{"id":28344,"date":"2025-12-20T06:56:04","date_gmt":"2025-12-20T05:56:04","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28344"},"modified":"2025-12-20T06:56:41","modified_gmt":"2025-12-20T05:56:41","slug":"las-galaxias-y-%c2%a1la-vida-10","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/12\/20\/las-galaxias-y-%c2%a1la-vida-10\/","title":{"rendered":"Las Galaxias&#8230;y, \u00a1La Vida!"},"content":{"rendered":"<p style=\"text-align: justify;\">&#8220;&#8230;en alguna peque\u00f1a charca caliente, tendr\u00edan la oportunidad de hacer el trabajo y organizarse en sistemas vivos&#8230;&#8221; Eso comentaba Darwin sobre lo que podr\u00eda ocurrir en la Naturaleza.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La vida comenz\u00f3 en charcas calientes salpicadas por meteoritos\" \/><img decoding=\"async\" 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\" alt=\"La vida en la Tierra comenz\u00f3 en charcas poco profundas, no en los oc\u00e9anos - Vista al Mar\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En un lugar como estos pudo surgir aquella primera c\u00e9lula replicante<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Hasta que supimos que exist\u00edan otros sistemas planetarios en nuestra Galaxia, ni siquiera se pod\u00eda considerar esta posibilidad como una prueba de que la vida planetaria fuera algo com\u00fan en la V\u00eda L\u00e1ctea. Pero ahora se sabe que m\u00e1s de cien estrellas de nuestra zona de la galaxia tienen planetas que describen \u00f3rbitas alrededor de ellas. Casi todos los planetas descubiertos hasta ahora son gigantes de gas, como J\u00fapiter y Saturno (como era de esperar, los planetas grandes se descubrieron primero, por ser m\u00e1s f\u00e1ciles de detectar que los planetas peque\u00f1os), sin embargo es dif\u00edcil no conjeturar que, all\u00ed, junto a estos planetas, posiblemente estar\u00e1n tambi\u00e9n sus hermanos planetarios m\u00e1s peque\u00f1os que, como la Tierra, pudieran tener condiciones para generar la vida en cualquiera de sus millones de formas.<\/p>\n<p style=\"text-align: justify;\">No pocas veces nos hemos referimos a los elementos m\u00e1s abundantes del Universo:<strong> carbono, hidr\u00f3geno, ox\u00edgeno y nitr\u00f3geno (CHON).<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Lee Smolin: Lee Smolin: C\u00f3mo la ciencia se parece a la democracia | TED Talk\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Universidad de Waterloo | Universidad, Waterloo, Ontario, Canad\u00e1\" width=\"280\" height=\"190\" \/><\/p>\n<p style=\"text-align: justify;\">Lee Smolin, de la Universidad de Waterloo,\u00a0 Ontario, ha investigado la relaci\u00f3n existente entre, por una parte, las estrellas que convierten unos elementos m\u00e1s sencillos en algo como el CHON y arroja esos materiales al espacio, y, por otra parte, las nubes de gas y polvo que hay en \u00e9ste, que se contrae para formar nuevas estrellas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"1 Nuestro lugar en el universo Perdidos en el espacio - ppt descargar\" width=\"342\" height=\"256\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestro hogar dentro del espacio, la V\u00eda L\u00e1ctea, es una entre los cientos de miles de millones de estructuras similares dispersas por todo el Universo visible, y parece ser una m\u00e1s, con todas las caracter\u00edsticas t\u00edpicas \u2013 de tipo medio en cuanto a tama\u00f1o, composici\u00f3n qu\u00edmica, etc.- La V\u00eda L\u00e1ctea tiene forma de disco plano, con alrededor de cien mil a\u00f1os luz de di\u00e1metro, y est\u00e1 formada por doscientos mil millones de estrellas que describen \u00f3rbitas en torno al centro del disco.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQMVv3-OofYdPMuHFjLSqjGwb_rpcfMVjWXC5k9yMjid0Td03KEp8Ci3D0ITbX-qtJmQf0&amp;usqp=CAU\" alt=\"El sistema solar: planetas, sat\u00e9lites, origen y composici\u00f3n | Meteorolog\u00eda en Red\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1l es la importancia de la luz solar para los seres vivos - Con V\u00cdDEO\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La luz y el calor del Sol que facilita la presencia de vida, la fotos\u00edntesis de las plantas y otros beneficios<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">El Sol, en realidad, s\u00f3lo es importante para nosotros al ser el cuerpo central de nuestro Sistema Solar, y con mucho, la estrella m\u00e1s cercana al planeta Tierra y la \u00fanica que se puede estudiar con todo lujo de detalles. Se clasifica como una estrella G2V: una estrella amarilla con una temperatura efectiva de 5.770 K (tipo espectral G2) y una enana de la secuencia principal (clase de luminosidad V). Los detalles de su composici\u00f3n son sobradamente sabidos por todos y cabe destacar su abundancia de hidr\u00f3geno \u2013 71% en masa- y de helio el 27% y elementos m\u00e1s pesados hasta completarlo. Por lo tanto, nuestro Sol no destaca por nada entre esa multitud de de cientos de miles de millones de estrellas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/c.tenor.com\/Ys7Y8JqZ-cgAAAAC\/planetas-sistema-solar.gif\" alt=\"Planetas Sistema Solar GIF - Planetas Sistema Solar Planets - Descubre &amp; Comparte GIFs\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Recorre su \u00f3rbita a una distancia del centro que viene a ser m\u00e1s o menos dos tercios del di\u00e1metro. En el centro de la Galaxia las estrellas forman una protuberancia, de tal modo que desde el exterior dar\u00eda la sensaci\u00f3n de estar viendo un enorme huevo frito, en el que la protuberancia ser\u00eda la yema. Sin embargo, el modo en que este disco gira revela que todo el material brillante (materia bari\u00f3nica) que compone la parte visible de la V\u00eda L\u00e1ctea queda sujeto por el tir\u00f3n gravitatorio de una materia invisible que no brilla ni emite radiaci\u00f3n y que viene a ser m\u00e1s o menos diez veces mayor que la materia visible de la Galaxia y que muchos suponen que est\u00e1 diseminada en un halo situado alrededor de ella, extendi\u00e9ndose mucho m\u00e1s all\u00e1 del borde del disco de estrellas brillantes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQizIq1Ygk8K-C3UCQAqTnZpV36qkowjr-0ow&amp;usqp=CAU\" alt=\"Contempla a la bella galaxia espiral en esta foto del telescopio Hubble\" width=\"404\" height=\"226\" \/><\/p>\n<p style=\"text-align: justify;\">Descubrir qu\u00e9 es realmente esta &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; (yo prefiero llamarla no luminosa o materia escondida, si es que realmente existe,) constituye un tema de crucial inter\u00e9s para los astr\u00f3nomos, pero no entraremos ahora en eso, ya que, para lo que estamos tratando, no tiene importancia. Muchas galaxias en forma de disco se caracterizan por una especie de serpentinas que se alejan en espiral desde su centro, lo que hace que se les aplique el nombre de galaxias espirales. Es f\u00e1cil estudiar las pautas que siguen los llamados \u201cbrazos espirales\u201d, porque las galaxias se encuentran relativamente cerca unas de otras, si comparamos estas distancias con sus tama\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La galaxia de Andr\u00f3meda podr\u00eda devorar a la V\u00eda L\u00e1ctea | C\u00f3digo Espagueti\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u00b7Dentro de cuatro mil millones de a\u00f1os, la V\u00eda L\u00e1ctea, nuestra galaxia, chocar\u00e1 contra Andr\u00f3meda<\/strong>, nuestra gran vecina en espiral. Las galaxias, tal y como las conocemos hoy, no sobrevivir\u00e1n. \u00b7<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Andr\u00f3meda, la galaxia espiral m\u00e1s cercana comparable a la V\u00eda L\u00e1ctea, se encuentra con respecto a nosotros a una distancia de poco m\u00e1s de dos millones de a\u00f1os luz; parece una gran distancia, pero la galaxia de Andr\u00f3meda es tan grande (un poco mayor que la V\u00eda L\u00e1ctea) que, incluso a esa distancia, vista desde la Tierra cubre un trozo de cielo del tama\u00f1o de la Luna, y puede observarse a simple vista en una noche despejada y sin luz lunar, si nos situamos lejos de las ciudades y de otras fuentes de emisi\u00f3n de luz.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"V\u00eda L\u00e1ctea - Nuestra galaxia - Escuelapedia - Recursos Educativos\" width=\"415\" height=\"258\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los brazos espirales, que son una caracter\u00edstica tan llamativa en galaxias como la nuestra, son visibles porque est\u00e1n bordeados por estrellas calientes de gran masa que relucen con mucho brillo. Esto significa que tambi\u00e9n son estrellas j\u00f3venes, ya que no hay estrellas viejas que tengan gran cantidad de masa.<\/p>\n<p style=\"text-align: justify;\">No hay misterio alguno en cuanto al modo en que mantienen esa forma espiral. Se debe exclusivamente a un fen\u00f3meno de retroalimentaci\u00f3n. c Las nubes gigantescas a partir de las cuales se forman las estrellas pueden contener hasta un mill\u00f3n de veces la masa del Sol cuando empieza a contraerse gravitatoriamente para formar estrellas. Cada nube que se contrae produce, no una sola estrella de gran tama\u00f1o, sino todo un conglomerado de estrellas, as\u00ed como muchas estrellas menores.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScsgF2us0Dl2vsYtOncImYdkLhOnwLNxiQOL6tWT1pwZiCARwKYWwTV6XFi-MQz3kbXLY&amp;usqp=CAU\" alt=\"Nebulosas de emisi\u00f3n\" width=\"380\" height=\"224\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQsNuSHxmjLHfIevWVTVFFqSab2SDzJYB_W5jihLwtt2ibV1-tZjapHSMe9ppH8-JUiCZs&amp;usqp=CAU\" alt=\"E&quot;X&quot;plorando la Nebulosa del \u00c1guila y a los &quot;Pilares de la Creaci\u00f3n&quot;. \u2013 Nuestro universo y sus enigmas.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando las estrellas brillantes emiten luz, la energ\u00eda de esta luz estelar (especialmente en la parte ultravioleta del espectro) forma una burbuja dentro de la nube, y tiende a frenar la formaci\u00f3n de m\u00e1s estrellas. Sin embargo, una vez que las estrellas de gran masa han recorrido sus ciclos vitales y han explotado, sembrando adem\u00e1s el material interestelar con elementos de distintos tipos, la onda expansiva ejerce presi\u00f3n sobre las nubes interestelares cercanas y hace que \u00e9stas comiencen a contraerse.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cassiopeia A: el remanente de supernova en m\u00faltiples longitudes de ondas - Ondas y Part\u00edculas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las r\u00e1fagas de ondas de radio procedentes del espacio profundo no son alien\u00edgenas | National Geographic\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Las ondas procedentes de distintas supernovas, al entrecruzarse unas con otras, act\u00faan mutuamente para barrer el material interestelar y formar nuevas nubes de gas y polvo que se contraen produciendo m\u00e1s estrellas y supernovas, en un ejemplo cl\u00e1sico de interacci\u00f3n que se mantiene por s\u00ed sola en la que intervienen una absorci\u00f3n de energ\u00eda (procedentes de las supernovas) y una retroalimentaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/plustatic.com\/1128\/conversions\/tipos-estrellas-social.jpg\" alt=\"Los 15 tipos de estrellas (y sus caracter\u00edsticas)\" \/><\/p>\n<p style=\"text-align: justify;\">Si la nube es demasiado densa, su parte interna se contraer\u00e1 gravitatoriamente de manera r\u00e1pida, formando unas pocas estrellas grandes que recorren sus ciclos vitales r\u00e1pidamente y revientan la nube en pedazos antes de que puedan formarse muchas estrellas. Esto significa que la generaci\u00f3n siguiente de estrellas nace de una nube m\u00e1s delgada, porque ha habido pocas supernovas que barrieran material formando pedazos densos. Si la nube es tan delgada que su densidad queda por debajo de la densidad \u00f3ptima, nacer\u00e1n muchas estrellas, y habr\u00e1 gran cantidad de explosiones supernovas, lo cual producir\u00e1 gran n\u00famero de ondas de choque que barrer\u00e1n el material interestelar, acumul\u00e1ndolo en nubes m\u00e1s densas.<\/p>\n<p style=\"text-align: justify;\">De esta manera, por ambas partes, las retroalimentaciones operan para mantener un equilibrio aproximadamente constante entre la densidad de las nubes y el n\u00famero de supernovas (y estrellas de tipo Sol) que se producen en cada generaci\u00f3n. La propia pauta espiral resulta del hecho de que la galaxia realiza movimiento de rotaci\u00f3n y est\u00e1 sometida al tir\u00f3n gravitatorio que crea la fuerza de marea proveniente de esa materia no luminosa.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"CVC. Astronom\u00eda en el Instituto Cervantes. 100 Conceptos b\u00e1sicos de Astronom\u00eda. Temas. Materia interestelar.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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sWciZiqioE6iw8Ds26QTEE460JxdoJLq6zpYg4\/mBaetVoWolvAZbLJ3bq01Y5bGq7dtcJg9Xg\/9QHd23ODW+L4UpUPZEAcuAw0h9gosSR59qD4a+QXBIzuZByCR8fOiF3Eqxq6+GQ5Yf8AHfr5BhB1DIKc4ON\/cf177EvhLSioHDTLsAzmQCw+dSuI5dKSoncFKSEggMQxMuo\/DfFnB2y+kEuphGJIz1DtWSA2jFcOkkaYJE6mg6oIIGNLeZNG2QlIDOpRHMlgQACGAUXghvBsGi\/R3oxdxYQzHV5h2hvrNZ6W4NdhQQQ+WIJl9vF32y2wqkaurJz8sY+hCjSsLcKBTpABdZ\/pURuz+\/xp1d9KvbgkIUCAOmnSGIBZyQZO4gZpJwHC\/wCj631iUFKmABJKX08yQ7sO3xqy6o+rRcGkJkOVOXICmJUHZ3YkQ5prTuvhCSa\/2HcX6YuWrYQNCyTqYkKSEkcoJJhUMXrleNGtQUpSQl18qAwEDl9mHD5fD059ZaAYhR1I0glwyiDAJGEkszPzO8Uu4bhuUkp6KdoUHIBLlmd9spNMo\/RUV8Hw73Ev6xwAAUgkp3BQl9v6X3OHiXE2nOskqdyomYBIfz6HpR\/GXVG0lKdKtCVF0BtPMx1FuYNhtiOhFAX1wkoQICSsHmCiZ1HcDZhjbLlXYy\/SlPEqCVBCnQQgL5Q2xYuNiRPxprauKuE3LiRrV\/MQBImCwAgjyA7UstW0ouJ1lPM4CVtLQxkqCRpADnaKO4nj03MLBBLwwDsxh3Z2AfaoTkkzs4odg71RDrI5XGDqElUFQMYOZMeNF8SXCYbr3oGyEJuFJLpfMspog7y4cUyNskksY+Axtj\/NC7OhJIWXLJPliocVYZOKZoR\/V5eVA+lOI6e\/62oSY8UrOb49AY+14gRGaUo4QrCmD6UlRD7QI6mRAp1xdwMX8KUfd+QkqZsDcz+w3qL9KTpICXJUc6ssG3BwIGKxQYR\/iiLJUleoRy6SEkgKcMQWkhQcEAh3rd\/hSm2LhwVFIHcBzLMQHHeanN0sFgdp9lf9pa8Ff3qrK39lv9rb\/wC396qyrLw8+XrPI7yAFcp1DqQ2zt23HlXbfYRXCKUv73zJCBpJEjSNIDgOAzBnZ2zBrjbqSkA8rqT7IkpwOZxBUOYFJeRIok8UFIB5EG2gDlBSq5zCVSU6gCcNCd9\/QTSbOSStDD0gtKbq0WySgkhiASA+qHwc\/HrVvD8aLTKtp50urUQDCk6Dyl0tIiSHyNk9wgLIPUZYwZBOkmWZ2ei1cfqt6WSk6WU2VMrUFKKiWVIEAAgeLpJXbKwfWkE8NdVbUNKylQOUmQW2IM5+NFWVpTq1E+tUpSVKWApKZSXd9WpwpyxpH63EBmDkdyWJbfxo60h0pHKkczHGrqCQ7sQwepyRWEkMUXVpuLUm4FerfSsFgogtqBUQok5AEu0ACpI4xZ0m46wAUoSpRYO5IguJUFQRPnQNi7zcoTkhxqALwC7jq7we21avgpS6XKP5iwO5w+YAZ9MuPHRqwzbo3evpKlKI2wXYqgl2k79Mu8TWLcJacvsQckGNjiS7eVU+uNw8xDlySABkzgDqe0jDUbYLAIUBiC4HtEF9QE7iXY+DUXEWMjSLbB+z+JfEY3M9PCrUIWdREAMSRs7MD8qrSX2Pv+vo0z4X0VcuEFAJGXAceffqKDpLQ234a4e7pQsFAOopZX9Jd47kR\/mq+F9IG2rWn2maTA6ENuMjuKMv31ptLtlghSkqZw\/LqTG+XJ\/8YK3wNy4SQmdQGrEnqmTpBEsNy5qsYJkpTr0Ls+kLilKuKJKSWcFpJeCZPc9w+Q5HGekfWjQsqJhmDkqgfo8dxVfFei7lgJXeQvmIKQfZInWTIOr2WIbJ7UIm1hSvZUTpEFTdSBA+E0640S\/ksacMq4Ui4pKimdRc8xefAgrTjqOrUUhVtkgJVqaQTBySzB2Mb75oFnSkFyvmfBDDDdDBHuamfAWmcrcKwNTidQfGA3u2p+qoHYhZtk8x1fys2WJ2PV+2aLu8yCLdsAlIDu2lieYc3MVCP\/XMeJbbM9x2Z8Bj12oK5xCkqKkHSrSmUwQwZXbtkPS9bM5ErFtC7n+ooJQCkmOYpy4YANp2hy0UXw95VtafVgEpfQdInZJIwS5djgnypVwnCqLq6HmDsYaMd28TTbgLJW5CFKVpJQzAcpJOpwxTiAxNSnjKR1Cvg\/RgIuffLa\/XKKsKDhWJZwcuz7d6e2eBtotgJS4KgNSgZKQXcxkqP+K1wvCaAlzzqaQdskA7kuPDFEa9Q9oPyuScbO24xial1V4dPHN16Cp9GoTcSEBWoAtOoB5Gkl9+lNLNsuNRZ\/jvjerLdpKXJDJEqO4\/qziK4j076buXbgKHQhI5QTk7nufhmp3WIut9OzVxVuEqWlvalQEec43rlPS\/pi1bWUu5BDiW8S3aGjNcpx\/GLVklwGHlSm5dd+ZoJOrdtg2T7qVxf0PdJ4dVx\/pqyOZKSssWhk+Q3FAcP6VRJW4Lp0sGiXiZxv1pWgrV\/ps\/Qgg5Ds4cHPlVF7gV22J3qPmDS5Ow+vLQ+oKBAwP3oTi+JKuUE6Xdnh+rdaToUoUWpS0BOpKgCHS4IcAkEh9nBHiDUXF2Opqj0z7KobhLXgr+9VZWfZMvwlo9lf3qrK7EcT9PKuLSUkjUFaSwID+zA0qIw36DoKFSWAYcwJKjvIhOkwwYy38zHajQnUmapupAcQoAEAjo5YgEOBGGBnvXpzgvUeep\/ChBLdv32+D\/ABq9F5akhJVyJBEAOAokqDBiXJOX6YFUIKSGMdT+wHuq4kKS4YMJgTPQZPMztSryg9tLLC16UpL6CVKADCSwVO0JDv0701QhSbesEaRAYyNU6g+Ng\/h5L+D9F3Llu5ct2ypFttZD8mowc9iN80x4a5oth2zgpfBBkGGbZ5+NBrB4TVkrF0HmSGIEgdU\/zM0R1OXL1db9IrTaXZSoaFqC1JA\/mGOYyG7OMZoJbhB2So92jw6PVNhYBcPGnftONoMUrhF\/CndosRaLz0O3mJbdw3jRSbZUoIBLlgNQAkjEHDmPHaoKuJB0wQ\/MUs22C2Kss3WkOAem7budneO3WjKOAjLRjxNhdpZtqSEqBYgF+2mCxEZHU10P2e+0I4e2tOkELaOgPxw+zVypuAs+MmZkyHMA99ozUFqCVdQwwp8gQS2RIZoNSfHaplO1eDLjOKEkYLkAiJjc9tqefZz7R27NpSCgEqdyS5ly5PWQPKa45Vwmd+\/14VJS1JHKpokPLTBgAx45FViqxkprsdH6a9P3L6QF4AITGBILxJ9mcjNJbd0EJDsHUPYmWLqy8swlm8Hna9HLuAqTgJ1qBgth06m1GQWHXzojheGULfrNLpJUkHocuzvEmnRKkg\/hrbAADUrckuxIO2zdZYimPAlKlJCvZcP1I3YmH3pKhSs7fDqB47eVMeFUCAB7RMbf+S1Z+DJBXErLHSDpcEDfc\/o8bZoUoLCPa1SzlQ3IOGDAOGk1O6tgSZ6N7gxORA6+W4lu4oKDu4wBGWicP17vSphkhgi+IQDKgkuFAhiSpU5SpmcCYVRvELtqi2rUhJOksRqeVFjg4DdAK51BHMWZL+MyQCwYuxyBh4phYXENgTpH1ks\/hU3HSkWMrCgSFLILTpYsCAzRBcaZDNFM\/ur86lAbgPLnZj2b6ilVgpCgpzDSTnZ\/c0P50Wi8CQztt3bH13pJelYIq+1HFmzwhUkZUkYdxzPI2hjXFnibd8hyUlnfZRhgIGmMh9u9ekLthaVJucyVCUnDGuN9K\/ZX1A1pOq2vVpS\/MGH7fGodb8Olz6pJnN8TbCgAAQABk5IyaHSiyEyRqnAfwHvq8XdNtSFMDLEjqZD5xSUIY9j8KMllEbt2GpupTjL\/AKdvrFFcXe1plz47RilyLYkhgweTnAYd5fyoyxoUmSxPf9a5JtXhaKFoAZ6ttFB9tREjCdRYmWDgRlnFTvIiNt6EJbxoOh1Z6j9kf9na8Ff3qrKz7I\/7O14K\/vVWV0o5mcLwXCWvVaitWvUSUaYIDaeZ4d1P4Cg+JtAHlGkEuACYfZycYmirIbvHgxqy5wxyA8d\/ePjn3dPXUcPG7tiP7sAsuHAE6VDA9pixGHbuRVdsqEzhn6bHeBPxNMrnBkuTtjufl3qtHDEKBYNDguzBoOCzjb31PppRTwlw3EXLYXaSW16AplslvaAUQSkhpk8rHoakkJKiACyQEkPqdQhRCgG0k6iG2bOaBPDKeNvf9CmPomzJJ2x8Ix9NTQVsaL3DfHrUq2OUAoLHZRcqyNztjal6FMoEqYH+lidjgEbtvt2q30nxGpRJD8yg5JcjLZPj+5qiwQc6UwZ96g4fwD7RmhJLtQXJhytOmEKKva1anCQCXgCYKJLMX6sD+G1KAKHPq0kkrIGkgudLn2QSC2XViaV6DEgAkkPDjrqIkfTUUogE89tQ0kgjlfZgGBBnBEtuM6SGhJstUeaIBeHbGJJap2VspjuGLw3U491C8MtSlhACSSQ2pQA3LOSAHc7jIbamHGcSgqBtgoQAGS+roVZAc6h2wM5oJIZzbK1hSSCI8pBGzsJfpVKwXIIIO6WkQJkbnbwom6sJPIdW+sggnlmCYTJZw8VpnZTFRIdR3z3fZp8Iy+a0CngVwhUAGRrUoskZyGCQOrmN62CpSlGGAJAKnIHQPJZ8ULaKgok5y7RuHZoltqvUo5ku7KI6lofMv9YKiZtjyx6S9VYNm4l0rTrtkKAYmHcDcRpPjvVHo+\/bB0KBkidQAx\/+kke\/uKE4rjUFFtItAMkusEj1jK9ro4kSCJ60MhcDqGec4Zu8vQUUgqTY+Fwi2Coul\/Z64LkPuId+tU2VDSxJctpmMsXDTBbzztQFziAFaCycO5cCA7EFi5cx1ijfWIYCGCSrMkqJ8RqA09PZPZxSC2zE29g5LBod3O\/0c0dwy8lJOCByg5Z4wI1YJZqE9kFJly+GLhx3jMfpTSygAp5g5CXAMOCIcGMbdqzRlNljJBChzAFPKJ2mSInZj57yscRpMOCSfgzbZf40y4EWjcVcuFklJKQSQx2bdojMM9J\/SeoK1QNT4IIwN3MtPUvL1CeotCXwLtcSytOe+Pe+3atcUAtCkrOASOzbvS9HEMACNJD7ydXsnEs3x2qV9avVrUoFKSgt3CiU5Hn0wagy3f4cdxRZReQAfPeff8KSXiSS3skxTjiFkpOAU99jg53oS\/xf+iLOhAJuavWMdchil\/6d6RpW7ZlLMAraCksSw3\/8OK2tDqBFbPDnSTqiIaIH65oi2saUlsj\/AA+eoNc81Wl4P4S4y4gKPq9Wh+XW2rH8zRl6F0F3BlifAB3z\/wC1riVbgUKtZ0tS+uxrrD1j7I\/7O14K\/vVWVn2LP\/w2fBX96qyus52crw3CpCpcofqx9xBD4\/zRdvhzglwI8Jz41bZ4NbPs\/Tpv9daIRaVuGh269H8a9bsvh40YNeiu5YIgnB+u1C3baWVzHeCGdnyXz9bU9VwrguC7nw+v070DxPCFiFHS0gM7uO0dMt8GoejtYKVpdlMHMsAerfP3Vfw1gJSJd5IB6+IrLaNIfpk+MdNpmiLKErSVBgwOYYQzHc591MnTBH9EPG2B6xKSoJSpgpQDsCRq5YcjoDLedAHLA6gkqIIiMiBjr2ftR3pVGpR\/6zqAAw+xf9qWIX0D\/wD5lokmD2x3OKlP+xRahmlCY1LAGlRcMqQVAOyt1ABzPMCAWkfSVJJSzJyfGA8t\/UA3yoYggajIU7KfcMT5h8HqPGtrIEFJHiCDk4+tqDlZlGhhwqU9wCBDO5JPsmI5Wf8A5Cm9vhLmnSCdCmOIUR7Lg4ypvGlfB3NSUJNtJFskkgl1BSvZUQYENHWvRPsXZtruBKks4lJkHdOegxSckukew8I9mctZ9DrYuOUByfl3dh5VYyUggh3hzt0IOfLtXq\/2g9G2haLAAZgbjFeU8eGUQGMkDUzT48rbvU+Dlcm01pSUFFYV8UsIdCNKlTrWCFAj2RpdLpDEjvBblqFm6tlpQHCkgKZIJYKDbFuYie4HahbJSDzOA5wznliS40vkdCezSXx7BnAwIDEjxAZu5LmPLpeoT6aTZXGhSEp5iorkwOUNhzWlIWFf6jOkAABOmM8w\/qL56AUHxPGKUSQWPRmfrAgdW71JPElxzOx9qSCzHcdO1K43rMpfBwiwRlJS41JJeQYSY82Ih6rtqUlTpLHqMnbIMRHnVFrjNStSlw5hSpMgy5YAv8DV13iF21oUpKxrAUlWAxfSoHoWIBFaTSQasbcEhyB1D7bwSID+EU1QA6yknq5UAGgy279OmKV8Nxaggezl8DsCMOQwEYg1q5e0pdRCd5jM+4xU3yIZcbWjf14aC6XO4ncjtFLOIuMo7BzGT4e731AJJYCHDiQYnE+MVRfUopzJJzmMZ8xHSuWczojAKChqIcECN2dMOx75fqcQaKscVb0m2oAuMHcY2oX0VbQUpNw6Q3Np9omSAZ6gAkVUL1sXCnXIZy+HwS+3hU4tseSSEV\/gFWlKfd9MwRt50o4i2VEEbfT11PFhCoCtTBR8gHJnsH8q5u\/dALSHfHwj6zU5\/wBho1RXZ4pQIzEQpo3DmMP\/AJqld0APjoPLOPpqsuFBKEpU0EK1AgAlROzkhiJby3qtdnlDtJy84wz9x9PSPRvCC+IXcCQSSEhkjoCSph5knzqtRMjY5rajpLvJ6bZ6Y8K0hLh5n4+danYOyPV\/siP\/AI7TGGU2386tnP6msqP2Q\/2drwV\/eqsroInV8Eq390FspTgUkVwiSrPmJ\/WpLulKSEnbf34oa3xvhmPP\/wAro4uOSbdnPKUcTLl+jlbFJoLjbWkAKSHyxfeOrRTFHpbT7QB6D\/NGJt2+JtlJACtjkj\/FW7yjr8D0jLEclxnDoVgAwB2gTv2\/8pZcsFDJMTuOof8AYUw4xKrVw21wRsOmPlW+JSG5gcRGXbr2\/auleHK68ON9KoWm4UyFAgs4YHlLny\/TtSpdspLEaT3eHAb3PXoCvQ1tdq5cVcSlaA4SQ+qdJHQTu2Wrk\/uyQSHcjU5MAgB2G\/NjYz40jjZougLgkkFKgooZcqSlykOBqDkat4LYkzGC0QVFy5OQH3ckHY+HUh2glizJEPDdySzRvu1EpsEpLgQB9d63RFFbALDBti4\/z8f2zXX+gPSBtDU7Kbl83L94b31ypAJJeGIBCckNGR1dz0ETDS2C+k6S0PgYGDA6R3pJx7Kn4PDGdbxn2kuLSATyz\/gdds1zHGBzGN5779se6ieI4glHNgFgGCTzEqkAB8n9BFA6y50gK7s7Bi7DGJdnBAIbNLDjUVgZNv0hduCAnoM9Wnyd6AuECWcvLsQBgR4v7hRtggHGovkEy4EMdx++8UNxskpLp0qVB6nSFMnENMh46Syd4CSywVKiFaSGVDYI5g4cHZi7+GM0Quz6tSkKbWhTEpVqSW\/pKSxweoL7biXLiSlgJBDFy7DVHQ7TmO5q8rMBSAAQzBJGtiRqckZU6TpI9nDitTJotsoctBHcAj4\/rtT7gzbNxKyhS7aQBoWuCWGoBmyqWEwPGkNtQAABw7h8K8MszSd36Ufwqn1MQQGnwYAyH8hv4UZRjJUx42tCl+jik67aiQRAOzmGmej0HevLKkpJjG2Q8yRG2Q9NbamSW6f5rmuMurJJCPZclnJiS52AFcc4pOkdaf8Ajo1T6RCckA7AZ8vd8RQ449KlJYnI3GPFRYef7UgK2YuMSwLyd3M+I2bvUl8W6nSVE7apj+UP4MPdUZrAwdnUq9IhT6ApLksDJSHdM7Q3TeaoXayollE5Ry9A7MxdskOWL0s4fiLlxjbZADanO5ciO7fDIohfEKtsStLgwXlxIPbse1NBJ+mnnjBrvpO42kK0ESCMmSQexAbwoVIW\/NMPEttJ2PY\/vQnEHnc7kkbAgkhw2zv7qc8BZtG1cUu7oWltCCl9b5nAIEzSdOzwVTpaK7iTlJAPTffyaPjWlL0gvKvgI6\/XjVl1agTysWYuOv8Aywe9DqUomQAD4sPe5petGcikrc0Si4dOkswxABnM7+b9qiIkgHHtB8dJ7N4PUlAqJ0J2PsjZpJDnZyds0zjgqenrH2O\/2VnwV\/eqsrf2L\/2NnwV\/eqsomDvTK0oQGEnH7vXL8TxpB5Tj9QHLHyp3xFwlC9ZwzfpE9GpOrhkO04DNh69HiVLTn5deBHozjCt0rAJVgnLOCJ8hPjXQAhDrRyacjqR0HSl49H+qSkL0rUoJUkhXs5gjrPlW+JuqZSeYHDfP3ihL\/J4NB9VpD7Z2DcRZvoIg6VP3Dg+MN7ulcweLBBA0kFtmIbceO9dev\/UsC2R7KravNKp8mf41yvpyzbtLX6pCyhB0qK2hTF5G0EgHLYM1TidLq\/hLljvZfQC5x6QVOXYY2wWKpZgopMguQzdR9AJAZJWlRSW5gqQxBCiDuIhmzQV9SrhYM7bBoQM+7YdKZcCj+lLacvO39QTkqdn7dHppPQQQVY4EkAkBwXyX2YvszBmrOIssktkbec00StgHg7\/W9D8Sgl+\/tDDjoWmg2XUTmw4SUkbvno+3w8t6sFvSocwZgYLt2PRXUUWuxzMQw27RkPWxwjSkschiXDFwxE7MJpAUC3ltzKBUl4AgRl9\/dUU3wSNMMnzOSSW8W8A7CtX0KT22n\/PaG7VuwjUW0gEjqZZpcmXYwO\/kxvpcpbiII8vdOc\/CqbFpSx6sLQgKUn24TAUASpnSA57e4VNURgyCD4wDEHJfw7iibXDuIAeD5iPdS0FqxX6gpSTg9GcESHd+rDz7Tcm0k2k6Fr9aCsaAICNMqSpxklQI2Dmauu2g\/NBfft3Z81Tc4lAC2Tp1KGlIUSEuXLO+oAAJkvIrSFUTOGtksAdwZYByJzj927Q0H+nqSQQXgPjGQRMAfCguG4sItqSU8ymAMBg7kEN8YPlBnYWVKbUQFf1FgRHXIcHaNIpZSGSoYWOIZKgSJBzM96T8eu2ufWMclMF\/P628jQUl3BUVBUCGLbADY9hjpS\/iOEtllPrDAqCTpYljpDzB6foXrlnfYumuol4hKZBBCurM3j13qGgJIJl48dqaXeGtlDpUrW5cFiCmGD51O\/lVC7JeC3mQ4OffQnHCaaTIpUUEEFkqIDkFhs5ADx2BPSoJ5lalYBDkuWfdn6foPNgjhTcBcYHKJd+o8MzDVKxZ0kKHIpJSRnIAOqcEliPHo1TaawotFqrCU6SDqJDqcNpLkM7zy6S\/dtqP4QkEMkLaQlQdJjdi++H\/AEoy9wqYIlzJO5Mv41LieDUi3qKSEEkJLMCoM48WIPuowiaSSFNwKBcgqOTqlyWILHrHjVV27qznCZdg5OkeZx86uu8SGY7HIhRJAADtgM\/v60AriTIBMjEyAcRmZ8qpJRWEdYZbtghcOUglwoAADJbfyPka1dj2SA7ewcAhyHz0DEwQc5pfdWT0wBAbAAdupZyTkkmrU3mMGWG3ssWE7lkpLjr41KbTWDQu9PXfsegDgrP\/ABP9xrKz7IN9zteCv71VqiML719UobcHHmM7TR\/DWnSTpDmPZEM2OlMF8C5dZ+h3pjw3DWwGaCA\/zrslNJEowtnK3OIPrFAB9kvmDh4ziruGuKUYEjth\/Gmt\/wBGW1XIwTI8sPQnpQJsulEwD0ny\/Sm7p4hulazXDJ9XbVqWHCpaS5nHTNIvtcgDibqeZlJStJBbmI5Vd2n3mn3AcOVI1RqKh3zG\/n7qW\/axCRxJJ2CUjuyR86aH9v8AoJK4iD0V9n7ly4Q7JIlSzADpVJ7EpJA\/SnnD+irdvVrZSoA7HJVntD5fHTXDcUUghMOfHGZd9xVnHXNISpS0l04BxLMR13buKDb7UGMEkB8deCQJ74\/fO1BjiiSouRpSCkgO5cMnMCcjsN6jxiVLMdsw0A4oC8QFECPrzpmsBYXw3EFUKTJaSBGzsc7+96krhjIGR2+AqHA2BpJIjqXk7S42c70wUkACfqHf35oBSATYC1FKmYYd89YPxq7+D6WXqSHIDuXBIlRYOPdnq1avBuYszgRiXb36T7qin0nzF2AJIZsTIZ4Z89aYDoY8FaStQQuFbF2V5Ew70QjgPVhlSxZmMZz76XrW6SoMdPQyz9\/rNE8BxZWkjWAT5ZywAZu2OlJLB1Viv0rwhU+kFvgH27UnRwrGc4khgH6kR411I4wKK7JUTpSFLYxqkJBG5GfA7PQ6eGSUlRUdThgMNLk+BbbrSfyJ4B8f051KWLOHhjsIdiCPJseVW3FhVwkJABLkJwOul1eefhRHE8IUmATv1x+1C3UQOZzLhmbHlttSXpnEu+9LCwUqkYLsMae228YoW\/wumSZ1Y\/5B3Ly0Dbeoi8GOSwctsHmWbofKoI4oLAd9IJaPB5efCKWSTaFvGF8HbS49hIMFSnID8pOD1d2JBAIof7ulSwgOtavY0KAAYn2tSe2IjeaG4i6NIyS4DJxLx12xVvDIBYFQEnJYCBL4eDvsPPP8Eb+jBVs6AGAcZ6gsAAS85oZNpjkHzAwPGpW1PJMFpU5wz48f0qxHDk213SQEpIYKf\/UJLHSdyIeRE5oxjoJcmYb9aEKJBBAeTg+D79Ktv8QkhJKwoFJVp5uU6iGO2oxhxIeRS69bIKdTjUgKQ7NmN2b9IeqlLJIZgHLOfENE0rY8ZYA8YVEqaAYMtu+BkOPhVOlI06ROnmdlOS7kDTAZolmd6YhdtSkpuFSUB9SkgKU+mDpJSG1DGwJy1AFPNPKA4JIJYpGGAd8DzqbxjmBAY4BZ8t+vnGa0u2Ukg\/qD8RFRRh\/D6eibK9m1woJBeHBI0gESFSBhzguxWrwyw9X+xf8AsbPgr+9VZWfY5f8A8VnwV\/eqsohOoHDhZHM4q+\/wwAIGGbFRtKYAirjeFNKTKwigBPDsQS5pT6R4FfrDghwQ+wPSukQR1irAtOKMZtMLgmhN6PRzJBADF8NXMfaez62+qdMgFTOT1byau6UhKHViuU4wpVcITkqz+lW45W2xJRyhNx\/AKtpBSQNKRBPMSX5gnoAJmlK1KbUSRE+cN3GK6n0pYUbfrHOnlDsJAMEAj3yBIpBxHCruAqKSRqloD5aMGarGVqyco06AbPpAJ5QdTgGMByOoiTRXpPgUuNRSSQFPbUDnaDn6irLPoRISVKQHBcsoA4LZwKR3b9xAy6hmOjNkScvt+5sXV6HKR6pwFggYI8zBzn9HoO96RadQIOo8vMQQWLnYQ7uYneocf6RVd0J9WEKWEslKnB1N3cEwS\/hDUq+6qIWUsgoSCoFTO5SIBOeZzsACXilsDl+B9r0mHJUHBf4gjOfLBqfGLClk29RBJMqc8pO\/k9J18U6EI0pGnVzD2lapZYJILFmgd3dxcUhCm1B9MgAukv7BCtwd5zktRTsW\/wBOi9G8WoAq1FyJiFgmUnp1olFo+sJQIJIDHlfxPkek7Uj4fjQHScuZaBmOp\/lOzOqDTbg06wtXrEo0jUB\/WXA0pYZYv0ilkykWOOFSlGopGgrB1gYUSzqPct57vVyEBUFgJ\/yPGlvBcWsBQD8wIMBThRwe7sX61dw3EkSksdxtHQ++Ox8oyVFoyLV8KCQk4JzJb3Zrn\/S9m5aSdOlbD2kuGwcKl\/rpXSWr4OXHh12pV6WvcyUBLgvqPTYD3+Oam3Q7imjkrV\/WoIJSgagylAkCZJUHUwzAPhW\/Xid1HrkF\/j\/mrr3opWt\/ZHYbeFDXeBIALvJDb79sY3\/wIyaZGUX9K0XCFBUOP6mOd2InbrRPD8SQcgF0kT03mSOwP6UCpXl1nw+EVgWM4GC3veSz5iPZ71ZyrWc7jZ1CVm462MDVtgFnUYfpqb50PxXE3ChNsq1IQ5SkF0gqAcjoTFCcNfhnkdob3t0rV+8AY\/x\/5WuL0zi0iJM7QDkho8TPhQxUxnH1EUQpRtqA0pJ06svC0AzMEAvsQa1xN7WGZIKUEOkAFUhgoD2pOc5LkCBIaCF6zhUEF+mx6AuPOhwo+\/6+vGt3SGg7n6\/XapAslncGSAqPZ5Y6pJPvIqBQ0rqD5fuzUQjJDpSCTuSAzkBw79AZzneoJtvLpckhnZssCTE7MT5Vhx1ffeC3WmimCz1\/7HLfgrP\/ABOw\/qNbrX2QW3B2QlQIAUBqgtrUzjVFZWGH3pPhkeuucifaOwob7uj+hPuFZWUDGvuyP6E\/lFS+7o\/oT7hWVlYxq5w6P6E+4VX9zt\/ho\/KPlWVlYxYvhLZzbQf+o+VR+4WvwkflHyrdZWMa+4WvwkflHyrf8Ps\/hW\/yD5VlZTGK\/wCF2PwbX5E\/Ks\/hdj8G1+RPyrdZSmNfwux+Da\/In5Vv+F2PwbX5E\/KsrKxjP4XY\/BtfkT8q2PRtn8G3+QfKsrKxjVvg7YxbQP8AqPlUv4fZ\/Ct\/kHyrKysYj9wtfhI\/IPlW\/wCHWfwrf5B8qysrGNfcLX4SPyD5VP8Ahdj8G1+RPyrKysYr\/hdj8G1+RPyrP4XY\/BtfkT8q3WVjG\/4XY\/BtfkT8q1\/C7H4Nr8iflWVlYxr+F2PwbX5E\/Ks\/hdj8G1+RPyrdZWMR\/hdj8G1+RPyrf8Lsfg2vyJ+VbrKxjX8Lsfg2vyJ+VZ\/C7H4Nr8iflW6ysY6P0XwNoWkgW0AT\/KOp7VusrKxj\/9k=\" alt=\"Materia Interestelar\" width=\"290\" height=\"217\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, la materia interestelar es variada. Existen nubes de gas y polvo fr\u00edos, que son ricas en interesantes mol\u00e9culas y se llaman nubes moleculares gigantes; a partir de estas nubes se forman nuevas estrellas (y planetas). Hay nubes de lo que considerar\u00edamos gas \u201cnormal\u201d, formadas por \u00e1tomos y mol\u00e9culas de sustancias tales como el hidr\u00f3geno, y quiz\u00e1 tan caliente como una habitaci\u00f3n cerrada durante toda la noche y con la temperatura de dos cuerpos dormidos y emitiendo calor. Adem\u00e1s, hay regiones que se han calentado hasta temperaturas extremas mediante la energ\u00eda procedente de explosiones estelares, de tal modo que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> han sido arrancados de sus \u00e1tomos para formar un <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> cargado de electricidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nuevas pistas de la formaci\u00f3n de estrellas masivas | Cosmo Noticias\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Poderosos vientos c\u00f3smicos regulan la formaci\u00f3n de nuevas estrellas - INVDES\" width=\"389\" height=\"218\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n existe una amplia variedad de densidades dentro del medio interestelar. En la modalidad m\u00e1s ligera, la materia que est\u00e1 entre las estrellas es tan escasa que s\u00f3lo hay un \u00e1tomo por cada mil cent\u00edmetros c\u00fabicos de espacio: en la modalidad m\u00e1s densa, las nubes que est\u00e1n a punto de producir nuevas estrellas y nuevos planetas contienen un mill\u00f3n de \u00e1tomos por cent\u00edmetro c\u00fabico. Sin embargo, esto es algo muy diluido si se compara con el aire que respiramos, donde cada cent\u00edmetro c\u00fabico contiene m\u00e1s de diez trillones de mol\u00e9culas, pero incluso una diferencia de mil millones de veces\u00a0 en densidad sigue siendo un contraste espectacular.<\/p>\n<p style=\"text-align: justify;\">La cuesti\u00f3n es que, unos pocos investigadores destacaron all\u00e1 por 1.990 en que todos estos aspectos \u2013composici\u00f3n, temperatura y densidad- en el medio interestelar dista mucho de ser uniforme. Por decirlo de otra manera m\u00e1s firme, no est\u00e1 en equilibrio, y parece que lo que lo mantiene lejos del equilibrio son unos pocos de procesos asociados con la generaci\u00f3n de las pautas espirales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las Galaxias! \u00a1La Entrop\u00eda! \u00a1El Universo! \u00a1La Vida! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRCRULFHm5y4PHwer7bKKGergu6zQKnQvgq0Q&amp;usqp=CAU\" alt=\"Todo lo m\u00e1s interesante sobre Ciencia en Okdiario | P\u00e1gina 3\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El nacimiento de nuevas estrellas y nuevas formas de vida&#8230; \u00a1Reduce la Entrop\u00eda!<\/p>\n<p style=\"text-align: justify;\">Esto significa que la V\u00eda L\u00e1ctea (como otras galaxias espirales) es una zona de reducci\u00f3n de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. Es un sistema auto-organizador al que mantienen lejos del equilibrio, por una parte, un flujo de energ\u00eda que atraviesa el sistema y, por otra, como ya se va viendo, la retroalimentaci\u00f3n. En este sentido, nuestra Galaxia supera el test de Lovelock para la vida, y adem\u00e1s prestigiosos astrof\u00edsicos han argumentado que las galaxias deben ser consideradas como sistemas vivos.<\/p>\n<p style=\"text-align: justify;\">Creo que llevan toda la raz\u00f3n.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<\/blockquote>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F20%2Flas-galaxias-y-%25c2%25a1la-vida-10%2F&amp;title=Las+Galaxias%26%238230%3By%2C+%C2%A1La+Vida%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F20%2Flas-galaxias-y-%25c2%25a1la-vida-10%2F&amp;title=Las+Galaxias%26%238230%3By%2C+%C2%A1La+Vida%21' 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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