h+plMyzH6Sk3Wtwt7\/csYXKmusjmmJGxVG0nkTXXS4lC5bjNpkfoSrkr0m\/NlPc3Z+ZB8J2uOQlDl8oWZfWU3A8bW7iZwN7a7xr4jUfET6Nzm10VO8ZR4NPxy+xT6SWcZdq8P2U7KaP2tAF6Ldp6Si5GbU1aI37bsm\/aO1cPaUKyuqsjBlYXBBuCDvBmrAaKy+gzL4XzKPdZZFxFBqLGpRUspN6lIbydtSnwfiuxuR1OqZhaRI+FxC1FV0IZTsI9hHIg6EHUESRAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEjYQa1Txf\/Yg+QEkyNR0qVB6VnHsCEDuyg\/zCAROlVuy81b4FZUVEl50tRLIGTykOYcxvHslI1dW5GYePilUd9+a8LPwNDDu8FbcaSJipsM9OZqqtpMp5FxFfUG3xn0GmLADgB8pxvRWDNWqNOyDdu4HZ47J2s2uiabUZT42Xhe\/r5FTpCabjHhfz\/RGoC1SrzKn+kD\/bJMjYXVqrfmsP5VAP9WYeEkzXM4rMRh3ps1WgL31qUrgCp+ZL6LVtxsG2G2jLKweKSqivTNwe8EEGxVgdVYG4IOoIsZJkVcGq1GqLcFhZwPJYi1nI9IAWvvGhvYWAlTWKym1mGtrajW97W9h9kg1cEGqOeuqX7LZVYgKMrKug3XzG28jlNa9CgKq9Y5yghWaxdSdAVY7LAuB63KAWYqAkgEXG3lpfXwmyVrYVUVTUqaK2d2Y5cxAspY3A0svflEsoAiIgGIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAJHr0s1rGzDVTttyI3g7x+tjJEQCIMYBpVHVnidUPc+zwNjykbFdF06naRspO9bFTzt\/aWk0NgqZNzTS\/HKL+2R1KUKi2Zq6OoTlB3izn8X0a1PJdlOZ1QaEasbAnlJNP6Pk\/eVNOCj9T\/aT8X0Yj5Nq5XV9CfNN7bZv\/g03gnvZj8zK38dh1b6fN+5N83V4+SGHwyUlsgAG\/nzJmupis3ZpWZuI1RebEbbeiNTyFyNgwNL\/TT3RJAEuRioqy0IG23dmqhSCqFG7jtPEnmTrNsRPTwTMxMwCup9FqKnWZnZszN2jcDMALWtsAvbhmPGR63Qatl+0qEbGBIF1zFzsA7RYLc7bCXMQCuHRgCVEFSr22zEkqTuuouPJIFrd\/GbsJhBTzWZzmJJzsSLlmY2GxfK2Cw0ElxAERMQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQD\/\/Z\" alt=\"La tabla peri\u00f3dica, capas de electrones y orbitales (art\u00edculo) | Khan  Academy\" \/><img decoding=\"async\" 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\" alt=\"El \u00e1tomo y sus electrones.\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Recordemos que en la sociedad de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> existen las relaciones verticales y las de estratificaci\u00f3n, que se manifiestan en las capas y subcapas. En el caso de los metales tendr\u00edamos una colectividad de n\u00facleos, arropados con sus capas cerradas, ocupando los nudos de la red; \u00fanicamente los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia de cada \u00e1tomo forman la colectividad del gas electr\u00f3nico.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La pregunta que nos debemos hacer es: \u00bfestos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, en n\u00famero igual por lo menos al de los \u00e1tomos, se hallan estratificados? La respuesta es que s\u00ed. Existe una estratificaci\u00f3n de estos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en las llamadas bandas.\u00a0 El concepto de banda energ\u00e9tica resulta de la consideraci\u00f3n simult\u00e1nea de dos aspectos: la cuantizaci\u00f3n energ\u00e9tica (o la estratificaci\u00f3n de los niveles energ\u00e9ticos en los \u00e1tomos) y el grand\u00edsimo n\u00famero de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> existentes.\u00a0 Este colectivo no podr\u00eda ubicarse en un n\u00famero finito y escaso de niveles.\u00a0\u00a0 Esta dificultad queda soslayada si se admite que cada uno de esos niveles at\u00f3micos de los <em style=\"mso-bidi-font-style: normal;\">n<\/em> \u00e1tomos que forman el cuerpo se funde en otros tantos niveles de cierta anchura donde ya pueden alojarse los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> disponibles.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/b\/b1\/Atomo_litio.gif\" alt=\"Archivo:Atomo litio.gif - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Esa fusi\u00f3n de los niveles at\u00f3micos da lugar a las bandas. Esta imagen equivaldr\u00eda a considerar un metal como un \u00e1tomo gigante en el que los niveles energ\u00e9ticos poseyeran una anchura finita.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En cuanto a la informaci\u00f3n que puede soportar un metal, podr\u00edamos se\u00f1alar que ser\u00eda parecida a la del correspondiente \u00e1tomo, pero mucha m\u00e1s extendida espacialmente. Una informaci\u00f3n puntual, la del \u00e1tomo, dar\u00eda paso a otra espacial, si bien vendr\u00eda a ser una mera repetici\u00f3n peri\u00f3dica de aquella.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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\" alt=\"Todo lo que quer\u00edas saber sobre las estrellas | National Geographic\" \/><img decoding=\"async\" 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alt=\"Galaxias que se atraen | ESO Espa\u00f1a\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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\" alt=\"Las nebulosas \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" 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J6jjS\/ZLw1QOc1kEF0gHbNBygTzIA9UeVV9OvqYdYghwHtPIzdWeHf3mnxQXEC0jWQOg1HT2MriBJS6EZUMqkZCiyJd5tpHy9EMqkZEMi2420f4Bw7\/ABGJo0To97Q7\/YPE\/wD4hy6t2s7QtpaRazW6C1gT0lYjsFRjEPqbMpuM8i4hs+2ZV3G8Ua1UumBJDATc66Dcrjy\/5Mm19Ivjjtju99Ij8Rx76jpL5Jncu84J562VeSTqZiw6eSe7tDu1eNJUiUrbsYhAhP8Adod2m3A2kfKhlUju0ksW3A2jGVE5ikCn0TtLCPfORrnZRmMCYA1J6I7kjbWQQ1HkUnu0WRHcDaRVY8K4m+i9rm7Onz5z5j8gozmdEk00HUlTCrTtHXn1mcQwFWk2+dhyztUbD2f8g1cTfRIiWkEgGCCDBEi3kQujdiGvoiS8f6gDm05vll0v6WbIj1hYziNZprVs4Jl5DSPuw4hxjcQLDop6WW1uK6KZoJpS6sqgxAsV9hsHR7qu+pnDmtpspDTM95Pi6tAaZH6qq7td0ZpkJY2iLlRZVLNLoh3abeLtIeRLY1s+Kct9LHQxr1j0lSO7VvT7LYg4X\/F5AKd4kw5wGrmt3b1ReSK7YFBsoAOSdZSkWkumwAmdST6QPfonRS5bIBpTqYNorCYWpUcGU6bnuMNDWNkyTaw1vuuqdm\/s1p0WCrjGNq1fu0gZY2fx\/wD2O6fD56qz+y7swMPQGJqs\/wBaqJbOrKRjKByLviO9wNlscS7L4tiPQaXK58+oceIgjFORn+PUxTaGUm0w5zmuyBrYeQWgy2L8+mVSOO1O+wmIpCHOOHqNzDSXMcIHUFZ\/tXxru63dMu\/u3PbFyXvDmMa1oGsttNrhTOByzCzUOrMpOxMeN0HYmPqVx75fTs8SpfTibKxLBndLQBlGpaCJGXkBay2j\/s7rQ0srUqjXNDswzAX2GsjrbyWEYBlBF9vUahbLs522OFoCiaZeGkkG9gbx7yfVd3lnFUiDxQk7ZknEkAyTInWfb0hVL2PbNnASROkqwp1WOBc4EE28JMgAfnveUy7iMGIDgJAOhI\/RLG16Gm00ndEBtQjQ8j6jRSMFiclQPEy05xF\/EDInpzTBB0jU\/wAQnHBzCYcNwSDIOkhO0nwQTa5+GrohtRjalMQDIc2ZyuES2dxBBHQ9Ep2Hytzus2cotMmJMeQuTtbmFT9muKMpOc2rJpugmNQ4TBA8iQfMck\/j+Ol9QPDWgBpDGG4YLwR\/VeZ53uuN4Zb2l0dsckHFN9locIGjM4w0xlIBdmzTEBt4sZ5RCN2CIEi4IkGCNgYPIiYI2MhZzD4mtUPhEtBJOwGadz6q0DqjWh3etblzElp8V+pidRYa3KEsMl7GjkjJdFzhhUp0n5Beo+mAZizHZ3TvBsD5quq4F1QvdBaxkMYdy8Sdd7ybcwrPheIbXa3vSGOjWZDpAJffQxtz03WkoGm1gLWlrGS0ZgRtMgkeJ5jz8pXHPLLG2q5OuOKMkueDK9xloS8OfVMNaLmA15zPceWUtF+aj0qeZodEEEtcORFwb7EEexWmxuLpupw14Y5w8eY5TAvlg9YmOQSMDhWsbmdTzZmi7YeLWDreaR5mottc2HwJuk+CgbhidAgKI0m5JA11G1\/ZWr6JZGd4YXSGh1pte3LrpeFJweFZWPdteCGnxO\/8QczJ+IScs\/0ovM0t3o346\/kz3cFScFwt9VwZTEk+wG5J2C19HgVPMS8kt2GnvCsmubTaGUmBrb6Wv\/PPopPV\/ALTcmb4j2foUmNl0kXe6drQGgaEkgX2lHVbUc11SnNNjh3fhhpfTzAU4YT4BM+IxqdZVweFseS6t43F2bLo2bCTuYAH7JddtNzy6WlzrBovZoAAcNhI06eSVZ\/5KrEuqMS\/C0xSeSRnYQ2AZmDlJgbHn06prA8MfWdkpgF24JiPdaypwwuqsdDcrZlsC7pJJMdY9zornh\/CGU\/GbGItqYm3QXPyVHq6XHZKWGK7OfYvgtWnmLmeFrspcNJmLc7qGzAPc4Ma0lxMARudF0t9PQZMwzFxNoBH9\/zVbxHimVzHNp1HXMFoywIIkGJMiNeiaOqlLigPTLsddR7kghrczKORgJ1ygn9p8ishx\/h1Ml1RrYyhoAEXyAZi4DckxPOVosa+nVDc1CsxxIHeENzCDe86a7KbiW06bGgse8Fvic0SXAAwDFgPL9UsMjg0\/Y8oJxpmFqUg+nGaABnH+5rYAA9Y+rngMHSL5rOc1kZvCJJMWbImBpdamnwqm9pfmcxubWpDQAScrQT8Xup2B7O0QQ9z8+UiW2DSf77K71NJrki8KuzP4Pso0UG18TUcwOMNawZj0dvIMEgcrqy7O9jadUd5Ua9rA52RjjDnAE5S4DQRBgarTY7EtBaHwHPhrGyLzyve0kxsixnGKeGDe9e3M64DDnMafCBPSVJ6jNJcJivHFL1YnA9jMIHOb3DXNOrnEk66Nk2HVW\/arAuq4Z1KllZYCSLBojwgDpITeE4vTZUFNxOd4Lg2CCGg2JEWCYrdqsO8VPEQymRmfBgkiYHOB6Ke7K3btkZRe9ccIyPDQzCNqU+4zPeAzcjZgLnOkAOJLosBMck\/wbsr39YVsU3K0OaYDWsY8NnwwLmSBcWiUKnbHAFwID3yPEcpIg\/dcPvaC0J6h28bVOSjRrFoBDYpyCGmIsZXZDyLmnfsee2S2qjo1XEGPC3NcDkI3Pks92i4maYAdUyAy3wiSXkQ0NG5n8lUs7S1D4WUMQ8kkF3d5BafF4yLTaFhO3XHqjixhY9jmPefHBJs0aNkRMp4xlOVMkoLHyyBxPF1KmIdUeXh+cSQSC0A\/C02sP0Q4vx4jBjDsqPzus+8wxrnOgu2zEiw2bfrl31HucXOcS43km9+qS20+ULtjiSq\/RGWZu69iKNRzPhcR9ck+MY\/kD1hNhiXlV3RFNotKPZfES6aVSA6G+EtJk2OU3g6e6jv4VXoOzvpBpufE2wg6gdI\/NdpdThuTuakNMh9oIBMWa8udrpCOph3OLHMojM0mc3ghuWPC4t1uDpsvP8APKz0PDFJHBqTS5xIBcdXEgkRztfUpVOg+n90S4ZQCL+LS2x3vsu0ipWmoX4fJA8IbUa5tQ5SQJ8Ja7wxcReVRYl5qNAqYZlJ9Q5XPcWuazNINTMBMtMG7rEC6os7b6\/2J4I\/eTljqbqZ8TYnY3+in2sDm+LwkEA8w3WY3P8AC3nEcTgcOWipSNd85mua0MDm7uBuHafCSbnZWGGxdN+WrSpU2Og5eY3ObO0QR4o\/q6C7SyuroEcCtqzIDh+WkXspvDDo9wDc2oBAd8Z8rBQjgu+BeGua1oF2tJa430nVxgjdazH4IhoAp3Y\/LnNTNMAEw15sGgzaxJT3Asc5gNOrTIY2TTrPYWZ5eXQ4bfEMpAERspb3Vrsq8aun0UWE4fVDSRh3nw5WmoQ25AAMOLSAIMfkpmCNd9MZ3GWS0FpDiGMczMd4\/DJuVs6dDvA3cTImHEB12uB3BJN50IKawHDqlJr6Yptykw4MDTmGgJyAmYJJmNVF5L7XI+xfTnvabiNR7msYHQBctHxE6SRd0AWJuZJVY\/HVWtY2CxzXG7XHxGZEtmBBG2q6b\/l+JYGijh2uc0EeN4LQ4k5jkm5IA3hY3F9ksU57v9JjTmknMB4iMzosBF9BYaLoxzi1TSITjKLtNjfGsVVeadXvWvIaAGt2zEktjY6SI2Cm4J+OL3Gjhi1z2S0ugFrT96DAgwItq0Kw7P8AZqowlzqDc0u8T4dDctjBqQSSSYPIFWODwdWm1pIxDvBDgMjofEZg4VOYH7KM5RSpJMrGVcttDVbv202y9znks8Gb75PjbP4dZnQBJFbFuDXUwYLYyy0G556HYTr7q1w1J4h7jlBAzU8j5Jk+I1Bobk6pqvVYKYYKzGalxhsxya6xDha97DRcbivi\/o6PMvpExmGxAfmph5zNGYzq64MN0aLC\/VSqD8Xly92QbAPMGADeRPisg\/jdNrGtplztJseo+Ll7ykt4+4\/DTBM3zO2ESALRuekpXik1ykF6iCfDJ1V2LEQ1ht8UR8i5EK+NJ\/7YGmnz+JRP86fGQU8pNg4ucYM\/06pVXFVHEQ\/LaTlc7leM1v7qfhku0v6Eeoi\/o6\/E4tvhexjxPxgGP\/UX5apx2PqUgw1GF5dNqVNzriCJvYJFDHUZg1a73TcEm\/QBinP4rSBEl45f6b+W8iUfG\/gVnVdkQ16jXZsQc4guaynSeS2PuhwME7XVo1hqMzsd3c2Be2DHPK68+ahntDh9y+J1yOj5lBvaLCgyGPJuCcg5cy7kEywyfoV54pdjeP7LMrNY1+JqlrBoI21MRroPTzU12Hpim2hTqBgaY8IE5TMNvO25nnqoH\/U1CPDTqHaLflmhIZ2iwoMigZM7NF\/forLHkqqJPUYk7slv4Ix1RtSGF4Je17g4kOlpJ+ICLRHJQuJ9lO\/c19TEARZuSnlIgyMtzFxPqeaeb2qoi3ckb6t5b2QqdrREtp20u8f\/AJsnUMyfCEeowv2TOH8EZTrPr56j3vGU59mgAFoJ0kgFLxNKg2SMOHCIvBiCYEHzOgWfxHauofgbB\/3B35NCo8bxjEuJms\/yaQ0eUBNHBkb5FeqxLo1L8bTYHhlGmxxi8Bt73LhpFx5qrxfaUsAAa17jIjMSB66arHYqq9x8T3uPVxP9kwG2tP8A7XXTHTfSUtbH0XOP7a4rxtYW053aJO1szp0hZatUfUcXvcXOcZLjcknVSTSHL5lFlZ+H5n910wxqPSOaeo3dsiZUoU1KBb+Ee5\/dKa9n4R7n909Mn5YkVrEeTorvhPDm1nEd5Rp5W5iaj8oPQWN1tsJ2EwxYC7FAnc08mX0l0pZSS7HjK+jfEDSfyRAXt+iMoiPL5Lj2no7hmpRzCHCfIkc9xB3UWmylSBawBo3Hi977o8TMElwHIA\/p7KTgWtyeAy8wXTEj0OyGwO6ho4dr\/FkJ3BI+YkSkUsLTbpTaDzytGp5wE1W7xuaXkCNsriTyIcbXjRZ7iFat4XsfnyyXS82JMDw5hby\/EmWKycszRoalKiRkd3Za28EtIBG8A+E9bKLUxuFYZdVp+jy4\/L03WNrYmpkIysubxm2nYmPzVa8OiIEdAJTrAib1LN\/h+KYMSBVI30zWtzBKe\/zvCiCKrSOgdPnoLrC8EANTLqS2Nto\/ZI4rhi11jA1uP213S+KO6geeVWbmv2iwrILqhI5Bpm3r5ppvaLBvIImeeUHlaCfqFzWrmJ3Pug4OGohN+PET8qR03EdpMMCHFxm4Hh\/cx\/ZRn9qcLMAmBtlA1vtP5LmbyeSZdUKy08QPVM6A\/ti0Eg4cObJ0dBjyLYVZX7QYepM4ZzCRHhfa39Ij6CyJxCAxHVb8aIj1Un7LivjaYJLAQCbCP3J6+6I8VgjWBrZpn1IVXWqttv6\/xZMOrC\/knWFE\/M\/pcf52+QfCfNrfyAVjgO0z2aNZp+E8jN5sVkDUS2Yp3ntdaWBNVRlnkvZsKvarNGZrrHUO\/T+FFrcbpOgZXCTJ0N\/PbdZV9Y\/rCcpmTMErLAl6G\/Ik\/ZqqnEqdgGmbXcATbbySsTx2mWNGV0xGgDYggQBpqqUAlt9oHp9SqetXOkhaOFMEszRqW8VYL3m1y6452SjxKk5mUgZpu68xcxqsiKtig2uqrEhHkZsqOKw\/eNk+HeQdr6SpmLfgw5sEmbmA8Da0kzpKwgxF5n+yU\/EyRBK3j5Bv\/SN532EL4bTIJBjxGJnq\/kOaXTZRIe55YANJJt7HVYalVl1r3mTayn4msBTdDm3Fo1ufl5IPHyHyfpGiZh8EWGajC7\/z\/iNdbqFUwmGIkOt\/S79xv+iyvf8AntZWGDcIbeZbJ+fyTeNr2K5L4iwfhKcnK4x5\/LRUePZlOsiSB5Ba5tOQIytJgmYv6k3A\/Qqo4thZuB1cY3j33180Yv6JJX0jO5wlE2kJGIbD4H5\/wnWt8B1mOatZNxYlj4MqSHjeJVaHqZTqGNPkf3WA0z0e9\/X5IhUjefO10SC889oh4sAnMb\/XJM8FqhtRzM059LH60RoImZJxeAsWgwZMEgnW2qz2L4fDDTL2ySMuW8kHTbmggiiTKLiHDqlKA9oubQQbjyJjdVtTCu1APX63QQVUSkDBOfTqMeDEHWwsbEHpBIWn4hwtr8zc1tWuO97Xnr1QQUsvaNDpmTxnDXNNgI5iTf2Ve9j+em\/L0QQVIkmM91f4\/YD6ClUMED972E\/luggnJicUABG426X9JVVXaOSCCKNLohuPRILkaCchfI3mGiF+qCCwyF0qZJg2VphqAGvQwZ+UoIJZBXZZV8QxtM2kDwwPEJuZJgiVlqmJbs35\/pCCC2Ppjz7GRVF0k1AggqA2oT3iMP6npCCCwRym6CIzeg\/ZScTXJZmiBpOpP6I0FmEgiqpOHrt3mY+fuggiY1GGxDi0Z9RAkzboOgnfmk8SxPTMCSCRaXGJ2+rokFBdjPooeJkZpaZnpGgv5qbhqgNF8gu8DpvpM306oIK8SLKFqksrwIuggmRmf\/\/Z\" alt=\"Otros mundos | La T\u00e9rmica\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00bfY los cuerpos que pueblan el resto del universo?<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Cuando un cuerpo sobrepasa unas determinadas dimensiones, aparece algo que conocemos como fuerza gravitatoria y que se deja sentir en la forma que todos conocemos y que da lugar primeramente a la fusi\u00f3n de los diversos materiales que forman los cuerpos.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">As\u00ed, por ejemplo, en el cuerpo que llamamos Tierra, la presi\u00f3n crece con la profundidad, por lo que a partir de un determinado valor de \u00e9sta, aparece el estado l\u00edquido y con \u00e9l una estratificaci\u00f3n que trata de establecer el equilibrio hidrost\u00e1tico.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\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=\"Los planetas rocosos del sistema solar - YouTube\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\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 Los planetas rocosos<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Dentro de nuestro sistema planetario se distinguen los planetas rocosos, hasta Marte y meteoritos inclusive, y el resto de ellos, desde J\u00fapiter en adelante, incluido este. Estos \u00faltimos difieren esencialmente de los primeros en su composici\u00f3n. Recu\u00e9rdese que la de J\u00fapiter es mucho m\u00e1s simple que la de los planetas rocosos. Consta fundamentalmente de hidr\u00f3geno, helio, agua, amoniaco y metano, con un n\u00facleo rocoso en su interior. El hidr\u00f3geno que rodea a este n\u00facleo se encuentra en forma de hidr\u00f3geno at\u00f3mico s\u00f3lido.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" 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8ipjUwA9hnkImplkcgASy0EpEVIAJaNUy7HM048gAYzWjpxNpl0ZofxQA5Wjsth8YthlADWlRg3ssWZlkdQwAmSKUmSy6py7ZU8wAZ8UXbCOQsWQACiJMshlNMMowCjnk2XwzGiGYAFRk2aMepLPijAaiiGyS1KSKJ6r3GBLQ0yC1PuDzgAqKsazClnAApBZD9QNagACh2VvMRlnAB0gsz5cxky5AApJFxbMsspX8QAHRomf\/9k=\" alt=\"As\u00ed de &quot;grande&quot; es el Sol comparado con otras estrellas del universo\" \/><img decoding=\"async\" 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\" alt=\"Mars Society Argentina on Twitter: &quot;Que pasa si comparamos al Sol con otras  otras estrellas conocidas? Sirius la estrella mas cercana al Sol queda a  8.7 a\u00f1os luz de distancia, tiene un\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Tambi\u00e9n la composici\u00f3n del Sol (y todas las estrellas que brillan) es m\u00e1s simple que la de los planetas rocosos, su estado f\u00edsico es el de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> y su contenido est\u00e1 reducido (mayormente) a hidr\u00f3geno y helio. M\u00e1s variedad de materiales existe en las estrellas supernovas, donde el primitivo hidr\u00f3geno ha evolucionado de la manera que expliqu\u00e9 en otra parte de este trabajo.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Ciencia Regional: Evoluci\u00f3n Estelar | Academias EXPLORA Valpara\u00edso\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En cuanto a los derechos de la evoluci\u00f3n estelar, enanas blancas, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, se\u00f1alar\u00e9 que la composici\u00f3n de la primera es sencilla en cuanto al numero de &#8220;elementos&#8221; constituyentes; la segunda ya lo indica su propio nombre, constan de <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, particularmente <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que est\u00e1n fuertemente empaquetados (muy juntos) por la gravedad. Una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> puede tener una densidad superior a la del agua, en millones de veces y del mismo orden que la de los n\u00facleos at\u00f3micos. El <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> es un fen\u00f3meno aparte, su inmensa fuerza gravitatoria es tal que ni la luz puede escapar de ella, es decir, su <a href=\"#\" onclick=\"referencia('velocidad de escape',event); return false;\">velocidad de escape<\/a> es superior a 300.000 Km\/s, y como seg\u00fan la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> nada es en nuestro universo superior en velocidad a la luz, resulta que nada podr\u00e1 escapar de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"https:\/\/imagenes.20minutos.es\/files\/image_656_370\/files\/fp\/uploads\/imagenes\/2021\/03\/26\/agujero-negro.r_d.934-2086-3417.jpeg\" alt=\"Una nueva imagen capta por primera vez los bordes de un agujero negro\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">All\u00ed dentro, en el interior del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, no existen ni el tiempo ni el espacio; es como un objeto que estando en nuestro universo (deja sentir su fuerza gravitatoria y engulle estrellas), al mismo tiempo no est\u00e1 aqu\u00ed.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Desde el comienzo de este trabajo estoy tratando de relacionar el universo, la materia y la consciencia, es por ello que me he entretenido en dar tantas explicaciones que, para no resultar pesado, he amenizado con alguna que otra historia, noticia o comentario.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F15%2Fcosas-que-gusta-saber-iii%2F&amp;title=Cosas+que+gusta+saber+III' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Me referir\u00e9 en primer lugar a los que constituyen nuestro entorno ordinario, que ser\u00eda todo el entorno que abarca nuestro planeta. En segundo lugar considerare los dem\u00e1s cuerpos y objetos del universo. El an\u00e1lisis de muestras de esos diversos cuerpos ha puesto de manifiesto que, en funci\u00f3n de la composici\u00f3n, los cuerpos [&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":[20],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1842"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1842"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1842\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1842"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1842"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1842"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}