{"id":6637,"date":"2020-07-04T08:18:30","date_gmt":"2020-07-04T07:18:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=6637"},"modified":"2020-07-04T07:20:03","modified_gmt":"2020-07-04T06:20:03","slug":"%c2%bfla-materia-no-es-facil-llegar-a-entenderla","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/04\/%c2%bfla-materia-no-es-facil-llegar-a-entenderla\/","title":{"rendered":"\u00bfLa materia? No es f\u00e1cil llegar a entenderla"},"content":{"rendered":"<p style=\"text-align: justify;\" align=\"left\">Un \u00e1tomo simple de un mismo elemento constituye, a su vez, una mol\u00e9cula simple del propio elemento. El ox\u00edgeno (O), hidr\u00f3geno (H), cloro (Cl), sodio (Na), cobre (Cu), hierro (Fe), plata (Ag) y el oro (Au), por ejemplo, son \u00e1tomos de elementos simples y constituyen, al mismo tiempo, mol\u00e9culas de cada uno de esos mismos elementos..<\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\"><em><img decoding=\"async\" loading=\"lazy\" class=\"alignleft\" style=\"border: 0pt none;\" src=\"http:\/\/www.asifunciona.com\/quimica\/af_atomos\/img_atomos\/af_000006_6.gif\" alt=\"\" width=\"250\" height=\"194\" border=\"0\" \/>\u00c1tomo de cloro (Cl), cuyo n\u00famero at\u00f3mico es 17, de acuerdo con la suma total de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que posee. en sus tres \u00f3rbitas (2 + 8 + 7 = 17) y \u00e1tomo de sodio (Na), de n\u00famero at\u00f3mico 11, de acuerdo tambi\u00e9n. con la suma de la cantidad de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que posee (2 + 8 + 1 = 11). Como se puede apreciar, el cloro. posee 7 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en su \u00faltima \u00f3rbita, por lo cual es m\u00e1s propenso a captar el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que le falta para. completar ocho, mientras que el sodio, al tener s\u00f3lo 1 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, es m\u00e1s propenso a cederlo.<\/em><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que el de Na, as\u00ed uno pierde un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que gana el otro.<\/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=\"Chlormolek\u00fcl \/ mol\u00e9culas de cloro CL2 CL2 Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9cula Del Hidr\u00f3xido De Sodio Ilustraci\u00f3n del Vector ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl. Las fuerzas electromagn\u00e9ticas entre esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRi1-LXUQEN9B7jTDbToL_gUxCPBU06col2JHbXJOnP9gwweKri0g\" alt=\"\" width=\"262\" height=\"192\" data-width=\"262\" data-height=\"192\" \/><\/p>\n<p style=\"text-align: center;\">Fuerzas de van der Waals<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Las mol\u00e9culas de agua est\u00e1n formadas por un \u00e1tomo de ox\u00edgeno y dos de hidr\u00f3geno separados 104,45\u00b0 entre s\u00ed (H<sub>2<\/sub>O). Estas mol\u00e9culas se unen a su vez mediante un enlace llamado <strong>\u201cpor puente de hidr\u00f3geno\u201d<\/strong>, formando una red molecular m\u00e1s compleja.<\/p>\n<p style=\"text-align: justify;\">\n<p><!--more--><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"1. Composici\u00f3n de la mol\u00e9cula de agua | El agua, base de nuestra ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw8PDw8ODg8PDRANDQ0QDg4PEA8NDw0PFRIWFhcRFRYYHSghGBolHhYVITEhJiorLi4uFx8zOTMsNygtMCsBCgoKDg0OGxAQGysgICMrLS8tKy0uLSsrNystLS0tLTcvLSsuLS0tLi0tKystLC0rMC0tNy0rKy4tLS0tKysrK\/\/AABEIANAA8gMBIgACEQEDEQH\/xAAcAAEAAQUBAQAAAAAAAAAAAAAAAwIEBQYHAQj\/xABJEAACAgEBBAcDCAQJDQAAAAAAAQIDBBEFBhJBBxMhMVFhcSKBoRQjMkJSYpHBQ2OCsRUkM3KSosLR0kRTVGRzg5Oyw9Ph8PH\/xAAbAQEAAgMBAQAAAAAAAAAAAAAAAwQBAgUGB\/\/EAC0RAQACAgEDAgQEBwAAAAAAAAABAgMRBAUSMSFhMlFx8EGhwdETFCIzUoGR\/9oADAMBAAIRAxEAPwDuIAAAAAAAAAAAAAAAALPP2pjY61yL6aF+tshXr6avtNey+kjZFba+VdY1yrrtsXuajp8TWbVjzKWmDLk+Csz9IbaDQ5dLWyk\/8pfmqV+chDpa2U+95EfN0\/3NmP4tPml\/keR\/hP8AxvgNVw+kXZFr0WZCD\/WwtpX4yil8TYsPOpvjx0XVXx+1VONkfxizaLRPiUN8WSnxVmPrC4ABlGAAAAAAAAAAAAAAAAAAAAAAAAAAAeN6dr7NDGbxbwY2z6Xfkz4V2qEI6Oy2X2YR5v4LnocO3v38y9ouVabxsbV6UQbTmv1kvrend5cyLJmrT6uhwunZeVO6+lfn9+XTN5uk7BxG66Nc21a9lUkqYvwlZz\/ZT9xzPbnSLtPL1irvktb+pja1PTznrxfHTyNUSPdCjfkXs9TxukcfD667p+c\/elNkpSblJuUpPVyk3Jt+LbKeEk0GhDt0v4aLhPGibQpaG2s40LRXj32VSU6pzqmu6dcpQkvRrtPWilo2iUN8cT5bnsHpT2li6RulHOrWmsbuyzTysXbr5y4jqe6vSLgbQarU3i3vRKi9qLm\/uS7penY\/I+dmiOSLFM9o93I5PS8OT1iO2fb9n14DgG5PShk4LjRmceZirs1b4silfdk37S+6\/LRrTQ7nsnalGZTDIxrI3VWLslHk+cWu+LXNPtRcpki3h5zk8TJgnVvHzXgAN1YAAAAAAAAAAAAAAAAAAAwG+O9NGzKOts9uyeqooT0lbJfuitVq\/wA2kX+3tr1YOPZlXvSFUe5fSsk\/owj5t9h847xbbu2hkzyb37UuyEF9GqtfRrj5LX3tt8yDPm7I1Hl1el9OnlX7rfDHn39v3U7c2zkZ10sjJm5zl2RXdCuPKEFyiv8A7qyxSCRUkcyZmfWXuMeOtYitY1EPEirQ9SKtDXaeKqNBoSaHmhjbPaj0PGiRo8aM7azVE0UNErRS0bRKG1ULRHJE7RG0bxKteqCSM1ujvZlbKu62h8dcmuvx5P5u6P8AZl4SXd5rVPESRDNEtbaUM+Kt6zFo3D6r3a2\/j7Rx4ZWNLijLsnB9k6bEu2ua5Na+\/VNapoyp8ubkb2XbJyldDWdNnDHJp5W16968JLVtP1Xc2fTOzM+rJpqyKJqyq6CnXJc0\/Fcnya5NF\/Hfuh5TlcacNvb8F0ADdVAAAAAAAAAAAAAAA1npE288DZ9tsHw3W6U0eKsnr7S\/mxUpeqRi0xEblJix2yXilfMzpy3pW3n+WZfyaqWuPhylFaPstu7pz89Por3vmaQkUxK0cjJabTuX0LiceuHHGOviFSRWkeIrSIpX6wJFaiIoljEwliEfCOEmUQ4mG2lu0UNE8kRyRlrMImihokZQzaEFoRyRHJEsiORvCteEUkRSRNIikSQpZIW80dM6Et73j5H8GXy+ZypN47k+yrI+wvKf\/Ml9pnNZkHHKMlKDcZRalGUW4yjJPVNNdzRYx21LkcvFF6zEvskGC3I2+to7Px8vs45w4bor6t0HwzWnJarVeTRnS681ManUgADAAAAAAAAAAABxLps2v1ubViRfs4lSlNa\/pbNH2+kVD+kztkpJLVvRHDN89ytpW5GTnKEL1ddZPq6pOVsK9fZTi0tWopLSOpByNzTUOr0ecdeR3ZJiNR6b+ctCiSRKOFptNNNPRp9jT8CtHMl7mitEkSNFcTSVmqWJNFEMWSxZqlhMolMkFI8lIw2RyIZEsmRSMtJRsoZWyhm0IbKGRyK2USN4Vro5EUiSRHIlhSyIJlvYXEy3sJquZndR6FdsXVVZddcvZhdTY4S7YNzjJPs5P5tdx2fZe2K7\/Z+hZzrb7\/OL5nFuh7D0xsq7R\/O3wrXmq4t\/9Rm7WxaeqbTT1TXY0\/FF2nh5nkf3JdFBr+7+3utapuaVn1Jdyt8vKX7zYDZCAAAAAAAAFFtiitX7l4sqlJJNvsS7zG2WOcteXJeCA9nNzer9y5IkhWK4lzCIGob47hY+0IuyHDj5XerkvZt0+ral3+HF3rz7jiW19lX4d0sfJrddkOT7VKPKUXzT8T6fMVvJu9j7QpdORHXTV12rRWUy+1F\/l3MrZuPF\/WPLtdN6vfjTFMnrT84+n7PmtFaZlt6N2sjZtzqvXFCWrpvin1d0fFeD8Y8vTRvDpnNtWYnUvb4ctclYvSdxKWLJFIgTKkzRZiU\/EHIh4hxGGdqpMobDZQ2ZazIyhnrZQ2bQhtLyRHIqkyOTN4VbypkRSK5MikyWFPJKKbLexk02ZzcDYfy\/aNNUo8VVT66\/murg0+F\/znwx\/aJ6RuXJ5N4rWZl1\/c7ZDxNnY1MlpPq+ssT71ZY+Np+munuL6+Bl74mPviXXmZnc7Ya+LT1Wqaeqa7Gn4o3TdnbHymtxm\/nqklPlxrlNfn5+qNSyYlph50sa6F0fqv2o\/bg\/pR\/956Bh1IFFFsZxjOD4ozjGUX4xa1TKwAAAAHk5JJt9yTbAsdoXdqgvWX5IiqRbKbk3J98nqXVQF3UiYiqJkAAPQLDbWyKM2mWPkQU4T90oS5Ti+Ul4nA98d1L9mXcM9bKZt9Tel7M19mXhJeB9FFptXZtOVTPHyIKyuxaNPvT5ST5NcmQ5sMZI93T6b1K\/EtrzWfMfrHu+YEyrUz++m6d2zLtHrZRY31F+nZJfYl4TXx715a5qcu1JrOpe7w8imWkXpO4lJqNSjUamuk3cq1PGynUpbM6azZU2UNhsobMxCG1xsjkz1sjkySIVr2eSZDNlcmQzkSVhRy3R2M7t0Q7ufJMD5TZHS7P4bO3vjQterXv1cv2l4HK+j\/dt7Tz6qJJ9TX87kyWq0pi17OvjJ6R9+vI+k7EktEkkkkkuxJLki3ir+Lz3UM257IWNyMdejJXGOvJ3LY3JRiMtGYyDEZYG4dH+0OsonRJ+1jz9n\/Zz1a\/BqXwNpOY7j5fV58Ycr67K36pcaf8AVa9504AAABZ7Vs4an95qP5\/kXhidvz0Va8XJ\/hp\/eBa0svKmY+mReVSAv6mTlnXIuYSAkB4egDwFE5AWO2MCnKpnRfBWV2LSUXy8Gnya5M4Hvlutbs27hetlFjfU3afSX2JeEl8e\/wBPoGyRitsYFWVTOi+KnXYtGuafKSfJrxIc2GMke7o9O6jfiX+dZ8x+se75y4hxGT3n2FbgXumz2oPV026aRth4+TXc1y9NDD8RzZrMTqXtaZ65Kxas7iUnEeNlHEeNjTM5FTZQ2eORQ5G0QhtketkcmJSIpSN4hVyZCciGcj2czoPQ5uj8syfl98dcbDmnBPuuyVo1H0j2SfnwrxJ6U25nJ5EUrMy6V0W7rfwbgp2x0ycvhtv17646exT7k235yZtFsia2ZaWzLcRp521ptMzK3uZjr2Xd8zH3yMtVnksxGWzI5MjEZcwItk38Gbiy\/wBapT9JTUX8Gzsxwuif8Yo0\/wBIo0\/4iO6AAAAMHvG9HV6T\/smcMJvRH2apeE5R\/Fa\/2QMfTMvK5mKqsLyqwDJVzLiFhjoWE8bAL+NhV1hZKw96wC6lYRTsIXYRSsArsmW1kxOwtrbAMVvLsmrNolTb2Pvrnpq6p8pL81zRw3aeDbjWzoujwzg9HzUlyknzTO922Gpb7bBjmVcUElkVJ9W+7jXe63+Xg\/VkGbF3RuPLqdN584Ldlvhn8p+\/Lk3EeORHPWLcZJxcW001o013poocyn2vRzmSORTKRE5lEpm8VQXzJJSIZTKZTPKap2TjXXFznZKMIRitZSk3okvPUkiqnkzspuxsK7aWVXi09jl7VljWsaak1xWP01XZzbS5n01sjZ9OHj1YuPHgqpgoxXN83KXjJvVt+LNa6Pt1obLxeGXDLJv0lk2Lx5VRf2Y6v1bbNmlaWaV1Dh8jNOS3slssLW2wpstLW203V3l1hYXzJLrDH5FoEGTYYfLsLvKtMNmXASbDr63Pw4LnlUt+kZKT+CZ3Q5B0Y4bu2h1rXs41Vk9fvy9iK\/CUn7jr4AAADG7w08WPNrvhpNe7v+GpkimcFJOL7VJNNeKYGh1WF1XYY7JrdNs6pd8JNeq5P3rRkldoGWhaTxtMVC0mjaBk1ae9aY9XHvXAXztI5Wlo7SOVoFxO0trLCKdpb2WgVW2FlfaLbiwvuA0zfzYvFxZdK9pL5+K+sl+kXmuf4+JoTsOvZNxzTefZqpt461pVY20l3Qlzj6c1\/wCCG9I8ulxeVbXZP+mJcylyKQaaWpvMh2Pou3QWNFZ+VD+MWR+Yrku3Hra+k1ynJfgn4tmA6O9z+JwzsuPsLSWPTJfTfKyS+z4Ln393f1LriWlfxc\/kZt\/01ZJ3EcrixdxRK4kU13O4trLS3neW1t4Et1xjsi4pvyDG5GQB5lXmGyrtSTKyC53X2LLPyoULVQ+nfJfUqT7fe+5ebA6T0XbK6jDd8lpPLlxrx6qPZD8fal+0jcimquMIxhFKMYxUYxXYoxS0SRUAAAAAAavvps9uMcmC7YaRt0+xyl7n2e\/yNWruOnzgpJxkk1JNNPtTT70zmm8Wy5Ydui1dNjbqn4fcfmviveBLC8mjcYWGQTxyAMurj3rjFq8968DJO4jlcWDvI5ZAF7O8trLi0nkFrbkAXF15YX3kN2SY+\/JArycgxOfSroShLukux+D5MmnLUpDMTqdw0KdbUnBr2lJxaXb266aG8bo7opOORmx100deO\/hKz\/D+PgTbPwaa7ZX6cVknqpPuh2fVXj5mcryzSKaWcnJm0aq2KOQVrIMDHL8yRZXmbqrNPII5ZBiXlEcsvzAylmSWluSY6zLLS3LAvr8oxmRk6kFl7Z7h4tl9kaqYStsm9IwitW\/7l59yA8opnbONdcXOdklGEI9rlJ9yR27c3dyOz8fgekrrdJXzXc5adkF91dvxfMs9ydz4YEett4bMqcdJSXbGmL+pD83zNrAAAAAAAAAFvn4VeRXKq2PFCa7fFPk0+TRcADku8OxbsGftazpk9K7kux\/dl4S\/fy8sZHJO05FELISrsjGcJrSUZJSjJeaOfbw7gTjrZgS4l3vHnLSS8oTff6S\/EDW1klXykw+TKyqbrthOqce+E4uEl7nyI\/lYGaeSRzyTDvLKJZQGUsyi0tyixlc2RtgTWXtkLZ5+Ztm7u4eXlaTtTxKX9ayLVsl92D7fe9PeBrWDh232RpphK2yb9mEVq\/V+C832I65ufuTVhx6zIUb8icHGWq4q6oyWjhFPv17m36dnbrnNhbBxsGHBj16N6cdktJW2ecpfl3eRkwOe7y9HEZuVuBJVSerePNvq2\/uS+r6Ps9DnediZGNPq8iudMvCa04vOL7pLzR9DEOVi13Rdd1cLYPvhZGM4v3MD56WQyr5UzrO0ujnAtbdfW4r\/AFUtYN\/zZp6e7Q1\/K6LLV\/I5dcvBWVyr+Kb\/AHAaM8plLyGba+jLaH+cxH\/vbv8AtktHRhmP+UvxoL7rtsf4OKA0mVjZQ2dQwui2laO\/Kts8qoRqXpq+I2rZO7GDiaOnHgprusnrZZ7pS1a9wHLN3tx8zL0lKLxaX+kti1KS+5Dvfq9F5nVN3t3MbAhw0Q1nJfOXT0lZZ6vkvJdhlwAAAAAAAAAAAAAAAABabR2bRkx4Mimu6PJTim4+afen5o1HaPRliT1dFtuM\/svS6te6Xtf1jeQByfJ6L8tfyV+PYvv9ZU\/wSl+8tH0cbR8Md+lr\/wAJ2MAchp6M89v2p40FzfWWSf4KH5mZwOi2C0eRlTn92mCr\/rS1\/cjooAxGx92cLE0dFEFNfpZfOW\/0pdq92hlwAAAAAAAAAAAAAAAAAAAAAAAAAP\/Z\" alt=\"Mol\u00e9cula de agua - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Dos de Hidr\u00f3geno y uno de Ox\u00edgeno<\/p>\n<p style=\"text-align: justify;\"><em>\u00a0Aclaraci\u00f3n: los enlaces por puente de hidr\u00f3geno son susceptibles de darse cu\u00e1ndo en la mol\u00e9cula hay un \u00e1tomo de hidr\u00f3geno unido covalentemente a un \u00e1tomo electronegativo (como fl\u00faor, ox\u00edgeno o nitr\u00f3geno). Este atrae hacia s\u00ed mismo la nube electr\u00f3nica del hidr\u00f3geno, descentraliz\u00e1ndola y dejando a \u00e9ste con una cierta carga positiva que a su vez atrae a un par de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> libres de otro \u00e1tomo cercano.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablemos de cuerpos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"aligncenter\" src=\"http:\/\/idata.over-blog.com\/2\/86\/18\/53\/\/normal_paisajes024.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/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<h3><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/albertobermudez.pbworks.com\/f\/1265788068\/Image4136.gif\" alt=\"\" width=\"496\" height=\"336\" \/><\/h3>\n<p style=\"text-align: center;\">\u00a0Una gran diversidad de minerales<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Hoy sabemos que son colectividades de \u00e1tomos isot\u00f3picos<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/t2.up.ltmcdn.com\/es\/images\/0\/8\/7\/que_es_un_isotopo_3780_0_600.jpg\" alt=\"Principales CARACTER\u00cdSTICAS de los IS\u00d3TOPOS - \u00a1\u00a1RESUMEN CORTO!!\" \/><\/p>\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 ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9cula de silicio policristalino hsio3 pinturas para la pared ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mol\u00e9cula de Carbono y de Silicio<\/p>\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=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR7VEHxlV2djubfkeq-natDV-LXjJPwES-q4Q&amp;usqp=CAU\" alt=\"El Universo tiene diez veces m\u00e1s galaxias de lo que se pensaba ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQWqoiRNQA-iux9JbdxMLIhxU87YZifci3aOA&amp;usqp=CAU\" alt=\"El universo en el hombre | Revista Ideele\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nosotros, la parte del Universo que piensa y ha podido llegar, mirando, experimentando, atendiendo a los cambios de fases de la Naturaleza, que todo cambia y todo lo que es hoy ma\u00f1ana no ser\u00e1. Claro que, en todo existen unas reglas y, la Naturaleza no ser\u00eda una excepci\u00f3n, se comporta siguiente unos patrones predeterminados que nos han permitido llegar a saber sobre la materia y su comportamiento.<\/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=\"Rumores del saber del mundo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los sumerios | Historia Universal\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El arte en el Antiguo Egipto - Revista Pionero - Medium\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Grecia pl\u00e1stica\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astronom\u00eda china - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Prambanan - el templo hinduista m\u00e1s grande del mundo - Vipavi\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTbDXmtOgqOVT4wV12Rwag7xNTivDwiLox9mw&amp;usqp=CAU\" alt=\"Por qu\u00e9 desapareci\u00f3 la civilizaci\u00f3n maya?\" \/><\/p>\n<p style=\"text-align: justify;\">Es mucho lo que tenemos que aprender del pasado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si miramos hacia atr\u00e1s en el tiempo, veremos como a una infinidad de hechos dispersos y de profundos pensamientos, nosotros, los seres humanos, siempre curiosos, pudimos llegar a saber y, de lo que aprendidos, procuramos dejar un registro de esos rumores del saber del mundo del que, de vez en cuando, hablamos aqu\u00ed, y, que dicho sea de paso, la F\u00edsica, la V\u00edda, La Mente que nos llev\u00f3 a compender y, el Universo mismo&#8230;ocuparon un gran espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosas de emisi\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1Es tan grande el Universo! Ni la mano m\u00e1s experta del pintor, ni los cinceles del diestros escultor, incluso ni nuestra \u201cinfinita\u201d imaginaci\u00f3n podr\u00e1 nunca mostrar tanta belleza como en el Universo est\u00e1 presente. Es la Naturaleza, donde reside todo, donde todo podemos hallar, y, d\u00f3nde, adem\u00e1s, los misterios y secretos residen, y, precisamente por ello, en ella est\u00e1n las respuestas que tan insistentemente buscamos.<\/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=\"Una teor\u00eda sobre el origen de la vida\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSqrGMW9mcB7E_IkQ1USNb87Va0uYRHtEAKow&amp;usqp=CAU\" alt=\"10 Teor\u00edas del Origen de la Vida | LINT Media\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRM9DDzB2R8I2n2jOsJGKKDgmb_VEddAUX7sg&amp;usqp=CAU\" alt=\"Trabajo cmc (4)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT3LrUQ4GZKXtOvdOz-NQaR2ruDIWL67tr36A&amp;usqp=CAU\" alt=\"Un posible origen mineral de la vida? | Blog de un bioqu\u00edmico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La teor\u00eda de Cairns Smith considera que el eslab\u00f3n entre ambos mundos (org\u00e1nico e inorg\u00e1nico) 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,\u00a0 y a pesar de todo, hay personas que\u00a0formar\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"GC6XBVG Feldespatos en el granito del Anfiteatro (Earthcache) in ...\" \/><\/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? o, a qu\u00e9 \u00e1mbito podremos pertenecer: \u00bfformaremos parte del lecho arenoso de un r\u00edo de aguas claras y de discurrir rumoroso? o, \u00bfseremos parte de la superficie de una monta\u00f1a?, o, \u00bfiremos a parar a una nueva estrella como aquella que form\u00f3 los materiales a partir de los cuales pudimos surgir a la vida?<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/www.architectureartdesigns.com\/wp-content\/uploads\/2013\/03\/sony-world-photography-awards-2013-8-635x424.jpg\" alt=\"\" width=\"589\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Somos Naturaleza y debemos procurar la plena simbiosis con ella. Si vamos en la direcci\u00f3n que &#8220;ella&#8221; nos indica, todo ir\u00e1 bien pero, si queremos remar contra la corriente del &#8220;mundo&#8221;, nuestras fuerzas nunca podr\u00e1n vencer tan inmensa grandeza y, s\u00f3lo obtendremos resultados muy negativos.<\/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=\"Cristalograf\u00eda. Dispersi\u00f3n y difracci\u00f3n. El factor de estructura\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"teor\u00eda cu\u00e1ntica y la estructura electr\u00f3nica de los \u00e1tomos\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"1. Estructura cristalina - Tecnolog\u00eda Industrial Bachillerato\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructura cristalina de los metales - EcuRed\" \/><\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1ndo comprar plata\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"S\u00edmbolo y diagrama de electrones para silver. S\u00edmbolo y diagrama ...\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/q03cenlacequimico-140107180348-phpapp02\/95\/q03c-enlace-quimico-24-638.jpg?cb=1389118054\" alt=\"Q03c enlace quimico\" \/><\/p>\n<p style=\"text-align: justify;\">\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.<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 66px;\" src=\"http:\/\/www.palimpalem.com\/1\/atletisme\/userfiles\/28328.jpg\" alt=\"\" width=\"450\" height=\"262\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Todo lo grande est\u00e1 hecho de cosas peque\u00f1as<\/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 sub.capas. 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francisthemulenews.files.wordpress.com\/2010\/06\/dibujo20100630_ultra_intense_x_ray_laser_source_knock_out_electrons_from_neon_atoms.png\" alt=\"De d\u00f3nde vino la materia que podemos ver? \u00bfY la que no vemos ...\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/1gYrX0sUmoYB8RP8hLDTbgyN8HJmwOGsADC08srBDHDNjeG0XSlipYUKLa-kpOmh_W--wESm32RnWCf54Fb_XDk9iR8a2QgL3wzXH1I169Qv6hoT50y9GPU\" alt=\"Estabilidad nuclear | cbrn.es\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"attachment-auto\" src=\"http:\/\/portalhispano.files.wordpress.com\/2010\/05\/cluster-galaxias.jpg?w=800\" alt=\"cluster-galaxias\" width=\"800\" height=\"600\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfY los cuerpos que pueblan el resto del universo?<\/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. 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. Similar (en otro \u00e1mbito) al que ocurre en las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.elorigendelhombre.com\/objetos\/AGUJEROS%20NEGROS%2010%20EQUILIBRIO%20HIDROSTATICO.jpg\" alt=\"The Nerd Society: Equilibrio hidrost\u00e1tico: explicaci\u00f3n sobre el ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En un sentido general, puede afirmarse que una estrella es todo objeto astron\u00f3mico que brilla con luz propia. Ahora bien, de un modo m\u00e1s t\u00e9cnico y preciso, podr\u00eda decirse que se trata de una esfera de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, que mantiene su forma gracias a un equilibrio de fuerzas denominado equilibrio hidrost\u00e1tico. El equilibrio se produce esencialmente entre la fuerza de gravedad, que empuja la materia hacia el centro de la estrella, y la presi\u00f3n que hace el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> hacia fuera, que tal como sucede en un gas, tiende a expandirlo.<\/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=\"Qu\u00e9 es una estrella?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Infobservador: El equilibrio radiativo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La presi\u00f3n hacia fuera depende de la temperatura, que en un caso t\u00edpico como el Sol, se mantiene con el suministro de energ\u00eda producida en el interior de la estrella. Por ello, el equilibrio se mantendr\u00e1 esencialmente en las mismas condiciones, en la medida en que la estrella mantenga el ritmo de producci\u00f3n energ\u00e9tica. Pero dicho ritmo, como se explica luego, cambia a lo largo del tiempo, generando variaciones en las propiedades f\u00edsicas globales del astro, que se conocen como evoluci\u00f3n de la estrella.<\/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=\"AstroCiencias Ecuador: El Sistema Solar\" \/><\/p>\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=\"data:image\/jpeg;base64,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\" alt=\"Saturno ech\u00f3 una mano a J\u00fapiter en la formaci\u00f3n de sus lunas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSGI6xxzFOG-dqx025fdTlSwOd213wxDu21xA&amp;usqp=CAU\" alt=\"Saturno stock de ilustraci\u00f3n. Ilustraci\u00f3n de manera - 126590111\" \/><\/p>\n<p style=\"text-align: center;\">Tanto J\u00fapiter como Saturno tiene m\u00e1s de 50 &#8220;lunas&#8221; , Algunas son como peque\u00f1os mundos en los que, por sus caracter\u00edsticas podr\u00eda estar presente alguna clase de Vida<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los gigantes gaseosos tienen muchas lunas, algunas mayores que Mercurio y Plut\u00f3n, los dos planetas m\u00e1s peque\u00f1os. Tambi\u00e9n tienen anillos, aunque \u00e9stos son muy tenues, excepto en Saturno, que se extienden 273.000 km., m\u00e1s de dos veces el di\u00e1metro del planeta. Se componen de millones de bloques de hielo, el mayor de los cuales tiene 10 metros de di\u00e1metro: el tama\u00f1o de una casa peque\u00f1a.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/t2.ev.ltmcdn.com\/es\/posts\/3\/4\/7\/planetas_interiores_caracteristicas_y_ejemplos_1743_0_600.jpg\" alt=\"Planetas interiores y exteriores del sistema solar ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cuatro peque\u00f1os planetas interiores, Mercurio, Venus, Tierra y Marte, son b\u00e1sicamente rocosos. Entre Marte y J\u00fapiter hay millones de asteroides girando en torno al Sol. El m\u00e1s grande, Ceres,\u00a0 s\u00f3lo tiene 1.003 km. de di\u00e1metro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/s3.amazonaws.com\/arc-wordpress-client-uploads\/infobae-wp\/wp-content\/uploads\/2019\/08\/17180715\/Sol-erupcion-sol.jpg\" alt=\"Video: el impresionante choque de un cometa contra el Sol - Infobae\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxESEhUSExMWFRUVGRYSFRcWFRgXFhUWFRgWFhgXFhgYHSggGBolHRUXITEhJSkrLi4uFx8zODMtNygtLysBCgoKDg0OGxAQGysmHyYtKy01LSsrLS0tLS8tNy0vKy0tKzctLTUtLy0rLSstMjAvLS0tLy0tKzItLS0tLS0vLf\/AABEIAJ8BPgMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAABgQFAQMHAgj\/xABCEAACAQMDAgQFAgMBDgcAAAABAgMABBEFEiEGMRMiQVEHFDJhcUKBI5GhsRUWFyRSVWJygpLB0dLwM0Njk5Si4f\/EABsBAQACAwEBAAAAAAAAAAAAAAADBAECBQYH\/8QALhEAAgICAQMDAgQHAQAAAAAAAAECEQMEIQUSMRNBURUiYXGR8RYjgbHB0fAU\/9oADAMBAAIRAxEAPwDhtFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFO3w+0S0nhvJrlUPgfLhPFnaCMeK0gbc6qxz5RjigEminXUel0lk02G1VUe8jYsS7Mpbx5kDZPoEQdgM47ZNStN6HiuEeO3mWVvmYbcTMkke3MczyDZkgqBHnJGTjjGaAQKKf9L6Mt7q3C28od2uxCLhkdAIVtZZ5B4WTnHhkj1OB2zVaeiGa7tbaKdXS8QTRSlGTEfn3Fk5II8NuPXjmgFKiunv8O7eeK1a3mCp4Ek887Kw8T+P4SERyOAp5x3A4Pc4yq\/3pNuvV8ZD8lsJKeZZQ8qxAoQeB5waAWqzXQv8GB3vGbtBIJZ7aJTE+JZIIhMeQcICueT2x61U6t0Q8Ngl94oOfC3xMmx0EylkI8xJHHchc9xkUApVnNP8\/wAMmjEAkvII2laJJA5A8LxU8RSPNl\/ReQvJHpzW0\/DmLYENzItwb1LEK8JVfOivkrkkHDbs7iCB980Bzqin2H4bF45pBeRbY3kijZhsWWSFFaQedgVG4lAcHJGcAEVc6t0LashSCNkkaWxjVgZJCqzWbTy+Qtg5Zd3PbHcCgOU0Ve9YdOGwnWIyLKrxpOjrjDJJnGQCQDkHsSPvVFQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBVroXUd3Z7\/lpmi8TbvwFO7bnbncD23H+dVVFAWVzrtzI8cjTNviyYmB2shLtISpXGPOzH96mT9Y6g7bjcvu3pLldqnfHuCN5QORub855qhooC8l6vv2febhwwkWcFdq\/xFUxh\/KBztJH3BOa0XHUN3JcLdNO5nTbsfOCgT6QoHCgc8AY5PvVbHGSauLLTM96jnkUFyW9XTybEqgiS3WWptIJTcyFwrRgnaRsc7mQrjaVyAcEY4HtUOy1+8glknimdJJQwkZcDcGOTkYx35+3pVzHpY9hWJdLB9BVf\/2Rs7X8N5u2yrbqy+3iT5h9wd5gfLnxJE8N27dyvFa73qi9mgFtJO7wqEAQ4xiPhMnGTgccms3umY7VUOmKswyKa4OJs6mTXlU0XQ6uvsRDx2Igx4W5UYrhWQDLKSwCsQAcgA16TrLUAXYXL5kkjnfscyRY2MMjykbVAxjhQOwqhorcqlva9S3kaSxpMwSYs8ikKVZnBDNgg7WIOCRg9vat0fWF+rBhcuGDI4Pl+qKMwoe3ohK49QeaoqKAn6vq8904knkMjhRGCccKuSFGB2GTULYa329uWzgZ\/FWkVmMYKkjHJ\/yT96kjjbIp5VEphEcZrBjPemaXScw4DFifoAH9prQmgOiZfgtwATzW\/ov2IVt4\/n3F2ip9\/YFKgkVFKLi6ZZjJSVoxRRRWpsFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFbrW3aRgqjJNaaavh9ErXA3Vpkn2QcjKVjBofwzklXJB\/YdqrupugpLcFgDx3BHNfRunRqsaBe20H85HeqnrKBGtyWAyOB++c156HU8ryc+Cd41R8oMuDisVYaxGBMwHA3U5DoLTv8APlr\/ALh\/669GnasrnPayK7Ho\/wAL9Kks5pG1ONjG3FxH5Y4\/L9Eiu2G9+CD965NqFskczxpKsyKxCyIGCuPcBwCP++45rIRN0i2zzTRBEFH3qp0VOBV1XG2ptyo+k9D1YY8Cl7hRRRVY7ppuIQw+9K2rW2Dmm+qHW04NWtWbUqPP9e1YTwOXuLJoq76X0eC6lZJruO0UKWDyAkMcgbRgjnnP7Uz\/AN4Onf58tf8AcP8A112D5yc9rbCmTXT\/AImfD7TrKMSwXqo5VWFu+XMmQOYyuWUHv5gRz9QrnGngZwRnNbRVs1m6Vl9o2mycso9vXgD+VXraSAgSVgCx\/T7Zzx71B0gSIMjyxllyMEsR29\/Xip2qybACRuwSw57D\/v0rfLkpdq4OBlnOeXtTR5twqOYyfKApQjvnOP8AjW6\/09DICrZAxyTgf6oNTdH6Ze4gkuVZQI+Tk4Jz9qpLO4CkoTu78Gq7t+WyTNqTgu9PmiN1FpDltwIIPYL2470p3cO011DU7YJGHVTkj27A\/ftXNNQ3ZOfc1YclOPf8k3TM8ska9kQaKc9C6Qsp4Ell1a3t3bO6J0JZMEjk7h3Az+9NfSPwz0yeZkbU4rkeG52w5R0Ix\/EySRgexBHNRHXOQ0UwdaaJb2dwYre7jukGfMgIKHP0seVY\/dSex4FL9AFFds+DfSOmXNm8twFeQsVIYgbB9q5T1XZxQ3c0ULbo1chT34\/NAVNFFFAFFFZAoAArakBNbJ4QoH35\/army00SRsA6KV9+C3GcUlJR8ljFryyOkVNtZhvX7VquYNpxV5Ho0gjWRT+rkY4qQYRIgkcLtH1Y+1avLEsLSk18PyKzpiiKMsQo7kgDJAGTxyTwPyanXEBYkjhfQeuKa+jen7SOFtT1B1a3jbZFbqwMlzMOdpX9KD1z3\/Hff8UUpwcWa9a+GV5Z2TXl08UYGwJEG3yOzsABlfKBglshj9NKukX7QSBx6GmDrL4gXeop4UoRYlkMsaIuNnl2Kmf1AAnnGcsfwPWndHpNZQzrKFlnleFA7xpEuxkGWLHec7\/0g4OPcVq0mqZodH6c+JkYjCsRx6N6fiqjrX4iiVCqH7DHYUoz\/D+4WNXWaMsVcsjCSMqy3DWqoN6DLNIuOduM84HNTf8AB0yRTtLMGli37RCQ6sUilk2nIBDbo9uMZ\/pVGPTsUZ9xJ6joRJpCzEn15rXVt1L0\/NYyLFKVLMgkBQkjBZkIO4AhgyMCCOCKqavkZ78Vtu3J253bcnGcYzjtnHrWAa80UAy6LNwKv6SdPutppns70Ec1ytrC1K0e\/wCg9QhLEscnyT6KwGB7GsM4Hc1So9L3KrPRNLmtTd\/vVne3oA+1K99cbjV7Vwu7Z5fr\/UILH6cXyRDWKKK6h4M9yysxLMSxPckkk\/kmtluxBrRXtHxWV5MNWh30DUZSApClWPHJ\/wDt\/SrSZxOpjTbvT6wPuecfakzS9QKFDngZ4\/NXuj6ntctsGSTzuAwP+zUs8fqU75RwtjWcZucV4\/7+xMjmmTMXmGckjJAIr1baeVIk4bJ257gEmtzXqmbazKCcHIPpjnvUZ9d2nagBRc7sj1FRelN+eOSOebPkj2pexK1DU3EZRiNvYj1xz2Nc\/vjyTnvVnrmqeJJuGRnvzxx249KopHzUs6Xg6OjrenG6qzxXuOVlztJGRtOCRkHuDjuOO1eKKhOiZq60\/piea2a6TaUV\/BC+YyPJhDtRVU5PnXuRmqSmzp3X722tkWKKNonud0bOCT8wghOBhxngRnkEc0BVxabqERdViuEKhTIAkikK\/wBJYY4B9zWmfQrtSwe2mUqviuGicFUOfOcj6fK3P+ifY0wydcahA0kTJEHC\/KyZTLDwjICpYNzgyN7jODWpPiBe\/wATiMmRZUY7CSBM1w7AHd73MnHbheMqDQCjRRRQGVGatNJ05ZSSxwF71G06MM3NWdmniSiNfKpIBznafSkuI2WdfGpSTfP4F3c6RboY924qRnjnbip1h0\/btJmRygOCOOCf+Ge1eurJWtREQquwBXH6SuO5HfPFX1ta289gssZPB3MSwHmGMqmfXgfarnT9NTf8x8\/7Ons5McJuKiuBa1\/VpVbw7dTsHlHrtx9vXNWOnW\/+LvGcb8ByCMEZ9MetTLN7VLMblw0kjK75JIXjAHPfmlfX45YJk2vIY3VD3P0knP3qzuaMYRcn+xDh25KXe3f+LIuqWGFYnGTjG3vn\/S+1LUqnHPpTXcxsVKnGMggg849j\/Slm+25IHvXGw+6NN+KtSXBBpn0aw1ZoENs0wiZvIqT7QzeIkZYR7weHdAWxgblyaWKYbXrC6it4YISI\/BZn3hVLsWkjlAJYEgBo1OBwcDOakOYSW0DV3XwiJWVmOU8dWGS7sWZd\/Cl4n854LIec1Kl6e1132MLh2cNn\/GAwYKFQhjvI7SqACeRIMZBqmt+rb5EEazkKuSBtTPO84J25K5kchTwCxIFe4+sb9c4n7gggpGVIKxpypXB4hj79tgPegLSbpG\/nh+YmkZ5MNtjdjJNtCJMuRklN3jAhWwfNnHNLWq6VNbMEmXaSCwwyuCAzIcMhIOGRlPPBUg8irIdZX+xU+YIVV2DCoGxtVBlgu4naiDJOcKOeKrtW1ae5cPM+5gNowqqACzOcKgAGWdmPHJYk8mgINFFFAZBqTb3jLTX0p0\/bz2kjkRtKPH3tJMUFsscatEdikFy7F8McrmMD1q0uvh5AxlaO4ACzCPAKbEUzrDtLtJu37W3gEchlwSTWHFPySY8ssbuLoT49X96xJq\/tTXP0HaROA94WG9ScKigw+Naxudxbyvtus9sfw2ziousdEQRCNluv\/EuflthUExqZGTzupK7wFDEZwQwx94vQh8F76rs1XcJ892zVHJroWn9CWrSJi68RTcpbFWCrv\/jrAyYWTcHILSjH6BnINL3UHTi29tbXCzBzOMsnGUOxHHIOCMPj7FSO+QJUkvBQnklN3Ji7RRRWTQK9AVc9F6stpeR3DZxGJCMLu8zROq8HuNzCnJuqtHZhIbdhIi2\/h8HEfh+ZkTB42uTg\/qAANAc1DEVIWYg8kjHp2p6vNb0WWaSR4m5IkysOBIx+byhXxMqcTW5LZOTAeBnn1fdR6RM7SSQF3Z4ySyHzBfA8xZXyqBI5UKAHJdT+MptGHFMSPnP1A4bGOeaJL4lSMfkjtTRe3ukPHsijYSG5VwzoqBYd53KSpxt2le\/se3ra3+uaOjyQIh8Myx72ijHhyLFJOVwrMwICvGC36uTj329RmnpRObO+a8V0G51rQ8gLaEp4iyHCkSY+YRigbd9PgmQY\/AyO9bF17RyQjQARpO0gCwg+KrQKvmZjlV8RWJQD9QxjFaEhzmiuhnXdHGYkidISIclUJdytwXYSBmIYCNUA49W9aUOpprZ7mR7VCkLbSinI2+VdwwScDduxQFXTX031q1patbCLfueSTJkIX+IkaEMgGGwI8gnsTn0pUooB8k+JL7GVLdUZnuJVcSHKPcfMZZcjII8cHvgmMcDNej8SSZVl+VAKPLKqrMypul3edkC4aQFj5z+njHrSDRQErVLvxppZtoTxHeTaOy72LbR9hnFRaKKAn6XNhwMZzxTTpWYlMh2rz5GPP9DStaFeMDzDtV7pl\/uXwZQcLuO7PJB4xitM18HV0JJcN8+xdaroxvoPFjlDyRk5UnGc4\/amP+LDp8OxEKbh5duW7djkd8j9+KTdCS5jSVYowyHDI3bgnIX3PbtV50\/d3Kxsl2zoGyeRwWxx5h2HAru6WxiVP39\/jg0yYnN2003+hjqbXFeNQsH04baOMSDA4wPf9\/SoupXE0iR+MgMxXknjCegXHcjnvRrRAhVVYZyWYquQd3fk\/eq6OWVY9mdzgbsk52g+o9qr9Q3U\/tiS4MDjJ9xp1mbbKmcbcbjj1OMYP8qWdRZS5K1Ia8JBWQbjnuakjpm6azOoKgaBXMbFSCyEY5dRyq5IGT\/xFcyEe2PJU286yS4KOiiislMKKKKAKKKKAKKKKAKlnUZjEIPFfwgdwj3HZu99ucZ\/51pghLHAq+0\/QieTUWTNHGuSfDrzyuooXghoKGnyHp4Y+k\/yrzcdPDH0kftVX6hjui99Jy1Yk2t1JE2+N2RsEblJVsMCpGR7gkfvWmmDUNDK8iqOWMqeat48sZq0UMuCeJ1JGuiiipCEKKKKAKzivSLU02+V3UBAoxUkQGty2+FLGgK+ivTCvNAFFFFAFN3SnT1veKYvFVZj9OeCD+D9Q\/FKNFAMUnRGoid7YWztJGAzbR5dpztYMeNpwcfgjuDVLfWUkLmOVGR14KsMEftXSuiviPJDbeDLKXKltpkO4hTjGGPOB7VU69pV3qam9gRZUQmJgjKZRjzZKd9vPH78VWhkyvM4uP2\/Ju1Htu+RDor3JGVJDAgjggjBH5BrxVk0N1tLtOasbRBK24EqaqK3wzlexxWfKolxz7Xz4HLT+qvlwYiScdj6fatN9rL3uyMvtCjJA4ySf\/yl6ORG+qstcquNnGPUev5rRYWvDOg96co9sn9vwN2p3whAVVDDbtOe5\/f05pWfVmAIGRnnH9gFRbnUGYAZ7etQ2Ymkcaj+LItnelkf28I2XE5Y5q96I6onsJw0eHjkxHNA5HhTI3G193APJw3pk+hIK5RW7dnPbs698Ufh5Z21l89Z5IaVS48QOkccgwFQjggPgZ5+rvxXIgK3w3sqo0ayOqPw6BiFfBB8yjhuQDz7Cp+g6f4risxi5OkCJBp7t2Fe5tLkXkg11jSOnlCgngf1NSrzp9Cp28\/Y10F09uNkfecQZCO9eaaOp9I8M5ApYNUMkHB0zdOzFekXJrFS9Nj3OKik6Vm8I90khi0DTOxIp2s7JUHIyf7Kg6FbgDPsP7auK8tuZ5Tm0e40NWOPGnQUUUVSOiQb2wDAkDn296Rtf03HIFdHqg6gthz9xmuhpbEoTo5fUdWOTG2cxYVipF4mGNR69Onas8TJU6CtixGvFSbaQismD3DAc0z6Dphk8mPq7fkVp0iONyAwx9xyP5V1jovpQEhlII7\/AIoDmy9Mvkjae+Kh6\/pxQiMD6e\/5r6XPTUOc457\/AGziua9ZdKhNxYhR3ye5\/AoDhs0OKjtGaZtVEUZIUbj7n\/lS7cyk0BJ6f0d7ydLaNkV5DtUyNtUn0GcHk+gpj+IHQn9ykgWS4Es8u5iiLhERcDOScklifQdjVtpV5aaLapcRtHc6lcJuiIw0dnG47n3l\/P47Z3JOv6\/c3rpJcyGR0QRBjjO1SSM47nLHn1oCJJp8yxLM0biJyVRypCMRkEK3Y\/Sf5GtEkZU4YEHg4IweRkf0NNGk9XrClupg3mBJYc70XekrTOcsIvEQgzH6XHbjBJNWVr8QpjIr\/LiQrmSTLFicW8UG9TtJj2iIsM5A8RvzQCdc6bNGiyPGyo\/0MRw2VV+P9llP71O6e1K6tS9xBnYu1Jf8gh87Vf8AODg\/amW0+JOwoTaIwRWULvwuGWFCNu3bt2w424\/VxjAqHofXXy0EcPyyuIyCfOVVsGYhtoXiT+N9ef8Ay4+OOQKLqDVzcyb8Y\/t\/Gaqql6re+PNJNtC+I7PtGMDcSccAD+gqLQG20tnldY41Lu5CKqjJZicAAepr1cWkkeN6Mu7O0MCCdrMh7+zKw\/INSentT+VuYbjbv8GRZdu7bu2nON2Dj84prPxFDIwks0d3gWBpNwy0gMzPKVKEeczFivHmGc9sAJN3bvG7xupV0ZkdT3VlJDA\/cEGs3Vs8RCyKVJVXAPfa6h1P4KsD+9dAn+JsUkxkex3Av4vMyb9wuBcKu8QYMYwV2kZwx83NQIuvkCsDaKxKxKMujD+FBbwAsrRHcQYC6dgpkbIagEigDPA7046x1pFPDcxCzCG4dZd\/jF9hXwewKf8Apv2K8SY7AVNuPiKhZmWyRCYljXa6jYysWDAiMNtBPCZx3znjACTb2MsknhKjGTzeTHm8gLNkfYKc\/io1dEm+JqMWb5MbmkmlLGVS\/wDGR1wW8LOV8TAYY8qhT71B1XrxJLZreK0WEtGkHieIHYIrEkeaPJyCw78ZoBJpv6MIzShVno1+YnBqXDNRmmzDVo7tARtGO2BWylDRupV2gZBHsalX\/UqhTjA\/fJr0Czw7bsg7WUPXLLh8e5xUO31np0IofTbhnCgMRcsAWwMkDdxk5qj6j1fxDgdqXa4e1kU52iaKpHZemuqemo4LkNZuiN4eYpGM7TEeJjwwT5CuT5sj6hzXOXuLd7pmtomhhJ8kbyeIV\/2sA8+xzj3NUFSLOTawNU8iuLRNil2zTOq6MfKf2qxpb6fvRgffg0yA15HYg4zdnvtTIp41QUUUVAWQqp11uP2q1Y4GaVeob4YJ96s6sHLIqKe7kUMTsodIu7GO4dr2B54ypCrHIYyHyPMSCMjGePvV7\/dvpv8AzZc\/\/Jb\/AKqQrh8kmtVetiqSR4ObuTZ1f4o9R6FcIFt7Yvc7VHjxnw1U4HDnH8YjAHI\/DCuXQitWakW8gH3rY0GPp+3JYYrvXQFzGgClxkjHvXzrb6kw7GnTpTXCrDJ+5\/AoD6SLDv8AvXOviBOkmQrrnthuM\/g0uj4gNu78Zx+3ak7qnWSXIzlTyD9qAXdehZWOVxS5Katp9SftnI+\/IqtnkU+mDQDHrHRbxWcN\/BKtzA4HisikG3l9Y5FPOB23cf2ZVKcPhl1N8ndBZZVS0mylyjo0kbpg8bF\/V6A+mecjirb4vabp6\/LXGnNEYGQwMsTA7XQ7gXBO7cQ\/dufLQFLonW7W8cMfgo6w\/TlsEEtdFnXjyuRcgZ9PCXvUyX4jOVZRAqF1kjdkcoSjrKo2gLhSPFHpg7ewzwjVJt4QTzUmPHLJJRj5MN0OUfxIk3s5t42JlabucAHbtGMYLKEVQ\/ou4Y5zXq2+IrrtzbISJFmJBAZyIliJYsh8xwTvGCAzDOcEQtJ6MuJ08Xb4cedoZuAT7DPrz9zWbzom4j5ZJAOwJgmwf3ZQKuS6fOPDkr+LMdwpTvuZmxjJJxknGTnGSST+9a6srq0MbFH4I91IP9e1QJFxVbNglidSMp2eKKKKgMhRRRQBRRRQBRRRQE\/StImuS4iCnw18Ry0kcaqu5UyWkYD6nUd\/WsQ6RcMjSLDIUTaWYKSAHJVTn1BIIBFT+k+pGsXlYRhxLH4LDe8ZA3pJkMhBBzGB+Cau7f4kTIVxBGQq24GWfcTayeJGWYEbgPpwfTHfFALdjY3TEhEYYWRzkbRiFDJJy2BkKpOO9GpW91E7RyqwKO0J4yviIxVlDDhiCD2q8\/wg3Bt1gZFbasyFyTucTRzpl\/dh47nd6+vrWNR68lmjMZgjXdcm9JGclzLLLg\/+6Vz7Kv3zm2BbawnyAYpMk7QNjZJIzgccnHNerbSp5N22NjtDE54+nG4DOMsMjyjn7U2P8S7lmy8aSDdvCuzsFPiXUgKgngj5naD7RJ7Yrxe\/EeeRXHgxqX8fzAtuT5ht52H0AYlse\/PHOcAUDaSAFtj7R3O04HJXk+nKkfkGtINOl78RZ5RchoIh8zH4JIBGxSp3BefV2aT\/AFmP2wlUBd6Nqew4NO2m6uMe4rl4NS7a\/dOxqhs6UcvKOpp9Slg4fg60l6h9cViS+Qeua5xHr7D1rEuvMfWud9LlZ2PrcKG\/VNYGO+B7f86SNW1Euai3F6zdzUUmunraccXJxdzqEs\/HsBrFFFXTmhWc1iigN0T1a214UQ+5qp8BwofawUnAbB2kj0B7E0NLmgLEXx55rbdXe9B7jiqcPXpJSKAHetVZNYoArOaxRQGyMUydN6S88y4KjPo3AJAOOfTnFLkL4\/Bqz0\/UniOY2II5GQDg+49R+xrpaPY7Unz+deP3+TSVndNCjmjjK74UlCxxwpLJ4WxlOJAxwWG7jzICTzyO9Teoo7YFVkcLMF3M8TOsZHAYMjMQy5Prz25zXHV64vMZDDd2DhPMPwzlsH8CqG91WWQkySMxPcliSfuST9zj2zWzwds++UuPzQviid1NqHi7WzuOWGfXbnA59aXJmya2TTA8Dt2FR6h3thZZ1F8JJfp5f9TMVQUUUVRNgooooAooooAooooAooooAooooAooooAp06T12zis3guizK08cpjjQhnQNCXEj7trx7UYBCMg8g+Y0l0UB0iaTQhbOyqrkfwgNrLM7eFLh0Xf5Bv8I7zkYBGMnFapdQ0JnVY7bys9sp3Mysse+TxsszBVcL4YLFiDycjGa56KxQHV5H0jxVtR4JOPEJDgWomNuoLMWmCkbs8BzyRycYqrvrzQ03hIg7pLdFcq\/hspjuhAvlbzJv8AliDnOM9vXnlFAdLXWdCLKrQfw0e4Kjw3BxIUeMu4JYoB4ibcEglT6Zqk0i\/0sLGssI3Frhmdld9mcC3DBWXxEGXyBzkL7YKfRQHSJLvRgoWQEoYpjCgbxDEJZ7l4g7Ix2SBDCdvpk5ORg83oooDNFYooB5teqLJrSC2uUllMaSxbgiAQq6ShTGhk2yuHdWDEIwwRk5qyveotFCRMLNXDuZGjEUatGq3LNh3BznwxtCfSQwyRiuaUUA+z9VaaM+HYpnE5Ba3j5cxxrASu8gKGEjMo4ywx7DM3UukZGyx8vjbirRx8QtLKXIbcSWMUioEPlUoGB4pBooBv1rXNNltpY4rUxzNIGjYJGFSNWIC7lO7mPGQcjdk+tKNYooApm0jo6a4spbyMklHEaxhCfE5jVjv7LgzJx6+b2NLNWNtrlzGqokzqqh0ChiAFlwZBx\/lYGfwKAtZehL5SBtjOTtG2aNhnNwMZU4yDazA+xX71Jb4eX5bEUe5NyRhmZE3M6xtwN54BkUZz6\/Y403\/Xt9JJ4gkMfkERWNnwyhnfzFmLMS0r85z5jUa66yvnkaQTGPc4lCx8IjKqqpQHJXCoo784Gc0Bi46VvEVGIUq7pGpWVH5lLLEx2scI+x9rdjtz6jMmToLUMyYiV\/DUOxSWNhjdKuAQ2CwMEoIHOUI7kZqDrlyY44jM+yFg8S7uEZSSpH4yce2T71s\/vjvMMPHkw6lGGeCpd5Of9qWQ57+c+9LBaSdAX4H0RnBC4E8RO8uYhGMNy\/iKU2jnNU2saPNbMqyhfMu9Sjq6su5kJDKSDhlYH7irPW+tLy5ChnKKoUYRn5KMZA7MzFi24kg54qo1PU5rl\/EnkaR8BdzHJAHYD2HJ\/maA\/9k=\" alt=\"Ciencia Regional: Evoluci\u00f3n Estelar | Academias EXPLORA Valpara\u00edso\" \/><\/p>\n<p style=\"text-align: justify;\">\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 &#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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"alignleft\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Size_IK_Peg.svg\/300px-Size_IK_Peg.svg.png\" alt=\"\" width=\"300\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">Comparaci\u00f3n de tama\u00f1os entre la <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> IK Pegasi\u00a0B (centro abajo), su compa\u00f1era de clase espectral\u00a0A IK\u00a0Pegasi\u00a0A (izquierda) y el Sol (derecha). Esta <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> tiene una temperatura en la superficie de 35.500\u00a0K.<\/p>\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 para nuestros ojos. En verdad, un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, es un objeto extra\u00f1o, no hemos podido llegar a comprenderlo bien y, de hecho, ni sabemos en qu\u00e9 se convierte aquella materia original de la estrella a partir de la que se form\u00f3. Cuando la Gravedad qued\u00f3 como due\u00f1a y se\u00f1ora de la situaci\u00f3n, comenz\u00f3 a realizar su trabajo y contrajo la inmensa masa de la estrella m\u00e1s y m\u00e1s hasta hacerla desaparecer de nuestra vista, aquella materia primera, \u00bfqu\u00e9 ser\u00e1 ahora? \u00bfqu\u00e9 estado ser\u00e1 el suyo? Sabemos de los s\u00f3lidos, l\u00edquidos, gaseosos, <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>s e incluso, materia de Quarks-Gluones pero, dentro de un Agujero Negro, en lo que llamamos Singularidad, \u00bfqu\u00e9 ser\u00e1 la materia? Y, sobre todo, \u00bfen qu\u00e9 parte del universo est\u00e1? s\u00f3lo podemos sentir su presencia pero verla no.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRRkOl7CGcYfLSAqiZG4wjoUbJO33GQ33GYdA&amp;usqp=CAU\" alt=\"Cu\u00e1les son las partes del agujero negro? \u00ab Descubriendo El ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 enigmas!<\/p>\n<p style=\"text-align: justify;\">Espero que alg\u00fan d\u00eda, a medida que nuestros conocimientos evolucionen, a medida que nuestras tecnolog\u00edas avancen, a medida que nosotros (tambi\u00e9n) avancemos en el proceso hace miles de a\u00f1os iniciado, podamos alguna vez, comprender lo que en realidad es un Agujero Negro en toda su magnitud, es decir, conocer completamente todos y cada uno de los interrogantes que ahora nos plantea.<\/p>\n<p style=\"text-align: justify;\">\u00bfLa Materia?\u00a0 Bueno, esa es otra de nuestras asignaturas pendientes y debemos llegar a comprenderla para poder asimilar como, a partir de la &#8220;materia inerte&#8221; hemos podido evolucionar hasta la &#8220;materia -no ya viviente- sino pensante&#8221;.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1003\/m78_torregrosa.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/1003\/m78_torregrosa.jpg\" width=\"625\" height=\"504\" \/><\/p>\n<p>Nubes moleculares en Ori\u00f3n que son los materiales primigenios para complejidades futuras<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ALMA observa un monstruo imparable en el Universo primitivo | ALMA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQZ70gfCMa9-pcxgeK5gMjQ2tQWo8NgQUOFgg&amp;usqp=CAU\" alt=\"El cerebro : Blog de Emilio Silvera V.\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que podemos explicar unas galaxias captadas por el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> a m\u00e1s de 12.000 millones de a\u00f1os luz\u00a0 del Sistema solar. Sin embargo, no podemos explicar esa maravilla que est\u00e1ndo con nosotros y formando parte de nuestro Ser (la m\u00e1s importante), est\u00e1 escondida en la m\u00e1s espesa niebla de nuestra ignorancia-<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 misterios! \u00a1Es tan grande el Universo! Podr\u00edamos decir que dentro de \u00e9l, todo puede ser posible&#8230;hasta que nosotros estemos aqu\u00ed para comentar sobre todas estas cuestiones que, desde siempre despertaron nuestra curiosidad y de las que cada vez podemos dar m\u00e1s referencias a medida que nuestros ingenios espaciales nos hablan de sus secretos y nos descubren los misterios que las rodean. \u00bfQui\u00e9n se podr\u00eda imaginar hace ciento cincuenta a\u00f1os que hab\u00eda <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y c\u00f3mo nac\u00edan a la vida y por qu\u00e9.<\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' 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%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;t=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/04\/%c2%bfla-materia-no-es-facil-llegar-a-entenderla\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/07\/04\/%c2%bfla-materia-no-es-facil-llegar-a-entenderla\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;title=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F&amp;t=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%BFLa+materia%3F+No+es+f%C3%A1cil+llegar+a+entenderla&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F04%2F%25c2%25bfla-materia-no-es-facil-llegar-a-entenderla%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Un \u00e1tomo simple de un mismo elemento constituye, a su vez, una mol\u00e9cula simple del propio elemento. El ox\u00edgeno (O), hidr\u00f3geno (H), cloro (Cl), sodio (Na), cobre (Cu), hierro (Fe), plata (Ag) y el oro (Au), por ejemplo, son \u00e1tomos de elementos simples y constituyen, al mismo tiempo, mol\u00e9culas de cada uno de esos mismos [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6637"}],"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=6637"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6637\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=6637"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=6637"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=6637"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}