{"id":3230,"date":"2021-01-03T07:50:24","date_gmt":"2021-01-03T06:50:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3230"},"modified":"2021-01-03T07:52:43","modified_gmt":"2021-01-03T06:52:43","slug":"universo-iii","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/03\/universo-iii\/","title":{"rendered":"Universo III"},"content":{"rendered":"<p style=\"text-align: justify;\">Hablemos de cuerpos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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mAea4b9GO7HnJ017Jwm4drqeNtAjzhzYf\/ANIXxPjJ4dfWJayzYIs3R3WOfWfVkG2a+J6Mn\/LpnhUJ+DasINB3+izm\/wClRebT\/P168up9y6Z+RllFR6h63uIeKhBc8EODq2k0rFpBHVaQSARkHJeFdNfXfirVaU7KTCeEAANPa4d\/lbRd\/ot51P8AyKnMqAfy6bRvDD8Xk\/Fe+v1wtj6RsGnTaetEk3e+LgQLBs3i9wL2Ee\/wIKFKp0mkYgWjFSa25FVpa5pqNizRBsYvFiJXieahEGo0CLgVGYSPwtMHksQpM11B\/S15PJwaPirPsj0x4rzJmZBm87Z2r1aPUe5+J7nOa0HGXEnqkQW31uyA7pGHFTGTS4+0YH5W3\/uU1KxdnkMgAA0cALTvRHp8DeDamk1mUGRieYk5AASSdthlrMDWvv8Awd4taLTwBjQ97wHNfUGL7jKg3MJY9pAAB865wkrnvg3TKlCo2tSdhewyCY12Ig+cCCQQNR7V9nonjs1zR0mjloAiWPAZAvDZbjiZhjXEDYsbYynGYxmpbwmIm5X4XFWiYb\/EJ+5AJPAgSPktbpjBDzOE9G+XCJi0An7zXGRhMh2G1l6dK8dmuBbSoEDXic0CNphpOzIr5jwh4Rq1buIwzMNkCdpm5O8krOnDPHGO5uWtmcZTcQw1WiA4WBkRsIiRwuCOO5FHEThaC4uIGEAuxHUABcnhdehuinoxjIY2S4udfYA1jRdzsyQLCRJbeIfpQALaYLWkEOJu94Opzhk32W224s16Icmd9GnTEnru10w7qsOyo9pl3BpGV3A2XmraQ55BcchDQAA1o2NaLNG4BZNA0So8ktYS0WedQB3nXr7FFLRXkkWGHzi4w1vE\/ICSdQKtDHK2Gi9JTAcar6LTDgGOcHv2OYwEWsOs6BsJyWEVmU\/5YxO\/1Hiw\/wDjYcvxOk6wGledziSSSSSZJJJJO0k5lUevStPe8g4nWBaHOe59QhwhwdUNyDJlohtzaSSU7T6xzrVTYC9R5sAQG55QSI3navKmtKy1qz3kue5z3HNz3Fzjxc4yVsFq1s5SUah+Z4n5qFkeLniVCyFCbXkcNmY5JIKgfVOqOFxyPel0ROUHhnyN0kQpQkjUU6dRzciRt2HiNfaq6R22RsNxyKC4a28iR85UAagObR2dU\/Dq\/BBbTORcLDzgCJi9wcp3JFrTkSOI+on5I6I6i09o+Rv8EAxhBlrhO0Own+6DyWWr0gzGIDW5kz\/URPxWB1MjMEdhClrouDHCygvpWH7g\/pLgeySR8Efw\/aHa130ajp363E\/ih3+6YR021rT\/AEx\/thQPAz0z\/U2PkSl0Tf8AUbyqfoRjb6HJzh85QCz0XfnH6EAaB2tP9bPkTKOgO1nvKf6kQza78o\/UiGek78g\/WgP8OfZ\/PT\/Uj\/Dna33lP9SMDPT\/ALf+U+jZ6f8AaUC6E+z7yn+pUKTZEva0W14zvgsBCnCz0j2N\/wCUw1mcvjX1Br\/rQAYzW\/8AK1x\/3YUDo\/bPa1v0ckcGxx7Q34QUB7R9yfxOJ\/2gKh9NHmta3sLj\/fMdkKRiedbzrzce3WqFXOA0R7OKbi3WmNvYpdWcbFxjZNuwZBB9L4jaLoprkaWGluHqNc4QamoOE7MVjmYzUeMDqVOsXUmsESbNEWytlnC+caQJ+USDfI7NvYOKuk533BEGerMzqutdfGg61dzzic4uOUnYMgALADUBYKQn0cZkD4n4fWFTXR5oyvJuRleMh+7pY3Pgjw0aFF9ItltR2ManA4Q0nhAH\/K1WkVcbi6IWGU1q5mKKMKlITQUE1ITVFLZ4lq1s8KSNW\/M8SkqdmVKgMJidWU6lKpKECc45TYZbrzbtScN85f8AScIwmJ1TGY+WagU57+8G2zL5qVRSQTCA2Z3CcwNcWnPPIKlMKAa4jIkcDCZqu1meIDvmk5pBIIgixB1EbUlKFY\/Zb8R8iEsTfRPY7vBUoUoV1faHJ3ciG+kfyj9ShCCywekOTu5GAek3+7uUIQZBS9pvM9yZpEHzhI3kEHlmCsSEGTo\/abzPckaXtN5nuUJt3oKwD0hyd+lMtb6XIH6kLGgIL6vtHsDfjJRib6M8TPyAUnM5dk\/CbpIL6TYGjsn\/AHSk55OZJ4lShAwmCpVKhhUFATCosKg60fHXkbcLqJTCopNSCqVDW0xLVLZykjXuFypVvF1K0pJKwY1Txn6JBvynZlxURMJJlAadmVzuGV+0jmoEBtP11W1qSqSKgSRVvAmxnepKCYSVFAE\/82+OpQS5sfDIzmpVkKVAklSRQBJ5ZJIQoBCEIBCEIBUw3yB45XtdShAIQm5xJJJkm5JNyTr3lAk5OWq1tUjXxueZSRCAVEnLZkNn7KmE0FPABIBm5vlPYn3KZVAf9bMr5Rt5KgCaQCqbauV7Tr7e22wKgVKQmFRS2UrWLcSEGtcpKtyS6BA58OW\/97UnNIMEQRmDYjimkoJQmhQSkqSUCBj45gHMRrSKaSgSCIsUIJlBMJQqQghIq4SUEIQhZAhCEAhCEAhCaABSTQgoAuMAashuFz8CeamUyBb47r\/HUgoAxq7bzflYbkoTQiCEwlCYRVA7pt9ImyEkwqGmgutGydQm8a8zkm1xGRIkQY1jYdyoFs1rNWe2193Z\/wBcFtZCDxFKF14eA9D9Wo+6Z3J+QtD9Voe6p9y32rj8JLsHkLQ\/VaHuafcjyFofq1D3VPuTtHHyEl2DyDofqtD3NPuR5B0P1Wh7mn3KdK48kux+QdD9Voe5p9yXkHQ\/VaHuafcp0OOIXY\/IGheq0Pc0+5LyBoXqtD3NPuU6RxxJdk8gaF6rQ9zT7kh4A0L1Wh7mn3JauNpLsv2f0L1Wh7mn3IHi\/oXqtD3NPuUtHGkl2b7P6F6rQ9zT\/Sj7P6F6rQ9zT\/SnSuKlC7T9n9C9Voe5p9yf2f0L1Wh7mn3KI4qhdq+z+heq0Pc0+5H2f0L1Wh7mn3KK4rCa7T9n9C9Voe5p9yX2f0L1Wh7mn3Iji6F2j7P6F6rQ9zT7kfZ\/QvVaHuafcqU4umuz+QNC9Voe5p9yPIGheq0Pc0+5BxhC7P5A0L1Wh7mn3I8gaF6rQ9zT7kHGE12byBoXqtD3NPuR5A0L1Wh7mn3IOMwhdm8gaF6rQ9zT7keQNC9Voe5p9yFONJrsfkDQvVaHuafcjyBoXqtD3NPuSxx1Ndh8gaF6rQ9zT7keQNC9Voe5p9yWOPLZyunHwBoXqtD3NPuWTyNovq9H3TO5Wx\/\/2Q==\" alt=\"Leyes y Movimientos Planetarios en \u2b50\ufe0f2020\u2b50\ufe0f\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1l es la distancia de la Tierra a la Luna? - Quora\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Relaci\u00f3n entre el sol y la tierra - El sol y la tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRrX9gE398dXqzS-FT8laHn3L6Vi_qghVjJ_Q&amp;usqp=CAU\" alt=\"enPROdelAIRE on Twitter: &quot;#LunesDeNoticias #CreaConciencia #ATM\u00d3SFERA.- De  manera general, se refiere a la capa de gases que rodea la Tierra. Esta  capa disminuye a medida que aumenta la altura. 1) Troposfera. 2)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hablemos de cuerpos : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAQEhAQEA8QEBAQEA8VFRAQFhAWEhUVFRUXFxcSGBUZICggGBolIBUVITEhJikrLi4uGCEzODMuOCgtLisBCgoKDg0OGxAQGysiHyU1LTctNy0vMC0xLS03NywrLisrLi0tKy4tMC0uNy0rLSstKystLS4tLS0rLS0tLSstLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAAAQUDBAYCBwj\/xAA9EAACAgEDAgUCAwUGBAcAAAABAgADEQQSIQUxBhMiQVFhcRQygQcjQpGhFSQzUpKxYnKTokNTY4LB0fH\/xAAaAQEBAAMBAQAAAAAAAAAAAAAAAQIEBQMG\/8QAJxEBAQACAQMCBQUAAAAAAAAAAAECEQMEEjEhUUFhccHwBRMikbH\/2gAMAwEAAhEDEQA\/APuMREBERAREQEREBERARMNmqRWVWcBm7KSMn24Ex39Rpr\/PYif8xA\/\/ACXVG1Ex+cuN24bcZzkYwe3Mw09Rpdii2ozj+EEbv5d41RtRNQ9SoyR5qZBI7juOCJkr1lbAsrqQpwSCMA98f1EaozxNSnqNLtsW1C4\/hBG7+Ul+o0qSrWoGHBBIyD3x\/UR23ehtRMNWpRxuV1ZefUpBHHfmYh1KncE81N57KSAT9vmNUbcTDdqUTlmC\/eRptXXaN1bq4zjKkHn4+kmhniIgIiICIiBEmIgIiIESYiAiIgIiICIiAiIgIiIHFeLLMdS6UP8AMbf6Mk5XqektqfVNZphraXewrqK3JesHLcEZAIBBwRO\/634d\/EavRarzdv4QudmM792Pf2\/LKJ\/Ad9Vl50eufT0agsXpILKN3faM498c+03uLmwkk38Pv8mNimt16WU9I01Vtq6fUWWKxcgOCHC7CRxgbyBj2xN7xz0ijQJptRpgarV1FajBJ3ZBOf6f1lxq\/AOns0VWi3ODQSyXj84c5y3657fQfE19H4Ivd6Trtc+qr07BkrIxkjsXY5J9uJZzce5ZdSb3PdNVXePOl0VHR2JWFfU6oCzk87lJI+nMy+LtLXprNBo6c0Uau9\/MKkgk+hAM+3DTo\/Fnhz8d+F\/e+X+H1C29s7sAjb\/WZPFnhqrqNQqsJRkbcli\/mRvmeeHPjOzd8b39l05Px30ejQVafUaYGm1NRWoIJOcgnP34\/wB5o6\/U0f2jrRqaLLhiohKw5Kk1oc+n+Uv9J4Ivdqfx2ufVVadgyVEYyR2LsclvtLfp3hzytdqtd5m78SiL5ePy7Qozn3\/LM5z4Y46t3dX\/AGJquCss1Gk6fc4FlFeo1qKofIcV4Y7j8Z2qP0l54r8NaWjQWX15W2pK3Fu4ksSy9\/nOZ2PXuj1ayh9PcMo4HI7gjkMPqDOQp8Aagoumu6jbbo1YHyseoqOybjnA+2Ix55lrK3V3u\/Ofnuuld1ivU3jQ6lVTV\/3WvzNMzeokZPmbQQeQ2cyy\/ZxqaTdq0Wu7T2+gtp3IKKM914B9\/f2Ilh4g8F+dbRqNJqG0l9Fa1hkztKLwFIBHyR9pteGPDLaWy7UXXnUam\/aGswFAUewH6Dv8SZcuF4rN\/m\/6JLt0sRE0mRERAREQEREBERAREQEREBERAREx22qoLMwUDuWIAH3MDJE09J1Oi04qvqsI7it1Y\/0M2mYCSWXwtlnpXqJr6vW1VDdbYlY+XZVH9ZXHxDU3FCX6g\/8Ao1tsP2sfCH+cy1UXEZlP5+us\/LTTpx\/mudrH\/wCmmB\/3R\/Y9r\/4+svYH+CnbSv6FfX\/3Rr3osdXrKqhuttStfl2VR\/Wauj61Tc+you\/BO9Us8r\/qEbT+hMaXoOlrO5aE3\/8AmMNzn7s2SZYYi6FQ3WXVctp7AdoYAYIIPt85+nwMza6f1DzSR5bpjPLDg429v9Q\/kfiV2q8YdPrc1tqq96nDBNz7T8MVBAP0Msauqadq\/OW6s1f5ww25+M\/P0mEyxt1K9MuLPGd1lk+jfkSsTxBpWO0Xpu9lOQT9FzjcfoJWdN6lrdapK1HQqHZS1ysbiM8bUI2jjHqJYZzxM5jv1ea66lrTUFIrawM+CEySBg84A55wP1mn\/bo9OKLTk4IxyBjIbHx\/9GbXTulpTuYF3sfG+2xiztjOOT2AyeBgDM3tokGn0\/Wm3Oa2TaF5PY5z+U+44\/2m5AEmAkRmcV45\/aDV05109VR1OrZQ3lBtqIp7NY+DjODgAEn6QO2ifLej\/tXs3qNdo1pqYgedS7OEz7ujAHb9QT9p9QrcMAQQQQCCOxB7EQPUREBERAREQEREBERAREQBnwL9pniqzUdQu0hYjTaRggrB9LPgFnYe5ycD4x9Z99M\/Pn7ZfBmqp1dnUNPW9un1GGc1gsarAAG3Ac7TjOe3JHxnz5ce7Gxs9Hyzi5Znfg1tPrQu10dkdTkMvBHxgifVukKes6HT2WX21Olh3GkgBrKmxkj44DY9sz88dHGr1binTU2XWMcYQEgfVj2UfUz9PeBugnp+io0zMGsUM1jDsbHYs2PoCcD6ATX6Thz4crdun+rddxdThjJP5Ru6ToWmrO5aU3\/52G5\/9TZMsQJMTdt24ZERIE4X9svW7dH02xqWKWX2V0714Kq+SxB9jtUjPtmd1Of8ceG16no7tIzbGbayWYzssU5VsfHsfoTFWXVfnjomvQBR7fH\/AMS30vWlR2APAwcZ4yR3+\/1lBr\/A\/V9LYazodQ5zgPQj21t9QyA8ffE99Z8D9W0tKau7TOEfO4J63rA7GxVztB\/XtzianF03Zyd7sdX+o\/u9NOL6Oi6r4gV1PYcDgZ\/nz\/OfUP2QeIbNfoibWLPp7np3nuyhVZST7nDgZ\/4Z+bdFptRqnFVNdl9jEAJWpY\/rjsPqZ+nv2X+Fm6XoUosIN9jtbbt5AdgBtB98BVGffBm24zrokRAmQYgwPj3j79p+oXU2aLpxRPJYpbqWCud44ZEU+kY7EkHnPxzyGk3tc+p1VhtsuIay1gM5ChQcAYxhQOJS9Z0r6TqOsquBDfibWBP8SuxZXHyCCDLezXIKySRwDOdz83JjySTw+j6Doum5Olyyz86q41pNyYprAXH5rB3+yg9vuf0nefsx8UCxE6dcuzUaelQjZyttaYGR7hhxkfrn44zpfVKxXj0nI9\/b6zz4Rc3dZ0Xlf+F59lmPasVOhz9NzoP1nRfOPusREBERAREQEREBERAREQE1LtYq2CtlYA1WWb+NoCFQR859YPabcrOqWgEp5ZLPp9Tiz08YC5T554Px6ftAyrr6BXVaGUV3moIwHDm3Gz+eRN0T55pekalNL0pn1mptUW9LJ0z16cKvKdytYcbfqfbmfRICIiAiIgJBkyIGpqtXsetdpPmNtGCuc+\/HuAMk\/Ann+1KPKOo8xfJBINnOMh9hH+riedfsFlDNSHZrCgs9Oa8qWzk84OwDA+nxOIbpWo\/s21vxOpx59x\/C+XRtx+MY4\/w\/Mxjn80D6GlajOFAz3wAJ7ERAREQEmREDn\/FPgzQ9SC\/iqcun5bUJS1fpuHcfQ5Epui\/s86Tp7CgT8RbtPo1L+ZhTwT5fb374zz9Z3MoOvogGobziLhotSVrG0ELtwXyBuxnb79\/6SyMpnlJqVyGt\/Y3py5On12p09RP+DhLAv0Vm5A++Z1vhDwfpemKwoDPZZjzL7SGtfHYE8AL9AAJXafV6sp0oWULWjW0ZsW8uzf3ewjK7B37952UrFMREBERAREQEREBERAREQE8lASDgZGcH3Ge8wa\/XV0LvtbapZVBAZiWY4AAUEkmTo9bXcu+tw65YZGeCpwykHkEEEEHkQM+JM1zrK93l7hv9PpGSQG3FScdgdj8n\/LM4MCYiICIiAkSZh1OqrrANliVgnALsqgn45gZGQHGQDg5GfY\/P+8mFIPIkEwPUiQ7gckgDgZPHc4AkiAiIgIiTATW1GjSw5cZ\/d2VlT+UrZt3Aj\/2j+s2JoU9Zoe00KzG1e67LRj83JJXGDtbBzzg4gbB0deK12LioqUGOEKgqCPjAJH6zPNZdfUW2B8uCMrg7hkuoJHsCa3APY7TNkGBMREBERAREQEREBERAREQK7rfTzqFrTcVC31WEqzK2EOSAy8gym1fhFC1jVhDlNOF84u5JW97bld2y220MqN34GCCOJedU1bVJuVVZsgKrEjcT2UEA8yPx+HSoodzLnIKlR345OT2+I2vbfLlj4MtyxV6ai6nLVh8pxrAtS4AJRRqkA5HFfAHGOj6B05qFsBWqsWW71poz5VY2Iu1eB3KljwOXP3O1otWbDcpTZ5VuzuDn0I4bjtw44m1CJiRECYkRAmU3XqHL6WxdOdQKntLIDUDhq2UH1kDuZcSYHCL0TqKBUrsatfLfYtb4rp3taxqPqGQA9aqQjY2jG3E96np3ULWa4LbXZ+\/WoG4Hy1fTaZclVfby9V+O+C4bjJI6nrTuKjs37iQAaxkjJ\/NjB4HvxMdZvzSFIavaN7WAraTjvjgD+Um2Xb6bUGk6VrT6nsu9J03lo9p4A1Jazeu9gx8sD8zMfbOZZeFtNq6934g2Y8nTg+ZZ5ha8b\/OtTk7a2ymF4xg+lfe06cLM3eYSQLjsJAHoKIQBj4JYZPxNyViiTEQIkxEBKHq\/RPxDXbihS5enqUYEgrp9Q9rqw9wyvtx98y8aVFD2m28g2DAIrSxT5eR\/Hux2J7DJ4yftNrJtRWeDbC1rJbXX5otAsQMLKwbNYyBcfA1Se4wahj2xf+HumtpxblaqxZYGWmjPlVgIqYXIHcqWPA\/N79z7u\/E\/hzyq3jn92AQfV2G75EtBKlIiICIiAiIgIiICIiAiIgaPVGpCg3hShdQNy7huY4HGD8nJ9hkngGZUvqDeUGQOBxWCu7H\/AC98TH1HplWoAFq71G70ntllKk\/fBI\/Uz3XoUDB8ZsChd5\/MQB7x6CdJqK3Nuzulm1+CPWFU+\/fgrzNiY6dOqGxh3sYM33CKn6cIsyQEREBERASZEmBXdc6mumr8wjcdwATOCx7nH2AY\/pJXqlZsSpQSbEDq4KbSpBI98+3xN5kBIJAyO309uIRAoAAAAGABwB9MS+mhX9H15u8wk1kI5UNWSQcdxz8HIz2OOJZTwlSrnaoGe+ABPcgREQERECGlRT1ytn1CYP8AdxngjLgcPgHGMMMd\/j5lxMa0qMEKBjOMAcZOTj74EsGp\/aG6nzkXv+VXYLk52gEru9\/jJ+ATxMvTdV51Vdm0rvRW2nupI5U\/UdpntqVwVZQysMFWAII+CD3k1oFACgAAAAAAAAewEg9REQEREBERAREQEREBERARNPXdQrqNSsRuvtFaLlQWYgscZIzhVY8c8TYquVhlWDDLDK8jKkhh9wQR+kDJIiMwJiRmMiAiYrdSiEBnAJGQD3IyFzj4yyj9RMuYCTIzGYExMaXqWZQwLJt3AdxuGRmTZaqjLHAyoz9WIAH8yIHuJGYzAmJGZ4pvVxlCGGWGR2ypII\/QgiBkiRmMwJieLbVUFmIVVBJZuAAOSSfYTymoQsVDAsoUkD2DZwf1wYGWJ4e1Vxk43HA+p+J6zAmJGYzAmJGZMBERAREQEREBMd6blZckbgRlTgjIxkH2MyTBr7SldjLt3KjkbjhcgEjJ9hmBx1\/QrkerD6q0aQ6VaS5pfeldldlr2WNh\/MfaVOMDCr9ZpV9E1S1BK6NlgrXbapHocBy4RQcYsdtzN3wSMHAM1rr2uNm66zFq11+Za1C2AbFRmUL+QZ1WobjnFRHbAm7oeo3c1fihTX5iplRQFStbSR5ffjy0CZxybAe4Ige26DahY00XJlrCPUAdmymsVbt\/pDBLCxH8Tg8mZtH0vUefp3NBStLGbYCuypWYny1Gc8YQ7gV\/jypGAMGj6vqGO19WUDWoHceT6VVnZthOcgqipnHPmA9wZqDqmoH7zz38x00yWANUxwtDOAvZQfNsZWb\/AIRng8Bcda6HqLdQ5Xb+8XUMl+6wGv8AuwpShgBgLvd7OCeRnHEavw3qbn3taqhncmtHOKxipUZN1ZJcLU2D6CCxIPJk6\/qrlqtmsUCuvTBzWagtlj3ILGOckBEVzgf5\/fErqOsWuwJsNO4V+a4NAsZgL3dQeeBtoqB+GJHzAveudCtvvNtbV15qpRbefNQo1rnHHYuaD37IZXr4TuNTVs6c16jClyyi160rSwlUXdj94xOM5KnkjMr7OrapUVfxZY4UM48gsbPIU5UcBa97N396xngmZ9V1e\/1N+LYlzqQqVHTgIyYSj8w4RvXYSSf4R24IbyeGLzZaz3ZV7eTvO56jqEt2EBARtRBWMs3ckYziZ9b0C46emhHQbL7rGr3YrZXNpWv1I3pUupA2\/wAA7cTX6r1R3sQVawVoq6YE1mnazNb++Y7gT6a0OPbNg744rF6zd5umZrC3l5JJbTn0slzHJOAH\/wAOrv354BJIXjdFsr09tRZrWuu0+4qTvNVYprYZOPUUqPv3Yyrp6NehBrodeSxGRgt5ltoXh\/yKTQAOMAP+utR1e\/CNZqHYISGf9x5rK7VAvWpGUOEs9JJx5hIJwuLHpnVrmurXzbLMNyhOnIanyOBlPzXeYecYGFPtjIaNHh+7aq2UW4QjaFZcgNbUzsWBUGzZTgOFBy2e+WOxR0jUK6fuLAi2o6sCu6kLqHuautN2MOrKhORwDwRgTuhEDiOrdLvua+xarlssa7a2VG1DpvIWvIbgZZnOPcKecTHqOkai5ne2iwMz5Co2VQGykNtO4eoVUKAePUzHid3EDgKujapbEcV3bEZnRQagKz59tuxRydpD1oSGX0pggzPpej21vSFot21\/hSbiV80Go5s2jdgm3gMxI9JIwcCdxEDgOp9H1V9t7vp2au5bEKHy8OjNVtQjuAEWwcsw3EEAdp7HR72dS+ns8sOxsAIzeN5sQuN3G0rWoXJG0sO2BO8iB8+r6DqERUSu4EVUqSGA3ulTISSGyN3mWDPcAJjtgbA6bqAysukKBWqdAjYFJSxrGqrBJGLMqrNxxn04wJ3MQOd8SaG7UNp61rRlC3u\/mM4qD7BWgO0Zb\/FdgMc7PY4lcvhbUbrN2oLh8J5hYh3qLV5U4QFcIjAepssc+nmdnEDnek9Espv8w+WqL+IAKF9zq7qa62UjCrWq7QATnvxznooiAiIgIiICIiAiIgIiICREQEREBERASZEmAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgJERAREQEREBJkSYCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgRERAREQEREBERAREQEmIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIH\/2Q==\" alt=\"La materia? No es f\u00e1cil llegar a entenderla : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hoy sabemos que son colectividades de \u00e1tomos isot\u00f3picos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Tetrafluormetano (tetrafluoruro De Carbono, CF4) Mol\u00e9cula De Gas De Efecto  Invernadero. Representaci\u00f3n 3D. Los \u00e1tomos Se Representan Como Esferas Con  Codificaci\u00f3n De Colores Convencional: Carbono (gris), Fl\u00faor (verde Claro).  Fotos, Retratos, Im\u00e1genes\" \/><img decoding=\"async\" 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alt=\"Vida a base de silicio? \u00bfposible? entra - Ciencia y ed... en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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6PBAYuf+7LsDL6Jc\/rDTsqqXPzTAGxCK8Xfch6ZeHq5Ps1cie5xZqgSoYI9L0XWHBtlTHlSKPRB3sc0ejJPexp2VBfsYw6Y8l1ncKSevKMszifK0XJ\/PZbq4zhjmB05yWql+Z3Y6nJZ3pyfexd3yRYfekFBXR3r3nu0NTRLWEzD1K36F+63C9XL4bRP3qDJxjysT97gycY8rE\/e4MnGPK5\/jHhI+dLiYc4NrLfyF4xqy4GonxTSQ22Ax5cZFrr0Pt7bRWTM0KWS0cvA7MeVet\/0lc4MoVEhBCv4xt5rtmNXSM61wK9\/AbXGYtTqeg4mv+Bdw6+jMQuzyDWl5i\/v+VN4jblNX0QfpDLh1kARRRLItQYwLniqmY9B8P1xA3drVIZTpq4obKFVri4McAPtR5DfjYN1eyiThAh+kG8zNAWOEcKp51xVx+3l6Yb0p9xz1BpLtSgqis0l3C5e5f\/ytmtDWN1sYbXWzpKcvvFTek0ZuVE\/wc7o41emi\/lf2nFtFAWkvu+N+zgdz1FqvHqeiTwnxoxaAfOZe8\/kdQhTcBMGquWtVr4wLEe91uupwh7RJt+6jes7NKcSp9bMB+DyJBl0tOVDQPlHkKoqM5r5U7RDPotFUoUrP1QUtHcpSHKqoRHq1Imun6wuN9pybYwh2IzVWK3lC5w11Qi435p61UsSgj4ZprtHastc0VfXv48g6devVFxTfgDtVmXR2Z0judWy5LsTqQAyaI9RBEvlxFXe5sTcMSU0LY8RqWWTGURQr7nR1YFir1szIdef816\/KO6vArmShIwwgPySBurwPq\/1+qetlSk2Qzw9HrXEU9o3WAPku1pMVHdzAJeBzNH9ee0Z1vElPf2HM3RNXido9L1KtJE0Us37LhKo1bLXfHKNNeKof0IWH6i6pucxNc7FaiyJQUTnFpQrZTdX7dobxOfeyt7wtsOzVuVbVpOZ2W7cxN58JIyJ1xore7aC0TxSu5iYt5Jh\/8kEq2KLusvi13U7EGXDv6hK5upzUdemaG2+5Yw3U4sG14Orc4q6ScRnzkgW\/o8tv9ITfcmerFjXW7abBnHtfrYsrnYEebhXNXzdg6um88jyQW7\/lrLXgD8B9P60FB+FVvezlnre518PK+\/fcITcTjYJjELmcXUhLpc+5ucL5eFJNTItn5vZxu+3fR61CT9xwE\/ukUPmdK+tManagzqfRUe6fcrsplxnXRY7N7xb6N\/RwM+uJdw4VTZ0YyK2PiBJLD9U2jRWt4Z2aVu4ht1vFrqKtD9wuq22EdevZww25blDJvKpyH85dRWeWFo49t1dqywOX98xz0do\/qpeZ73g2V4UAdD94WLjuQv1uWpbr02\/uqErHdfmorJ7oxEbcYWP56fGOu2alz9KH7UmrwTljY8EsObijUuE+bt2ECdpvO5v1RrE2Gqfx26pFji8xFOLqlzzg5lu4vy1bF8WJrvRx64Fhle7Yg2U2vkS\/rPoYNQrw1CYv\/qTMbd3Pk1Tcx8ZeFHrHmBxgHxu7ulRjCba\/NTeJUn\/v3KRb9uqA2TwEYKDHH2K5UYf76f5y52O5XC5Lm2JaHuVfVZeMW\/npmNgKf1svvGKiNwadEj3eOdPtsaqrKie9q2Zz4HTn5LfjnYrcCuM4jupAU2BF83hB4WWrCTW4WmOtoiU5od+eKAJYzG177tdj3mY+DtpTcwA+pVvcGRsPmh\/sbMUxDOF024aZ3vgg3TQfO65M3OPKxD2u\/D+4Ef6KYJv7b0nN\/bfAZw3335OJe1z5q9z\/AZGlAV615VcQAAAAAElFTkSuQmCC\" alt=\"Resultado de imagen para el carbono en la tabla periodica | Medical  mnemonics, Chemistry, Periodic table of the elements\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen para el silicio en la tabla periodica | Tabla periodica,  Tabla periodica de los elementos quimicos, Simbolos quimicos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estrellas nos trajeron aqu\u00ed 2\u00aa parte : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Graham Cairns-Smith | Discograf\u00eda | Discogs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Alexander Graham\u00a0Cairns-Smith\u00a0naci\u00f3 el 24 de noviembre de 1931 en Kilmarnock, Reino &#8230;\u00a0La teor\u00eda\u00a0de la\u00a0arcilla\u00a0es una hip\u00f3tesis sobre el origen de la vida formulada en el a\u00f1o 1985 por Graham\u00a0Cairns-Smith\u00a0en la cual\u00a0se\u00a0manifiesta que la vida\u00a0se\u00a0&#8230; Una vez creados los\u00a0cristales\u00a0hijos,\u00a0se\u00a0pudo observar que los\u00a0cristales &#8220;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Berrocal de Zarzuela del Monte: El Granito\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLX0Fc08chrW2klzfTW6feMdbqZTvXYlFC5w&amp;usqp=CAU\" alt=\"Granito - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"03 aleaciones metalicas\" \/><img decoding=\"async\" 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\" alt=\"PURA QU\u00cdMICA!: Soluciones en estado s\u00f3lido: las aleaciones\" \/><img decoding=\"async\" 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\" alt=\"Las aleaciones - Sophia Formaci\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ejemplos de aleaciones met\u00e1licas - Escuelapedia - Recursos Educativos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Como se extrae la plata? - Dracma Metales de Inversi\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las part\u00edculas del n\u00facleo. Prot\u00f3n y neutr\u00f3n. - modelos at\u00edmicos palacios\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAPEBAQDw8QEBAQDw0PDg8PDw8NDQ8NFREWFhURFRUYHSggGBolGxUVITEhJSkrLi4yFx8zRDMsNyotLisBCgoKDg0OGhAQGi0lHx8tLS0rLS0tLS0rKy0tKy0tLSstLSstLystLSstLystKy4tLS0tLS0rLTcuKzYtLS0tLf\/AABEIAL0BCwMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAFAAEDBAYCB\/\/EAEAQAAEDAwMBBgMDCQYHAAAAAAEAAgMEESEFEjFBBhMiUWGBFDJxQpGhByMzUlNysdHwFRZDkuHxNERjc4LBwv\/EABgBAAMBAQAAAAAAAAAAAAAAAAECAwAE\/8QAKBEAAgICAQQBBAIDAAAAAAAAAAECEQMhEiIxQVETBGGR4aHBcYHw\/9oADAMBAAIRAxEAPwDxFOmTphRJ0ydYwl2wrhOEyMwlTG4UdSxc0jsq5My4XTFckczfGQM2Jd2pJMLgPSuMSybIyEysBu7HXp6+igIUpRoKYkkl00XQQRAKxBAXKajoy48I7T0jYxcqsUJKRWotO6lXJahkYwqtbqAGAgk9SXdUzYiTfcv1OpknBVf4xUSUym2PwRdfVKs95K7ggLzgI1R6A9\/RLZqSM\/ZPZa09mHW4XLOzTieFg2jK7U1ltm9ljbhUazs8W9FgWZdJW6qkLDkKqiEZOEySxjoKemOQoFJCchUiKzURm8fsgMzfEfqjdGbs9kKmb4j9U7QkTPhOmCdcZ0CTpAJ9qNMwyQT7UgEaMTwGyK05DghAwrVHPYrohLjohljaseshsVSIRudgcEJmjsUJxNinaojY6ys1TQ4NkHXwvHk8fzCq2V7Tmby6L9oPD\/3Blv8AL3QjvQ09dXopMZdFtP04u5Cl06gvkopNUNiFggoglPwh7MiHqhFdqBOAoKusLzyqipQEjmR5KjKm2pu7SuLHTIlLTRbiAuTGUX0Cn3PH1U2g2afs1oIIDnBaWodFA3omikEMWPJZHWdQLycpewvcLT6+wG2FLR65GT0Xn85PmoGVLmnlDkNxPT6zWmgYQZ+ttcbFZ2Cd0gsp4tJkJvlawcUWtSY14uFl6hlitezTHhuUH1HTSOiZGASSlkiIUdk1BEFJHyo10zlFAZptO+RUp2+I\/VXNK+X2VedviP1VbJeTKhSMauGq9EwNYXn6NHqufHG9svJ0Q7Lc4Tbm+Z9gonvJOVyi5+jUT7mebvuCcAdD94soF2xaMtmaJHN9\/ombhW9G0ietlEVOzc625xc4MjjZ1e9xwAiuo9kKmCN8glpqhsVzM2mm718TQMuc0gGw62um290I5xi+LeylST9ClVwXyFPR6HKGNmnLaSB2WSVBLXSj\/pRDxyewt6q7HVU7MRRmY\/tagWZ9WwtNgP3iforwXJbOeb4u4gGmoJJTaONz\/MtaS0fU8D3Rek04xEOc9jXNIIAd3jg4Zztx+KmmfLL+keS0cMFmxj6MFgPuVeomDBYJlCMdg+Sc9f8Afn9BXVZIYXn9Jte1srNu0DY8bhk\/W3sgs1bA7\/CkPqZf5BS6w7vKSin5I+JpJD5GJ4kjH+Sb8EECEp70hsWLp23+S48xHgPb7hy5dBi7TuHpz9yrFyeOYtNx\/ug5orxfgYpBylqbGzh9oX91WKnJ0NHaLMcvmtBoTRuBCzDOVsOzFLexQUk+4JR9Ggr5\/wA37LI1jslazUYbCyytfTkFLOHlCxnumC5Xqq2Pc6yu\/COccBFtK0Y3BcFJRbZVyUVbCXZ3ShYFyMVlXHELC11E5+xlhgWWc1GquSrrGorZz\/I5vpRfn1sngKnLW7+QECmkd5qBtUQeUOaQ\/CT8hCshByEKeyyICpuFXmsU6aZlyXcqEKSFlymsrtOy2UrVDOWg3pDLDKtSUVyShNPVWRRlZgJlTOSc5JmBar836CP959\/rcoeESomGWKRgy5g71o6low4D+uqjj9Hbk1TBxSTuCYKbKDqQcLhjSSAASSQABkk+QWjbpkNEA6vBkmsCzTmO2PbcXDql4zGLZ2DxG4+VPBCydBDsk57aCsLI32dUU7ZZLODZIg135oOHJBJJHkUMpa57KmOeK7HRu3ySHAIBzu88WxnqqWp65UVD2Oe\/aIriCKEdzBTt\/ViY3DR68nqSoonVNU5sLO9mcT4Yo2lxPrtaP9k3LSXoj8PU5PycVVXJPI6WV75JHm7nyOdI8+lyrlA0jKIM7E6k0t3UM2SALBrs+tj4feyt6h2Xr6aMySUsgY0Xc5pZLtHmQwkgeqeD8myb0iMzC1kIrWG6gbVm\/KuseHhW5qRBQeN2SwePTahnWCtpJx+7LHJE78WsQVH6CP8AM18Y+1TRye8VTEf4OcgTm2SuNHRGVkZTJFO0XUH3Kkl8D3UTlK\/+GFCU0+1Aidxchb\/so4bV580rU9na7bi6kZmk1WosVSp2CTBXVaO8yFPRwbR6q+O2zny1RIKBkebKWCRl7KI1o+R3XqhNSHRvvy08FVlUV0kYJydZAzqpG3CyNXyVpHS72eyztfGQSuSUrOuKoGyuVGTlWJgVzFASVNlUdQjC4c7KumKwQ+XlUg6FeyQcqy12FUCnjcrvaJtHcT8og2XCr09EXcIozTTYJYpkJ0YlWKGqdDI2RvLTe3Rw6tP1CrpBc6dOzuaTVMJatStaRJFmGUF8Z\/VP2oz6gqrRUck0jIomOkkedrGNF3OP9deiu6NLvPw72l8czhYNF3xy9JG\/Tr6K5WTfBMdBDiSVg+IqRh0kTs91EekfmRlxHkLK\/BSXI51NxfDz4\/x7LL6qHTBspXMmrrES1g8cNL5x018F\/Qy9OG+azckhcSSSSSSSSSS45JJ6lcJKVlkqEvVNImGk6ZTuhYDVV7O+km27nxxOBLAB5AWxfm5XljQvXO2GnsaynpoJCJKKmjj2lwb3rdosQep5x0+i1Am\/BhpO0moQubKK2V2dzST4HDda4HljhHNOi1eulFXROkYx3icXy93StkBIcG7zkXBNrG17KHS\/yfVdSWPmMVLA+Rn6R5ZI9riL7GAHOcXtf6Ir+UDVn+KjhvBSUwZGwQkMALfDZ3Xb6obA2vBme13Zurp3uqJKdrInlrnup3NkgjldyMZYCci4A8VkAgnsVfpdSmppS1shex4cySNzu8ikjOC0g4cCELnZse9o+y97R1wCQipB42tmp0B4f8SPOhq\/wAd\/8oRNArmn1DqdzWx2DzGHSPABcdzblgv9m1h0vYo1qELZKYVG0Ne2UQyEN2NlBaS19v1se912wlyRxylwloxcjLLqMWF+vA\/miU9KDnoqMzD\/AF5JHCtnRGfJFd5Ua7cFzZQkVQytUk5aRZVgEW0uhv434aFowbYk5qKth\/TKg7QX8LQU7w5twsFVahd1m4aFpNFrbttdUk+OkRjBvqkVtUNnKfTqtso7qTnoVDqrMkoE+UsdcchIplHBSDNVK6B208dD6KB9SHq5E9tZFtP6Rox6oIYHRuIPRJJDR+5JLAOVA6QNXM9QqTnElTKIuma4VGXlWGCwVaU5TxAztvCeN2UzeEo+V0LsTNTpDhtuVJJqABIVbT8MQ6d3iP1RJcE2ZxOAmVyiaG3kOdnyjzk6fdyuWMbZ1SdIm7z4dha3EsjbSO6xxn7A8ieqVHVsc0Qz37q5McgF307j1A6sPVvuMqjI8kkk3JNyfMrhO8lPQnxprfcuV9A+BwD7EOG6ORp3RyM6OY7qFXsr+maoGN7mdnfUzjd0d9r43ftInfYd+B4KsV+jlsfxED+\/pdwHfAbXxOPEc7OY3evB6FNxT2hVNp1P8+H+\/t+AbCy69H0Spg1OrozO\/bO3u2TxuBLZxExxu22M7QSDnkcZPnseFLRag+nminiIEkT2yNvwSOh9CLg\/VFx0buzXds9ZmqajvHvLWxVDfhyHWZC5pFtzRe4Bbz9PVU9ZrIq17pYniOeU\/noHE3DrZMZOHC4PsbnyVTU6qmqSZIZO5dIXOkilLWEPJJw84I\/046QUmnARGSNzJZCS0ta5ru7x85AN7cDjqosdLRWjp2QvBndd4P6FoJdzbnhvn7IZO0h7wckPeCTgkhxyr7KbZ+cnIbt+WO\/5wkYADfJDyS4knkkk\/Um5WSGDOi08dRv7x74vh6d8pfG0PLooyBtsSPFkAf1eXUdWY6OOnp2Ojp43GQmQgyyzEWL3WwOTj1VfRzsirX+dK2L3kqIh\/BrlQXXFUiDinK\/QSp6q+CppIA4YQdpsr9LVWwU6l4YrhW0QVFKQqhYtJGGvChOkOe4Bo5SSihlP2D9LoDI65+UclWtVqgB3bOBgorqDRTR9235iMlZx8ZOUG+KpCrrlbKqIafWlh5VGSMhRXsoNlzW\/HB4yh9QwFB2TkdVIKooGoM6ZIYngg9Ud1albNH3jObZWMZVlHdE1ex2O+V2FSNPQkk+6A88JunigARXW4O7dcfKchBn1CVwGUrR1O4BUiu3vuuQFlENkg4TwjISPC7pxkKyQhoKc2j9kHmf4j9UULrR+yByPyUZaJY9tgwKxIbNDfLPuVXap5Fzw7M6n3ICUkxTqQR2olpOpTUr+9heWO2kOFg5j2dWPYcPafIiyGtVmFWxiy7Gn7TU4jnYyGCGBzqaGebbd0XeSM3PDA8nawWNgP5IJWw3jEmwMc1\/dyACzXXFw4Dzwb\/ULTUPaOjmiijr2SsmgYyJlVC1kvewMtsZI05uLDI5t0VGs7RU4PdRUrZ6ckmX4sBs8jujmOjN4iBcAgnnI6Kkku9nLjeROmv8AZlbJNHUYPnwUdfptPPmjmLXH\/latzY5b+Uc2GSe+0+iG1NHJE7ZKx8bx9l7S11vMX5Hql+M6eRXsSfMnknJUjGJEgLgyErWkDbCsZDKSZ37SeCL2Y17z+JahveK1XO209NH1d31Q4fvuDGH\/ACx\/iqDSmnPdCY1pv7v+Nf0dFyJaFprqmQNbxfKGFbfsCWgPP2rYQjtmyy4wbQTkpaakAD8u6qSh1SmIcW23WwgGuP3OcXG+SglJfvPDe108slOjkhDkrbLmtTl8hPqh7Ci1XSG97KuaRJJNsqppKitLHcIbK2xWsoNFklw1pUtT2LkAuSAkaK45mKSRTUtGfDzkeYQwhLRYZSMeQbhRpwijGuoHirgMZ+dowqTezErr2UGkTd0N45Rij1h1911VU+5yZJyi+kzddpskBs9pCrNXpdXGyrpnOIG9o5Xmz2bXEeRKzVMpiy81vudEqWlGVWJVuiGVSLDPSCFQ+zUGcconWusEKK2TuJiWikFM111CkCuOMqOtolcxcbU4kXW9O+LBs5DVPGFEHqVjk8KTBIkkb+OVxZS8g+Yz7dVGArtE0xK\/S67NE0R3ZNCP8CoYJ4fYHLf\/ABIVGQWCqkqM5tDJJh902nT\/ADMnoZDbMR+NpPrscRI32c5R\/wB33P8A+GnpqkHgRy93KAepik2uHtdBAimkt2CSodxC2zL8Gd\/hYPbJ+5DG03sTInFXF\/3+\/wCTrXKeQSkGN7WRhkTLscBsY0AZ+8+6GgLuOrkbhsjwPLe633KT+0JOrr\/VrT\/6Wcot2NGMoxSIw1GOz1Y6KQAcHBQz4px5P4AI12dprkyP+VucqirwLNWqYU12FmCTYuF7KlpLY2uFzdC9ZrjLITfAwFSinLTe6WTV2TjhqNHpfwjJQLK5T9mRbc8gBC\/yfbp3Xdw1dduNeka4xRmwGMISyE4\/T72aNldTU7C1jm7rfivPu0GtVD5CGuNr4ss5UVEt9xcfvWh7EU\/xM4a\/IHmoOVnXGCignoehzVDd05sz1T1+i0TLt3i6LdttQdC0RQ4sLYXmtSZHHcSUboyVlrVdOaw3jNwhVlYpJzexN1YqaI8gYTRdheh6aQFm3qmgc++0BVdrmlXtOr9j2ki+Qm47Jyiaukl+GpXF58ThgLDyvu4nzJWl7UEyMY9p8JAwOFliqSEwwpN+xIjQNQ5oRSlFgjHuHK9EWoPQ66sVj7lVVOUtj441ErpJk65y4kkkljDhSMKiXQKaLAy3E5StZn06KrG5W4HZXbB2iMlRxVhUyEUq4bi4yqrKRzjhvucBSnCzQmq2QQxFxDWi5JsB5lX9WkaxrKdhu2Il0jhw+oOCfYYTFwhBDDeQ4LhwweQ9UPKV9KpGXU0\/COU4SsnspUVJaeMucAOpWn1CQU9OIx8zhlUezNHueXnhuVX1uq7yQ+QwFeK0SluQOJSISXQCDVjHo\/5NJR3cjRzYoPr8bjK+\/mVQ7G6kYZ2jo42K2najRS+0jftC6lJAb2eb1ZxYha38mVK\/vS7abeaHQaA+SVrT5rdVczNLhaGNG6wv5pUgt6ozvbGB3fOucLH1RLbhbutrY65m4kB\/VZiv0ux+YWWYEAKOPc9aKGoYfAQh8kIiaSDlD6WRxfdBOh2rNDNp7HcIZUaYRwmGoOYbK1HqYdyuiLTItSRe09veQOidyBhZiohLXEHoVp9Oqmh49U2sULS7cOuVfhaIrLxnT8mXiblEibNUzNPyuauEgIKNI0sik6A8xuVEp5Iio9hXO4nUmqKaSSS5yo6SSSJhJwUySwDsFTRyKuE4KpCbQGrDMEm4W6qvO9wxc\/wVWGUtKIx7ZR6rpjOznceDvwDnLmys1FM5nIVdJJFYu1oay6Y25XN1d0iDfK0eqVdwt0rNCwCmpPJzwsq51zdHe1FVctjHDRZZ+6duhIK1Z2nauAU4KCYzRZpJu7ka7yIK9WGofE0jSw+JrcheRlENI1ySmNgbt6hJMFWbXs9Uv+JAeOqn7dueXgdLIDB2rjDg7bm60VdVx10IcwjeBwpgpowr5nR3tj6KkauR7rbii1fp0g5CpU9MI3bn8JSiZzWtNhyuKGLbdzsIhV6hDYW5QerrN2G4C1GRDVSXcSFwxxUa7CdGLMVQQQbrQy1JfCHdRyssEc0Z25rmFdWKV6OX6iKpS9FmmqsZUFVVgriYbAQhE0hJRnOtCY8Sk7LzntK5wqAeV1vKlysv8dFJJJJch0iTpk6JhJJJLGEnTJLAHBUsUpabgqJJFSozVhum1FrhtkHunn08OzGb+iCAqxBVuZwVdZb1I53hadwY8tO5vIRjs8zbueegVeLUmuw9qLMjZ3R2m25VhFN2iWXJJKpIzuoTb3uPqqqIz6a7kZVN9O4cgqU4uzohOLWmRhdrnaV01BIdnbSuJAugE5CMoildXKLUZIfkcfoq\/dE8KT4N9r2UqGtBCbtBK8WKHTVTn8lROaRymQDoV0kk4CNGEE6Vk4CZIA7AjOkDa5DqaEk8IvDA4WsCunFHyc2eSaoh1l1igxWh1Cgc4AnCHOhYzk3Wyx2LgyJRpFKOInorApfVM+qA+UKuZz5qVxRfqZTSTJ1ylxJJJLGHSTJ0TCSSSWMJOmSWAOkEkljEsXIRSumLWNAPRDaUeIKxqDsq8HUWRmrmho697eqtxasPtNBQgprpfkkgywwfg0LKqnf8zbKZtHTP4fZZkFdtefNOsvtCfBXZs040JjvlkH3pv7tPPDgfdAY6h44cfvV2l1GUOb4jyOqraZuMl5LGpUJprA8lV4nvC1OsUolhZIT4rBDKWmBtdJKHUQ+Xp2VJdIdK3cwZ6quOz03ktNqUhp4Ls5Kyp1yf9ZLJJMrhnKUbLDezU3op2dmH9XAe6H\/2xMftlRP1GU8vP3oqivUHG9nGD5pR96lbptIzl91mfiHnlx+9TQjzKZCSTruadk9NH8rbqlWa6OGNAQiZ5AVJzrlO8laRGOBSdsN19W58QddAHPJRnmBBHKeaTK\/TpJNL2K6SZJc50H\/\/2Q==\" alt=\"C\u00f3mo est\u00e1 constituido el n\u00facleo de los \u00e1tomos? - Foro Nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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>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=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">\u00bfY los cuerpos que pueblan el resto del universo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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DN0ycYu0+z3X24NziXF6bi3shYCCC0Aa2iD1KobxIbwJ5SD13WSAiKNdzWPYDDXxmsDOUy2+ovyV2JaIqKM2fNLNkeSVW\/LZF7sWJm5HQkH1M\/JRe9wDS6e8DHfnTmJt5oSFa\/DuaGuc3uu0Mi8a+HmmsqJmsLGPLT33v8lFpmyrqEScoIEmATJAmwJ3Mbp2qECXOGwjzmVNpT4KtSa4GqxzxeQHZAe6YEgTMxoQjsbgm5e2oEvoyAZ\/FSJsBUECxizt9LHVNST0hBAVZSE+OwgkkyLCN1SworDV6tCo2owllRkOa4QYkWI1BkH3TAIserWuV1RzX0DVfWmt2sZIu5jmDvyBFiI139Q80IRt8jy0p7MLa9TBQrXKQqo0CwtrlYHoVr1MOUoNhWdSFRCZlIPUolhQqKXaIQVE5epQbCn1LnxUe0VFR9z4n5qOdSiWEF6iXIcvU3UyHFj5aRMyNCBMR7eaV7KwN1ySLlEuUaoEktzFoIEkRcjeCQNDF9AqsyNEs5tOAkkDaPP7KYQZX4fCVKk5GOflBccrSYaLkmNgqQYR1AYgt\/pmoW5XF2TNAaBL88WgC5m0FRtEoASV1LDuJsCtPHfDOIpURiHs\/pkwDbXwRAYwTpk6gRk4SVmHw7nmGtJ+nmgBtJWVSktvCfDjnfjeG9AJWpT+FaZ1e8+n6J1Bsy5Otww5ZyCf5\/7fuu2\/4HYf8Aqvb4gH9Fn4v4Hrtk0nNq9Pwn3t7oaGhY9f08nWqvfY5hPPVWYnDvpktexzXDZwI5\/fkqxpPOR+qWjYmnuh2a6wnanJn0HsFdh8KX2bryRohWRNiiOH4ipTzhplj2Oa5pmIcAJibOsL9FXXoOYS17S0i2VwgpByDgmGywFTF7BXcMwD6zstMXAJJOgi5JOkLQ4XQAOk9fP5KrJljHbuMoNq+xZgPhytVOrRN7mflZaNT4GrASKtPwIc33grpeHllNoeAMxMePW2mi2sFWzSXmQYHgJ0I81n\/yJcjOG+k8p4jwivho7WmQ02Dhdp8HD5FB5rr2j+EBptYWNc1znA5ry0EgxNjB6Lzf41+GxhXh9K9F9tZ7N27SeW4PQ8r6MeVS2fIhhtcrGPQjXqbXq+gBgclZDCopB6GkhemlVZ05ejRC5xufFMq3vufE\/NRzqUGy0lGYAOL\/AOkIa4sY5peDmzAAtgwTmIOgtKzS9MyoAQSJAIkAxIm4nbxSyTaaFatUFnEt7NzC0h2YOEG1pEPaeQJg6yTsUGXKypiKlUx3nXcWtAmC4iY9B6JO4bX\/AOy\/\/wAVIxpC64Q2k0vdmBCc\/JOE9\/r08k+kYv4c12Z2UMP9KrOeIDQwlxbP5wB3YvMLUwVOgaYp9s8EAVHxDWgue1j2uc6AYbAEWl2uqxAz5SiBXeGubmIbUy5wAIIY6W7aA8oSzxOSrgWSsu4u2o2q8l1MFznECkRkjMR3A2wZIIHghquMe4ZXPcW8v2T0qoyuaWyfyvkgsuM1h+KRa+kyqg20\/f3+iMIuqYzL+HUGvcGmZK9Dd\/ha\/se1DrRPtuvPsFWDHh42I18P2Xprv8Upw\/8ADtaPwwT1hJlco1QVXLPOHcNyvLTcArbwdGwAH0Qbq+ZxPVaGFIPMoxd8nOzycg+i0DdFPxwpNzZSbgWE6\/RVtw7gAcpA5wosrnQW++auu1SOZKO9tGnh62ZrXGRIuDr5dD1gopuI2CyadTqiGVbIrZbsx5qcm0qLMbgaddpbVaHcuY8DsuA+Ifh5+GdmHepEwHcujuvXdegMqIn+FbVaWPEtcII6ItKQ3SdZk6eXnHuv6PH8339FdhcQWOBEeOqM+JODOwld1F1xZzHf3MOnnseoWc1iq9z1cZKSTR1uC+N3sp9k\/D0K7bgtqtzDpE39I2XNucHOc4NDZcSGj8Ik2aJ0A0uqn0ywwYtEwQdgYJG40PIhM0opK7DY5xDmODQddYOxXQ4GoA0eEfJcpibO8gVpcPxKyzipZGM5NQPR+DMDgxhdD3d4DLYafS8LWZTLYD7STJg32Mx4clzXA+KkuaRTz1LhpGoECL+ZuuwZxIHu5Q57Ino4xIB6T7KuSp\/Mvz+itb\/S\/wCfy\/YnhDmtPdLiQCDA5wdifdB8YwwrUqtA37RpybkObdv\/ALALQdxJvZwKUSGg5baTz5wgqFdz6jSRkbsB4gXPmq4xuRY5VFHj4UlGq8FziNC4keBNvZOwSulwRbkw5OCptwjzo2fMKz+X1MpcREbSJVbz4ls5L7mmPRdRJWsb+zKcyWZV5kirqMpfVdc+KhKm2hmY54dLmuaMkEnK4O706QCAP9QSxWEdTDC7L3xmADgXAWguaLtmbTyPJLqV0S0VZkxRPDcMHklwJa0SQ2JNiYB201XSYLDYHEDK0dm8fldLHDzmCiqe1mfP1Hhb6JNd2ldGThq1Sg5vZ6uEwWjvwYLcxHmPFb1PiOLeM2Hp061M3DiMrmndjxmHeHhex3VfGODOIY0aNDofo5rs2Zp6iSQfEclzeMrte4l5dRfo8MFnuGr42J3AtbqsWR9RGfy7fpa+1r9nt7NVX08ej61W4pv1q\/v+bGNaL3sfI2jy0U3G2bc6nrqICphSFtuVj9PvddFGkIoUMxFhA5HfqToLLRx\/B306bKhBAqNJbpcB0GB4rLovj3trH39ERWxbnAN1t8pUaZEwSqL6HS\/lcxbkq5tHP5qTnJihRCNarAlsj5cvkh8K66lijp6qqm6CsWWXz0WJbG5hzoum+Gw0vE\/L91yWGetXB4kiCDBTow5o7nrGPoUG0WOa4l5nMI05LhsQQHGNJVP84qObE7cgq6TpumxxaMWd6uwWxxRDFDD05\/LPitWhhxvZWbrkxSxauCOEoytzDUwwS5Z5xbWaBViq6onW\/sUzUYcbsxf8R6PbUu1AvSOv+RxAPvlK88ouAkOFiI0BI3BE9YO0iRN17BxTCZsNWp\/3Un365THuvHGmykqb2Oz8LnJ4mpdn\/Jq1f6plxdOXUtgAw1xflbpmEjQyST4ZwbyvHy5qdKu5uhjS+\/dILYOoggaclCUkIafY6C2KcUywKkB2ZB2KshD4imRYXAVObG71IthJVTOn4VxENaSwmXCJ0I56fd10PCsWW94Og+PTdeZUq5atXAcaLPvr+yyyVrkbh7I9Z\/4hZlEmSNAdjuud4p8QFjXvnvEObT6ZgRI8L+i5D+bl1xeenRUYnEOeQT5Dl+qswYm3b4FmytoUgop10KELqdUtIIPv8wlWrud+JxPy9NFSU6V443qrcs8bJp0W68uxKQmlNKJwGBqVnZaYkjU7AdSmoplNRTcnSHp497abqTYDXkFxyjMYykAP1DZaDAjfmURX7HJTL3uqPNN05LZHRNIVC9vegkg5dmxOkhY7CPpOyvaQdp3HQ7oeVXKCbsKcZJSRqcGqtBcHglpiQDlJBlpE+aOr4NrSyp2jxSJLW1csvo1B\/wBPEsGscx+JtxOiyOEsa6q1jjDXWJMiLSJI0uBfZaHE6rhnI1GVlZk2qMsaL3AbwQCdQYO6x9RCTyKu6\/Pz2T9LcVptrdPn0259nT9qOr4q\/EYXDUsR\/TqUyGioGmWybA0yPym0Rz0Cyv5zgqneeC124LM3uNk9HH0TwerQDwHh4c1rrE\/1WvjqRf2XFLVhbWNJu\/z9vY48OhxynNNNNSaTW1rZ+zXkxQI6\/eySSRWqjoihPKZKFCDgpiE6QCFBA8V+LyVKKxA0KoK5+WPzsti9gvCOWrhgsKnUgrUw2ITRZTljZu4Zi08OxoWDRxCLZUlXo5+SNdjfGLA0UTjHHRZlEcytCiGj902yMk4yYXhqRN3Fa9CoBYLGFbyVpxcKNtlTioB3GcaGUKp\/yP8A\/kryBjV2vxTj\/wCiRu85R4an2+a4sJlE6Xw9PQ5Pux4Umtm26inTUbyx1Bw\/KfK\/yUJRFHGObyPj+qOp8Rpus9seQcFmyZMsP+l+zN+Dp+ny7PLpfqtvuYzqQOoTfw7eQXS\/wNAtDyAGm8yWg+sLN4v2WYGmRcXAFhGkbacuSqw9VDNPSoP3a4Lur+FZOmxeJLJF8Uk92n3AQEwTwlC30coclOHpT9wpCqeilEsdrvsBXMvt9FW3EdPdEUKmb8hPmPqkdoEmyw4R+UOLSGmwNwCieFZ2VO47K53dnUTtPMLf4TxJjmdjXECzWudGmgDo8oPgo4ngZpvloBGrcxAg7STaOpVWVtQbic1dS5zeHKkr4vh\/nkXfzChiB2WIaGk6E\/h9fyO9ra7LH4l8MdmZElvjePqtEYJtSm6q2Mwd2lnXyEgODm7FpLXDmHu5WuoU302sc1+am8RlIlrXCMzYuRqCCIkEHmFlh1qaqfP\/AJf8bjy6WWCb8GVecW9vLZ9t9vLh8HO8PwjW1abiDAe0kg7Bwn2my0uOYVva9oxjoILHAkCQBEEciwtI8ke7BNqE3bSdI\/Ee6fOLbeMqNUVHnvFpENuBs1uUWttAvewSTqUtSldbfowLq5w0zWz5KjhGU+F1GNaH1KlYhhgFwbNMm8SLNNuq5H+WVv8AtuXX4nC1HgDtcsCBDBYdJPugn8CqEycTU+\/9SvWbarBj6iMZTkmlqbdbur7L0OWYBNzClkH9w15FJJdI6IxaP7hp9hRSSUogkkklKIQrNkIJOksnUxSaY8GMp0qkJ0llXJZRo4eqtGjUSSVqZkyRW4dRxARDcUkkrEY5IubiEhX2CdJTUyiUFZzHGMb2lSx7rbDrzP3yQISSWlLY6sIqMVFEgEoSSTUMKEkklKIO5xJkkk9bpkklEgt3uxJSkkjQLFKdsTcH5J0kGiBdGrR3YfWUZSr4foP9P7JJKt40xHjT7s08JRovIBP9N2rhBy8j5GDB5LZbjzTaGPlxEC4EPYRLSZMh4BHiDBuAUyS5edVJVyr3MuOCnOWKW8X\/AGlfvv8AsiBNMEVKT2h\/eDmkSILSCHSLtIJVOHq1Gtcw0w5rgN4hw\/C4T4kdQ4hJJDJU1ckr8\/ZmLVLFSTtevqFYdzxewMRbUA63+9TzKkGHomSSGZvuTDCpBp5p0ktiWf\/Z\" alt=\"Universo: \u00bfCu\u00e1les son los componentes?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren que la galaxia m\u00e1s luminosa del universo se &quot;alimenta&quot; de cuerpos  celestes m\u00e1s peque\u00f1os\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTot4YfxZLwO9m-wrtcb_ZaEsC0LibbSsf-Ww&amp;usqp=CAU\" alt=\"Asteroides y cometas que s\u00ed podr\u00edan ser un riesgo para la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR7s8yKwSWDnou24srNZZ1Eyalfo2F2Tl6VjQ&amp;usqp=CAU\" alt=\"Cu\u00e1les son los cuerpos celestes del Universo? \u00ab Descubriendo El Universo \u00ab  Libro de Respuestas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRw8FNT9W8H-JuGTDgyMBU_HrEzYO0-RwEBpw&amp;usqp=CAU\" alt=\"Blog del Centro Escolar &quot;Clarisa C\u00e1rdenas&quot;: D\u00e9cima Unidad El universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSOOKJZdB7PlAGRjvfqifundPytm8V1sNu-RA&amp;usqp=CAU\" alt=\"El universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Curiosidades sobre agujeros negros - Nada puede escapar de la singularidad\" \/><img decoding=\"async\" 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\" alt=\"Miden con precisi\u00f3n la masa de un c\u00famulo de galaxias distante\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQqVlzmE8L1vhwqJW2R2rJJQynndpC9C_-vyw&amp;usqp=CAU\" alt=\"Qu\u00e9 son P\u00falsares y Cu\u00e1sares? - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ44AxcXqx1n4-TTiXLziZBwu2IyImzASHbGg&amp;usqp=CAU\" alt=\"Se descubri\u00f3 un nuevo tipo de pulsar | Ciencia de la NASA\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo es el p\u00falsar beb\u00e9 que nos descubre las rarezas del universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQAfdc-WiwVlp9AFbFdXpc4qfeGfnaBRwXhsw&amp;usqp=CAU\" alt=\"El p\u00falsar m\u00e1s lento del universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Ponerlo todo es imposible, y, adem\u00e1s, tenemos a los seres vivos con millones de especies<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sites.google.com\/site\/definicionuniverso1\/_\/rsrc\/1468736637650\/viajemos-por-el-sistema-planetario\/sistema-solar.jpg?height=196&amp;width=320\" alt=\"VIAJEMOS POR EL SISTEMA PLANETARIO - CONCEPTOUNIVERSO1 Jimmy Sabogal\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/codigoespagueti.com\/wp-content\/uploads\/2019\/07\/sol-estrella-gigante-roja-muerte.jpg\" alt=\"As\u00ed ser\u00e1 la muerte de nuestro Sol | C\u00f3digo Espagueti\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">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 \u201celementos\u201d 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=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRdDkBv9YgffIWvrAaaXrM-pwXyIDX7zVkvnQ&amp;usqp=CAU\" alt=\"El experimento: la paradoja del espacio-tiempo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQNpVDhFVzwYG2W9ueBEE7nSr1vCeWUBCkHbQ&amp;usqp=CAU\" alt=\"Hallan el agujero negro m\u00e1s destructor del universo, que devora una  estrella todos los d\u00edas - Infobae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">Desde el comienzo de este trabajo estoy tratando de relacionar el universo, la materia y la consciencia, claro que, conseguirlo es otra cosa.<\/p>\n<p style=\"text-align: justify;\"><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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F03%2Funiverso-iii%2F&amp;title=Universo+III' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F03%2Funiverso-iii%2F&amp;title=Universo+III' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Me 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":[14],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3230"}],"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=3230"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3230\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3230"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3230"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3230"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}