{"id":7820,"date":"2026-02-06T07:15:38","date_gmt":"2026-02-06T06:15:38","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7820"},"modified":"2026-02-06T07:15:54","modified_gmt":"2026-02-06T06:15:54","slug":"grande-o-pequeno-%c2%a1todo-la-misma-cosa-quarks-y-leptones","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/06\/grande-o-pequeno-%c2%a1todo-la-misma-cosa-quarks-y-leptones\/","title":{"rendered":"Grande o peque\u00f1o&#8230;\u00a1Todo la misma cosa: Quarks y Leptones!"},"content":{"rendered":"<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ-_EUOdFDASjc0GzrwA0Gl4n0jzR17Qs3Otw&amp;usqp=CAU\" alt=\"Presentaci\u00f3n: El Atomo ()\" \/><img decoding=\"async\" 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OJqKoJWQT3Ex8u1Gcx0rxFUbWAB4gpE27G9jVC5RjCaLzuAZM2j2\/etfdMn1BTYZ\/aq2QcGfv6\/6rsep\/hPFwsFMQqYYTcedvpXJ4uAwm21aJmeiWRy2t1Qsq6jGpth5k9qI5TDIYpM3ixsYkULwXgi0+VG+lZoJr8IOr8pO6wbH1rPyWDz9PSvwtgYK4TM++m3rXE\/ibEGoxef5rThdSZ1aCLDU0kCbgW73OwoTi5HFxSzKCR3+tcuMx3Rq0Ccs7riCANQMQwG+0EH96K9a6n8bCw8PSB8MQbDv9aGNlW1kGR3nejPTem64AHvzW+2lGJZYIAdkRP7VJZbDdomTztUcwMR9Cu7sq2GokhR5dhXb4v4dKKC6kA3E80HdzhsxSJ0sDIB8LCG38jvUZ81fA9TjmESLdtr2M27VZgEJoxIV\/EZRhbwkQD3BFW4+Ax1MFOkGCYsCdpPtWdMQAEEAg\/Mb3Hn\/NdSdRnIU4z6mZoABMwNhP7XqOJhGfBdeDt9OK2YioEUo51EEOjDb\/8AUzcH2IrHIql8EyxGAIJAYDg7fSpFrAD3jv8AzUGF\/pRnonSfipjNqCnDwziCeYIH6GhtZXRJNggNaKcNJmovY0ytSChzoSL8RCUDXkhtj610fVvw+cJFxLDWC1uAa4\/K5kpBt7fvRHNdbd10kmAIrn3nT1Ua5ahjw8El1CgMSwAU7EzsfI7e9a0w\/hYujFUjQ0MvaDcfSh+GSW8MzMi9XDEJeXudUmb881o0xIMZ7Fw3xC2GmhZsvYUZ6XnnVDhqxCt+YTY1zj4gLk6VQMZAWdKjyuTFEso+loENcgRseLVzbzwtM7vpuTxPgPobwbsK57FyJfE0uwW9yxtWzpXWmw2ggHiGmAe59Kb+q+I7F\/UQB+bifKJrFKMaK8plmwGLpDATeJB45FA+s5py6gkacMnSFsL3J7k+Z7V6LgEJljKqdRjcSK8660su0WEmBWmZ7AS6p+I3fDRJYADk+d\/rQLNZp8w6KdAay6zAB7Fjt71VmB3+71iYV129Zk1OIrZNLeh4NbEzQCFdIkmdR3223iKxuKgTVSko2tmydPZdoAHzgXPrXdfhnruGiNqRWJWBPFedCOD9\/tateWYEGX0wthe5nYRWe\/GmjTOg\/iL8XFlBcnYCjGBiHLOVeNfI7TeKCdMzWKF8CqDvMXFU5suWLOSWNyTv71m85a9aVXTpes\/ihnADGYECuP6jm5bcH0oph9CdsBsY\/kBifOK5jMPuO31o8WM3gacHXHYgoHIViLTCyDYtxYE3rJiQOQTeewv35mp4qGNYUhCSB+m\/Pb2NZ5+\/v1rqzkxbL8rjhHllDjYqdjVcH+0GPvyqBP6\/zb77VYxiIM2vbY8iqEzXmMhiYd3RluNwRuNQ+a39Kvxuqu2piQGKhPCoUFYvIUCTt9axY2adlCsxIXaSfb5VSTapl+hYSY1JjJMWHAmY9+1VohawGwJ9gJP6U7iDVAWofIGx7\/OxH8VJaL\/h\/qmFhq64uEH1AwTuDU8LoWOWLrgMylNV\/wAoV1Okk7DeRPIFZezsaKS\/SzpWcwUgvh+NR4SCbtMhmmZjaABt845r\/wAuI7hUQGWIkKsiCYE7+QoViIUcqwBIJBvadtxViEsYUE2E2v7RxSaKTC+f6iuKUARUCIqHSN45Pcma1dIZlxk0KdYIKg\/5C4tFYclq0MgUeKDqjxACRAPYg3HMVYquCXJJgiWn5XrFz4MMK7M7F\/zFiW9SZP1rp+i9PD+GBJ71xeVxCSO5rpOm9RKHe4MW8vOsNIpBfq+VbCsePlQHDyIdlDk6WJIVSCxO1gTYmAL0T6n1U4gN9+Jrl83i3saWUBg63lCjlWQoRwd6DYhIte9z2+70cc4jM5uxCGdQk6djEjgc8UGzCRYyDyDvP\/K6cEvpkLEEEcbeV5qCYkTKgyIvNp5EHejKdCxXwTjKsov5j5md\/vihGPh6bEybbbbT89hWudJmbUKAa15NxrBYSJuJ3HrxWMVqwWLzAlgBEf4qCWn5T86vXwEekfgr4JMYmxFZuu5FHxtCFbmxJAHua4vK9UZNjUMbqbOxJfTAJ5kmLARyTauVeHXtTV6QY65jYuADgF1I\/wDRgR9KCJ0rEfBbGABQGGuJHaRvFYMTG1SWJnj581HDxmjSCQDuO9dGcPK4Q9Jlj51\/hfCnwB9fnIBAvvHiJj\/2JrKB\/HnVuLiF2HyHkO31p8vhB3ClgoJAk7DztetFwl9KUAmDbz7e1QxLGIov1HoT4SB2EoT4W4aLSPKhQ+9\/5prSfwlqFzLemWAbz8v5pKhaYExUJ71ICpUnMknie38UljmqEacrjKhJZA8qRckQTsRHI37VtfrGMyDDbEfQohUBMDtbaJrC+alFTSPCSdXJDRY+QI+pon+GMkmNmETEOlC3iPYVL\/rKBs0T6QqEtqcqQp0Qdz2t93qjqWAi4joh1BWOg9wD9bfpWNGik1UFO+\/CuawQf\/IJEfP39aHdaxU1krG\/Fc9l82Rsa3ZXPkBgURpG7LJF\/wC3zrmfja1TW035Iq0KX0bnxAxP\/wAZMmN4\/mj7ZNUwFcnxH+0SY8yYgTa1cjg49xEfcffvRzM9YcYQwiTCmY8zG\/tFRpOjRF8151jx8aZrKcfeoYmMDAA2m\/eaayDZPNZhnYszFmO5Jv2H0FYcziszFmMk7k1uw8NGjxhQJktYGBIAiTJiNt4rM6BWVmUhGEqJ3EkfqCPatM8JYk6niLhsgZgjG4GxN6wrgs86RMAsbiwG+5vW7qmZRyPh4YQCBYkyYub994obi4ZABOxmNpt5cVpmEspb6zRTo3UhgFmCIx0svim+oBY34BJ8+aH4LqrAsuteVkibdxcXv7VZl8NCrB30FVLKInUxKjTba3PlWjZKMbvUJqU1EmqAmuJeSJ8jt7xx\/FQKEGDb1tvz6U1WuWcloPnFACVCCSDOkwCp3a+mD5wTPlU2RFAYPLSQVgyAIgzsZvbcR51mpwI9NqIFCmc6ziYmGiM8qtgvb04oUWrVgZdGR2ZwrrGhIPjk3vxG96x0kkvgOm7L5Z2V3QGEEsewNve5rMaebGJqINLovwkZj79anlgl9ZIEGIAueJk7U7upTTphgTLTuLWjiKqVDvFv5p\/RG\/P5AqiYy6dGJYAPqKkbq3IPPvVGHm3CaAxCltZHdogE+x+tNismhAoOu5c8b+ED23qm4tcSAfXtQvg2y\/EDA+IFTvBEGNxVgfW4ACJqI3so43OwrKJMC5O1IgixtRARqXeDxYx8veiGZxHRERk0ASytphyG7nkduLmhSNzWjNZx8Qgu5YgACTsBYC\/FZtVlJ8J4eMQZBI7RWjCdmIAEk7ef+6wIDBPA399q05YtqBU+IGRG80tIaYTwcqSWUgqy7ggyTMR\/6+9V5zAKcEd6MdNV1xPiYwLSdTEzfkzWn8X5vDxTOGgQdhWD0\/aGk4C+gdEbM61QjUqlgO8b0OxHRAyNhy8EatREGRBjyAIjzq3oWbZMSVcJ4TczBsbW7xWbq+YZ3+I6hS41AAQCJIkAeYP1rWdJb4U5LPthOrrBKmYIke45FZ81ja2LwBJ2Gw9PKk6rCmZncdu1\/Oq8xi6zMAeQ2HkK0SX0ht\/CuJtRHGGB\/Tppn4wZmeSI0yAoXudyfKhr7\/uKtZEJQKxuBrkQFM3iCdQi8+tNqipnp9IBE2HNFMplUOIqO4C6tIaLaQd+\/erPxHlcJMTTgszLa7DTPnHANHt2DnKBAbEW++1GOl9VGEGR01YWIVLD+6AQfCYtMEe9C3QqBqBE3WbW7\/Src5nXxAqu5YIoVJiFUcCqcYlwoxcQFyVELMgG9p2+VaH6gTh\/D0JGvVqC+McaQf8AHyrG6kb2PI5p2ebbfub39acQiWNiao8IEAC3lyd7mo4iAGJB7GePlb0N6grQZ7VIL5U\/gFrDSSJB4kEEH0IsRUUQlgBv996kFIg39fv1oj03o2JjSUUnSNREcDmO1S9JLoSgsmlNW5jCKkgiCOKpNC6hCmnLSPv7inVZ9e3JqWmeAIsd\/nTASI35gDAiSJtO09qm7MxLMZPJJuf5or0rpbYll257USP4bcuqHSC1gWMCeL8dr1i\/LlOFrLhz+BmHRXVSNLgK1gZEzaRYzyIqFhJmI25v2+VSxMAq+gi86Y85iKzvvVromaJLSxMsW2i5mST2i31ol0HHVMVS4kTQ7I598N9aGGgiYB\/MIO9tuabClmtAJPe3ep0mNOHqfWur5d8JFQDVF6EZ\/wDp\/wCnGknWZ1DjyiuKTOECCoPmZ\/mKT5km2om37XrJ+Jt0taS4TzaBW8LBpANuCdxfkbVmxMQtEmYEDyFLX3pmA47c1qlCKQJrRkMi2K4RLsdh58CqmQQDN5Nuwt+s\/SrcrmWwnVlMMIIg7fwaerOCX3pLqPS3wmZXUggwbRWFioAsdr35nfbaOK63r3X1xcJNQ1OW1uxH5haAfK3vNcicJiGMGFjUeBJgT2k2g0sPTX+Qal4JsQWjjnn9Y32p8TGLXZiT53sBa81UBeB9KkoE+VWBf1HPvilSxnQiosxZVsBasldB1LAyQwVOE7nFP5gRYUC1CRItMkeXMTzRlprgMS4ZNwDVy4CfDZi8OGhU07rEkz6wAOaOdMzmWwsZGXViJHjVwL+KItxpvPep\/iR8oNfwFYszhkfUIVOVI\/ynml7OyBDmnwDoV5BBYrHII0m\/kdVvQ1S5M339a6NehPiZVsyFsreKBvN7\/wAWoAMOePv51Wdpg00FWZf6dRrYsHYhNPhAIUag07zaPKjHSPxPmNeEAyBl8KtpAMG0MRv71y5a8cefarMzgthuyEglTEqZFuQRvS0qoCf6GPxlgsmYZWKE7nQfDftQPBwy7BRuTHzpsfGLGSZNhNLBN7b\/ANvr29Yv7Us5azAbrL+pZFsF2w3\/ADLYwZHzqhHvNJ8XUDJlp5\/76cf7WXSWAvc2gST6Dk+VVOdEd7+E8RRCta9\/SjH4tziMXZbDZY9q4nO9WQqgwkZEw1CsxPiZzJJPYcAeVY8bqZezlit9u8W+sTXJrwv2pqtqGTMYssTvxf73pmwmChihgkwYgexqWKyKw0ywKXJgeIi5EE2B27xxXS9KzWC+XKYzsdF0W0Sd5vI2rdv1RCVZyIH33qQe5+96uz7oXcpZSbXn681lFafUSacvhFzAG3\/Pet2b6cUPiIU6Z03J29I4NU9IzWjEV4mDMV0\/4nw8fMD+pdNKGwIEDtArHWnnU\/DTOajmcHJuQW0MUUSxA2G0z6kUfyHQNaFoCTh6kVmBY6QNRjcAmYn60Ox+tTllwNIGlidQ3Pke9xVXSs\/ocMWI4J3P1Iofs0CiYR6r0MoitBkjVcWjvXMY6wSPv5V1XW\/xCcRQssQo0rO8ffFco8kmd5o8Xt+hqfhFmYkm5+4pm1AQZAN4\/Q+dTxU0mAwPeNqsz2dfE0a2nQgRbAeEbevqa1rIhnUE7ekfT3p0IB8QnymO\/wC9MGINJSAD9\/ZqhEsMgFSwkTJG0j\/dQ1kTFpsfQ8VLAwGc6VEntIvF+aZEkgRSCEWQiCRvcedMWrrvxlgomFlVCaGXBAYHcySZ+tcfp4ApYfsqNqBzK9fdMu+XB8L33occ+wCqpKKogBWIm5JJ7kkn2gcVkA3qNNYS+A9UJdRKFycMEITYMRI96yKDwPuD\/ukzmI9aYm1CUQqNFTwsYrMbEQQQCCP5ETPlTJc+KYm\/f\/tacsi\/EsutFMteNSjc\/wDrP0nmmIoVzG4t6bE1BWgyJEXF7jtB71dmnVndkAQTKrJMAk2nm36VSiliByTAk\/ztQOk1BPiO03JPfvz70R6flEbDxHdtJCyg\/wAjMfz8qyZjL6GZEdXj8zJ+W1zpJuQO4qsJpjUGAJuR29PnUvq4P59K2It+t7\/P5U+vcAmOK0r052R8RUbQgEsRFmJCk+sHbsayKBeTH80JphCxEZyAok7RzWzO9Ix8IBsTCdAbgspA+dZstlXcErp93Rf\/ALMJ9qWPiv8AldyY4LSPaDFDt4IijwRxR3M\/iDEbCGEXJQEgCbfKucmpjTHMz2EcRzPf6UnlafRrTRIvei+R6PiPhvioBpSNRnadqDrY3HtWzCzTqhEnSeJtaJn50tJ\/g8\/7KMUkG8giqHebm880sRpM96YG1UkJscuSAOB+\/nzTEf8AKQIja\/fy\/mpYCFmCjcmKf+xBnpiZb4Ll5+KGBUSACv8Ad\/8ALt70JzjIXOgELNgTx8q3dZ6a2AyqzoxK\/wBhBib3I5objYZU6WBDDcEEEff71OZ9o2Qmt\/T80iMjFCSpk3\/N2txW3o2XwWwsQO4RxDKx3heF7EnnyoM4LObyS255JNNzVQKroQ671h81itiPcm0dgLAD0FUdMyeK7\/8AjgOniALKplb21EAm21XZjL4mWxtKsGxEGqUhgAV8XcHf2vQwORMHff3sfnTyklwTfQligLlyW\/8AyYmJ2EhEn5S5H\/8ANCqkzEwO236001aBs0jEhCvc37W24sbm4PMUgZXTAHM3sN6YIYMbc+lr+l\/rUS5P5jxE+Q2qREVNSY+EGTJkEW4sOb28hUBVmYwgumGDSoa0+Gf7WkfmHMWoAgRSLmfOpHCiZIBEW5M3t7VWBRQJo3zrZ1DqbY2nXuihFgAWHe1ztWHVJEk+XkKRP0tSeV9HSz4zRE2+yP5qKsALTqMz2j9TefpTMsG5HsZ7VEUQKSYe9MKkjwe\/\/K1Ln2JlwGIXSOIERNokweZ3o7SlIZItM8xHP\/KkggarGCBF5M\/tbvyKZzuLf87UyoTwTO3n3pkF2CpY+8V0Gd6CyYC4pIh9ribfpXOo8HtH61vx+osyBCSRwKz0tVQvLSXQczXE3A4qTusLo1A6Ye9iZ4jiIseRUX3giO\/etGfTCGj4TM0oC+pYh+QL3HnV\/wAJMgNSDEfzH71WTUiZNzFu3YR86YjQih51MEKqSJkljwLDcz9KqTE\/NqEkiJNyLgyPO31NVCrMwU1eAMFgfmIJmL7DvNJcGRDk8mw77De1MDFacfRoQBSrbsdQII22iQZ47R3rM5vY2m1NCLFxiQVLNpNyAdzxI2Mee1Pg4XhZzELAg8lp\/YE\/KqZEERe0GfnaieX+GMAuH04yv4VIkEG0iZAI9P8AQ3BoGdiDefObcg\/e1NJqWDpLjUSFnxECTE3IHJpM8EhSSJsZInzjirJLvf18+ar4pUqgY1W4eIAGUqp2gmZEdr+15p6VA0UgUgaVKglFmHhgz5Cf0qKAciQDt\/ulSoKGcbedKLTPlSpUCJYmGJ++1QIp6VAhqlHnSpUwHJJG9MB+tKlSGTxcOIvwD8xNUxSpU0DHikqWPkQPnT0qAIkUtNKlQAit4+71JlpUqAEMMSPOoKNh3pUqAJOkEjsY+sVHQKVKqE\/p\/9k=\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" \/><\/div>\n<div><\/div>\n<div>\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza. Sabemos de \u00e1tomos infinitesimales y de c\u00famulos de galaxias de inmensidades de materia. Sin embargo, ambos, lo peque\u00f1o y lo grande, finalmente resultan ser la misma cosa: Quarks y Leptones. El asombro y el v\u00e9rtigo que siente el ser humano ante lo m\u00e1s grande y lo m\u00e1s peque\u00f1o generan en \u00e9l una curiosidad inexplicable. Esa curiosidad le lleva a preguntarse por aquello que sobrepasa los l\u00edmites del mundo que conoce a trav\u00e9s de los sentidos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4f\/Observable_Universe_Logarithmic_Map_%28horizontal_layout_spanish_annotations%29.png\/2250px-Observable_Universe_Logarithmic_Map_%28horizontal_layout_spanish_annotations%29.png\" alt=\"Universo observable - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 Una simple regi\u00f3n resulta enorme para nosotros. ?C\u00f3mo ser\u00e1 el Universo entero?<\/strong><\/p>\n<p style=\"text-align: justify;\">Sabemos que las distancias y tama\u00f1os en el Universo son tan grandes que superan nuestra capacidad de comprenderlos y, as\u00ed, cuando en un sitio solitario y alejado de las ciudades contaminadas lum\u00ednicamente, damos un paseo bajo una noche estrellada nos sentimos peque\u00f1os ante tanta inmensidad y, al mismo tiempo, nos sentimos grandes al saber que formamos parte de todo esto.\u00a0\u00a0 Curiosamente, en el extremo opuesto, pensar en lo m\u00e1s peque\u00f1o no nos hace sentirnos grandes. El mundo de los objetos diminutos parece que no existe porque no lo\u00a0vemos, y s\u00f3lo cuando se construyeron los primeros microscopios se pudo descubrir un mundo fascinante, poblado de c\u00e9lulas, bacterias, virus, mol\u00e9culas e incluso \u00e1tomos\u2026 El mundo invisible es tan infinito y fascinante como el Universo y aunque, por el hecho de no poder verlo, nos cueste imaginarlo y comprenderlo, es un reto acercarnos a la &#8221; diversa grandeza&#8221; de lo peque\u00f1o.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"https:\/\/naukas.com\/fx\/uploads\/2017\/08\/imagen3.png\" alt=\"C\u00f3mo sabemos que existen los \u00e1tomos? - Naukas\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\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 <strong>\u00a0 \u00a0 \u00a0Los \u00e1tomos:\u00a0 \u00a0el &#8220;mundo&#8221; de lo muy peque\u00f1o<\/strong><\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/neofronteras.com\/wp-content\/photos\/formacion_cumulo.jpg\" alt=\"NeoFronteras \u00bb Al parecer hay hiperc\u00famulos de galaxias - Portada -\" \/><\/p>\n<div>\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\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<strong> \u00a0\u00a0 Las galaxias: el &#8220;mundo &#8220;de lo muy grande<\/strong><\/p>\n<p style=\"text-align: justify;\">El Universo nos fascina, nos cautiva, nos empeque\u00f1ece a escalas incre\u00edbles\u2026 Observar el inmenso espacio que nos rodea, gracias a los avances tecnol\u00f3gicos que nos \u201cacercan\u201d esos objetos, mueve al ser humano a buscar respuestas a las preguntas m\u00e1s elementales desde un punto de vista filos\u00f3fico, pero tambi\u00e9n nos lleva por el camino del descubrimiento cient\u00edfico. Un caminar constante hacia el conocimiento que no habr\u00eda sido posible sin herramientas como los telescopios en el &#8220;universo&#8221; de lo muy grande y, el microscopio en el &#8220;universo&#8221; de lo muy peque\u00f1o.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u269bCONFIGURACI\u00d3N ELECTR\u00d3NICA DEL F\u00d3SFORO Z=15 \u269bDIAGRAMA DE ORBITALES F\u00d3SFORO \u269bDIBUJO \u00c1TOMO DE F\u00d3SFORO - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRXNDz-SMaGVy95FRLF1abgEkJ43JJrHh3qGQ&amp;s\" alt=\"Conceptos B\u00e1sicos de Gen\u00e9tica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los nucle\u00f3tidos (mol\u00e9culas formadas por un az\u00facar y un grupo consistente en un \u00e1tomo de f\u00f3sforo con cuatro \u00e1tomos de ox\u00edgeno, adem\u00e1s de otro grupo llamado \u201cbase\u201d) son los componentes esenciales de los \u00e1cidos nucleicos (ADN y ARN). El esquema es similar al de las prote\u00ednas, donde diferentes \u00e1cidos nucleicos son formados por nucle\u00f3tidos con diferentes az\u00facares y distintas bases, pudiendo crearse largas cadenas moleculares a partir de mol\u00e9culas bastante simples.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Adenina | NHGRI\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Timina | NHGRI\" \/><img decoding=\"async\" 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\" alt=\"Citosina | NHGRI\" \/><\/p>\n<p style=\"text-align: justify;\">En el ADN, el az\u00facar del bloque b\u00e1sico de construcci\u00f3n es la desoxirribosa, lo que le da el nombre de \u00e1cido desoxirribonucleico, existiendo s\u00f3lo cuatro tipos de grupo base asociados a \u00e9l: Adenina, Timina, Guanina y Citosina. Adem\u00e1s, la mol\u00e9cula de ADN est\u00e1 formada por una doble cadena, donde los az\u00facares y los fosfatos se unen entre s\u00ed a lo largo de cada cadena, como si fueran los laterales de una escalera, mientras que las respectivas bases sirven de uni\u00f3n entre ambas, a modo de pelda\u00f1os, permitiendo \u00fanicamente dos opciones de enlace: Adenina con Timina o Guanina con Citosina, constituyendo dicha secuencia el c\u00f3digo gen\u00e9tico en el que se organiza el funcionamiento celular.<\/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<img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5333005854386567666\" src=\"http:\/\/4.bp.blogspot.com\/_352FeMWKAKU\/SgKkka_KOfI\/AAAAAAAAAFU\/JVY6guNqaxg\/s320\/mito_golgi_nuc.gif\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 Biomol\u00e9culas:\u00a0 Son las mol\u00e9culas que aparecen en los seres vivos<\/strong><\/p>\n<p style=\"text-align: justify;\">Las grandes mol\u00e9culas de los sistemas vivos tienen una estructura modular mantenida mediante enlaces covalentes y formada esencialmente por tan s\u00f3lo seis elementos qu\u00edmicos: Carbono, Hidr\u00f3geno, Nitr\u00f3geno, Ox\u00edgeno, F\u00f3sforo y Azufre.<\/p>\n<p style=\"text-align: justify;\">Los az\u00facares (mol\u00e9culas formadas en torno a un anillo de carbono, ox\u00edgeno e hidr\u00f3geno) son los bloques de construcci\u00f3n b\u00e1sicos de los carbohidratos. Los almidones y la celulosa est\u00e1n compuestos por cadenas de az\u00facares (glucosa), siendo utilizados los primeros como almacenamiento de energ\u00eda y la celulosa como estructura de las paredes celulares vegetales. Las diferencias entre ambas mol\u00e9culas son tan sutiles como peque\u00f1as variaciones en los enlaces intermoleculares, pero el resultado es tan diferente que nuestro organismo, por ejemplo, puede digerir el almid\u00f3n y no la celulosa.<\/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<img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_cTbpVCt4XUM\/THUUVT77LYI\/AAAAAAAAAAU\/VfdiNnL7lF4\/s1600\/clip_image002.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">La cosmolog\u00eda sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> original, y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrones<\/a> compuestos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Un n\u00facleo at\u00f3mico cualquiera est\u00e1 constituido b\u00e1sicamente por <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrones<\/a>. Sin embargo, por que algunos \u00e1tomos (o is\u00f3topos) son estables como el 12C<sub>6<\/sub> y otros como el 14C<sub>6<\/sub> no son estables y sufren decaimiento radioactivo para estabilizarse.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/institutouniversitariopolitcnico-140504182836-phpapp02\/95\/instituto-universitario-politcnico-3-638.jpg?cb=1399228235\" alt=\"Instituto universitario polit\u00e9cnico\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En el n\u00facleo de un \u00e1tomo existen fuerzas (fuerzas nucleares) que mantienen los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrones<\/a> ligados. Estas fuerzas deben ser suficientemente grandes para contrabalancear las repulsiones el\u00e9ctricas resultantes de la carga positiva de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">protones<\/a>.<\/p>\n<p style=\"text-align: justify;\">Una vez que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrones<\/a> no poseen carga el\u00e9ctrica. Esto debe ocurrir para explicar la existencia de n\u00facleos at\u00f3micos estables. Generalmente se considera que un n\u00facleo at\u00f3mico es estable, cuando la relaci\u00f3n <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>&#8211;<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> es igual a la carga del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electr\u00f3n<\/a> negativa que compensa la positiva del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y lo estabiliza.<\/p>\n<p style=\"text-align: justify;\">No siempre podemos ver lo que est\u00e1 en el interior de la materia, de las cosas y de nosotros, y, cuando lo podemos contemplar, el asombro se apodera de nuestras mentes al ver la intrincada complejidad que subyace en lo m\u00e1s profundo que no siempre sabemos comprender.<\/p>\n<p style=\"text-align: justify;\">Si es as\u00ed, cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo. Alguna vez he puesto el ejemplo de mirar algo que no es familiar, el dorso de la mano, por ejemplo, e imaginemos que podemos observarlo con cualquier aumento deseado.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-5YKSr0r_C5U\/ToCqCBzSXlI\/AAAAAAAAAqs\/V_RsC5tx_n4\/s1600\/microscopio-electronico-de-barrido-de-schottky-sesem-237074%255B1%255D.jpg\" alt=\"\" width=\"555\" height=\"503\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Con un microscopio electr\u00f3nico podremos llegar muy lejos en el universo de lo muy peque\u00f1o.<\/p>\n<p style=\"text-align: justify;\">Con un aumento relativamente peque\u00f1o, podemos ver las c\u00e9lulas de la piel, cada una con un aspecto tan grande y complejo como una ciudad, y con sus l\u00edmites delineados por la pared celular. Si elevamos el aumento, veremos dentro de la c\u00e9lula una mara\u00f1a de ribosomas serpenteando y mitocondrias ondulantes, lisosomas esf\u00e9ricos y centr\u00edolos, cuyos alrededores est\u00e1n llenos de complejos \u00f3rganos dedicados a las funciones respiratorias, sanitarias y de producci\u00f3n de energ\u00eda que mantienen a la c\u00e9lula.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/estaticos03.cache.el-mundo.net\/elmundosalud\/especiales\/2005\/03\/galeria_cuerpo\/img\/p246_247.jpg\" alt=\"\" width=\"445\" height=\"386\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>C\u00c9LULAS DEL PLEXO COROIDEO: <\/strong>La inflada punta de estas c\u00e9lulas, con forma de cerilla, segrega el l\u00edquido cefalorraqu\u00eddeo que protege al cerebro y a la m\u00e9dula espinal de las conmociones. El l\u00edquido, que ba\u00f1a el exterior del cerebro y llena los cuatro ventr\u00edculos del enc\u00e9falo, se produce en los vasos sangu\u00edneos conocidos como plexo coroideo. Si el flujo de este l\u00edquido se bloquea y se empieza a acumular, el cerebro se hincha y puede llegar a producirse la hidrocefalia, una condici\u00f3n bastante grave. \u00a0 Es como visitar otro universo que est\u00e1 dentro de nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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tf+9SxLh6Cf14\/qKYMxOX06e9WlI2Ok+Egnfx9djFE4XDqTO3Qf1960uVKzkpWW4DhmYF37o0AH3iN9enlV4wVtzlChSdAQToeUyTp6T+B0MGwe3kB1SQR4Ekg+Ukj0pxhwsuxyKvaJ5AetcqWeettvdcI6uHBjcEmlvy2c3mI7J0gmR\/m2P4Veh139RP0mqHxAdmfJ3mLakzqZ2HPyqxHH7P1NdJTlW6ZzJYYJ7TX5\/wezfD2P+dhrdw94rDf6l7LfUT61qGvN\/hNbt7D4ixbuFIEhYEMXBHeIzL3Rt1rtsFhLqWrSu4uuhJZmJWRldYBAJMZhqdTFc93GbVGyUY+GpKSb4pX8miDT1n\/AGW5JMgg7gu2vaByiB2REzvPhJllwlwHUgiFkF27UADLMSBv1zEDbM1SKDQq\/B9\/0NY64F9y5LZSAc797IiqfRlY\/wC6dyaP4RadXYuQZ1gEkA6yRIEA6aa7bmkgNulSpVIRTiNh50NROI2HnQtVy5JIVKlSoGC8Qxa2rbXGMBQTXlmGxDYrFNeuagS0cokBR9Z9DXT\/ANpWOK2ktA98yfJf6kVx\/wAP3AHdCQDAIM6dkkb\/AOpkpzi1ickW4q1Ri+7NdcrMWDZmB22J8pn6Vx3FbxOIua6ZgOndUKdOWorsc5XRiueMykjYdekAA8+VcD8wu5eNXYvHPtEt\/Gl9Pj5nL2NP1WdRjEItOMwkTqNOtdQvDQsSdeYG0+Z3rk4raX4haO0gY9QYk9Y5Vd10czS8N\/euTH0csdvX\/BoXMHDIubvnKOTEyJGmygGSa6ThuEXMuVYRNtO83NjXJfD2Ne7jkdwICOFUa5eydvGvScEgyjSufleSlGb3o6uNwinKPcJRhEVncQdDY+YdSxMTyEkCByrQZdNK4rimdSyknRpjl+taqslhx65bMIGGFwxb3A16etX8Gxj27hsv5ieXUeXOsrhPEflFswkGPMRVuDd72JN0CFGn0gCeelTaVWjU4PeMuPU7dLkihuIWsy+VLDExV76iDVb3RiS0ytHn\/wATYUPYcEbAn1BBB+hHqa4bDXJMGO6ByGx30A5aSZPjtHf8XwltUeM2gbd3OwPU1wNjFMSSSP3F5nrE10egctLSX5F9QWPZtvf2CjEaHp5\/rT8KMwTjfbXl49B4fxqhBcZSwiBPJdY3jTWq1xRHMew\/gK3S1tcL5OWo4ly38fssv32VwyMVYTqDsNyNdx4c6Gv4y5c\/xLhcDYEgKD1yiAT4xUruKM8vZTVZxTkAaaTrlEx06QNduppRg+dKsJeFwpOvt+yKj8J+sf0q1GqIxDeH7q\/lU1xDaSdv8q+J\/Grbn6L5KJY8P9z+P2dt\/Ztc\/wDaLi9bc\/uuo\/8A2r0Vby5vl5hnjNlkZssxmjeJkTXmHwFhlvX3DzAtnusyGc6xJQg9dK7e38OWRiFvgvKiFUuzdqT2izMWiDGWYrm52\/F4\/JqwQw+HvJ9627\/JsJiEOzc2Xn3lMEfh5yIpjiE0kwTEA97Uhe7vuYPSqGwAzZgxBljygk3A6kjwOmkSD5Q6YOJ7UywZtIMi4X0M6CTEa\/jTKQj5yadpdTlGo1boPHworB9\/0NZNvhwVQob7pQmCSVIQbkmGhF1GnhtWtgu\/6GmBpUqVKmIoxG3rQ1E4nYedYP264D2hlDvKF10CZXIEKZnsL3oMvHICoPkkjVpqzreNuO4ULEkA5lPY0YsDDamVAE5dwdZFVpxB2MgAL2t0IJ0tkHRj3Q7kjfsHYgwhnIf2o2znsP8AdIdZ5AgqfwP0riMPdZHzrEhekrBAHaAOxmCOpr17j3DBjcI1tiA8k23gwHUkKw\/ysPPRtJ0NeOXrD23KXFKMrFWBEwR4cxt5g861YJRlFwZXkUr1IK4lxy7cRrYREzCGYEkkc1EjSdv1NZ1rBXMmcWyVMgGDy3jrV1mJBPhPQHWBOs6D8a37pVbSgEspEyNMpPSrccYY\/LFGbq801BTlu+ATDYW3buI4bMI0zqI1HLoQTsfpvSxbBnyXFmdVjQmNYB8RpHiPCppcBETI8R\/GrHtqwgiRuOojmOdWHL8STkm+w\/D8QqYlIRFJmCAF0gkkEb6Cu64ZxJWYpzG\/T3rz68mxaTBlXXvDzH3h+tKkt+4DmBn\/ADId\/Mf0rH1XTPI1KPKOv9O+oQxJwy3T4fNHrQ1FCYzhtq6P7xAfHUH3GtcXwz4sZIV5Yek10Nv4ntkAlSAedc+eKcVckdfDnhklWKSb+H8Ev+7GHBnKT5sxHtNHWMCqCFUADkBUbPGbLgnNECaY8csdT7VTaNb8V7NMNRRSvL2SfA1mYnjlsLmXXWuY4x8VuAQhidIB3mmk5OkhxwTe72+4B8T8RCo8GS0x67VzKr8pHTbJaLP0+bcMIh8Rp7GtXHEItu9HzLtxmCCCYcFQMi7NqwAJG4oZh9msKbyA3C73ZzBlLg5QTGjFY8gZNdLp46I0R6lKb29BsOCpFkg5ktM7CNQWDdk+OqadTUMPaAQKVmbZdjl6histy0H6irMFgGTD3LuKV1Nx1L7ElAA4RtZt5jvOsCq+Ds9\/598FVZ2VFzFcqJIzNlbQ5UA01mdq0qZheLjYpXh65JLHMULgad3cEjxrPBrUOIRhiLynsKgtr07RCIAZ1JAJPSazHI6q240BG2gOw33\/ABq6ErMWaKi0kODUlqBefOfGfLpH5VItGh0qTZUlZ6D\/AGX25e+\/IBF9y5I+g969Crjv7MsPlwj3D9+4xHkoCf8AUGrsZrmZHeVmmMdMaJUqjNPNMiPRGC7\/AKGhpojA9\/0NAGnSpUqYijE7DzrGbiVuRm00DKSCJBBlgDyg\/wDNFbOJ2HnWYuEtrBAIIgAh3kAbLM93w20FQfJJCfFANHZADBSWfL2iA2VRHaMEdN\/OoHiCyBDagnUEHdAuh65xr4Hxi18OjHMRrod2AOUyJUGDB6jlVF3h6FYGm25ZpAy6HtAx2VOhHdHiChltq+Li5l206zqAwmdtCK43i3wWlzO1u6VdiGTP2lB1zKxMkhpGu4jntXZ2rYVYkk6STqWMASfHQVRdFUy2kpGjDklFNJtXzR4fj7d2zcNu4mR13BUbHYg7EHqK0Fv22VSvZkCQCT2uY3616XxbhtnEp8u8gYDunZ0PVGGo8tjzBrz\/AIz8F37QLWGN1N4GlxfEp97zXXwFbseXFLlJMx9THqGvLN0DXXVTBYz5\/wBKlmAiT0PeMEEwDM9dJ5HlQ+OWy5zkshOrAGIb7wKsNNZ00rNxQuPbDW0ZgWyaSxUJ2gGjaS0zttWjw4eiOZHLmbrUzbS8CSF30MHmNtR5gidwRz51uF7wJXxHLx8R4\/hWDicUyYhXBlTng8mHzbhI8dCK08TiSlwsozIYJ55WI1npIIM8yTUkVZMTT+5Zde4urAOv7UT7ncUUbh+UXUwqkMR4k5QQf921UC4ltg8nIwzRuI2I8P1EbDC4hiy7FVnIusesAmNCdQJ8aJQU40yzpHKGZTj2OjtY3xq1uIaVzvD0zFZk5mCgAxuYmtTiPB7lvVCXTX\/Vp4DvR4a9QKzPooHoV9YV6XyPieIk6T\/Sh8FZFx2LtCIC1xtyF2geJJgUCiTWvw4uGFqw2V31ZtYVVkkmOQE1LwYwWxZHqZZHu9gy1bZnzkC2\/wAvKinbC2PvXHn\/AIjAkAb6md9AzdR3+1FD8m1FvDodTddZy6feAY5ieZgdatvMhSCzLh5zMxMXcUw5jonj02k6ivheLW6zX3K21tKFsLEpbYz2soO6jaeZnpUN1uXbPZf7LMdYd1GFd4M\/PxdzcIOSTtIGgHM+E02OVxZ+y2bcG4VFtNMyIWJzPpIJAkk7A0ZbTLFtULNOcW23Zv8Ax8Sfugck5ac9Krxty3YRnLZ7zmWubGQZyp+yv40mm6rsW+WNuT57+hh8Zy2UTCWyCEl3f9u4wKkx0gkCdoFZyjQmI2AA2mNZkyNp5+lWXV\/vM57QY5gdpHTnBG1SVAf0K2Y0tKo4PUNqbT7DNckkkAAlmhQNJ2HkNPLWmDwDEz1B5QQwjnM\/qatdWO5J1JOpOZj94ydT41s\/BnDPn4xFIBRP7xpHJCMonxcrI5iac2oxbZXHd0j1T4cwPyMJatEQVQZv9Z7T\/wDMTWjNNUZrlRtybZrlsqJzTzUJp5qwgTojA9\/0NCzROA7\/AKGgDVpUqVMQPiu6PP8AOs9rpz5FUEwGMmAASQI0MnRvbetDFbDzoF7SkhjMjYgkeMGDqPA1CXJJAycQQiYYaTtIyhVYt5DOvKfCknEbbHKpkkgcucwZnwOm+m1WfY7e2XwjM0RCrETsQqyNjAmnOGSI1iZjO2XeYyzEeG1IZUuOQydRC59VIlInMPT1oTE8RtgmDMNlY9NH99bZEf0kk4C3roYICxmbYAjLMzlIMZdtNqe5hUIIIO5bvNAYzqonsntHaN6jJJonF0zL+3I2wY8hABk9qQIPLI3hppNU47iNu1b+Y7dkxljdpEgKOsUZewqzrM6a5mnSYMzM6kT0MUPicLbdMjoCkRljTTaOkeFZ37GrG42tXHejG4meHYkf3z2y0aOHVbi+GYHWOhkVx+N4KLCucNird1GJbJmVXGgGgnK3pHlXpSqAAANBp7U81djzZI8Mjlw9PO9n8nkOGW5bBtsAyzmGxEnYw0QfSaGw6XQxbYkknXWSSdda9fx2CtX1y3rauORI7S\/6XHaX0NcrxH4FWc2GuAbf3dzY+AuAfQj1rZj6rV\/U0v4Mc+lxK2ot37\/o4rEJcdiYnlqy7DbntVQ4a8TA9x+v\/WtLGcJu4dovWmRZMEjMhJ2yuDlPLnUrbrHLy11\/hWyCclakvgxTy4seyg\/n9A2Ae5bYf3akAb51kdTBP5VuWeLjYsOh1DH\/APoeeorBxEEiNfDlPT6CqGgDx1\/Xjz96WmSe7\/A3HDkWpRaf3N3EhH7RABImQdd4333HOaGsYsWlOSQTu3MjwNbHDeEWyD8zVyA+USiKDICggktsZ1367nSTC27e9q0AAIOUEgkmJLSdT+FY8vWw4Ss39J0GaO988HB4q6bjSzFj1Jmtf4fVUPzGUFV7oOgLn73+0fUjpXU2nAXMQkEFlZUGXLAM+0+9LstKwlyAGgKpOpMe8Gs7621Wn8m+PTTi7crOfxXFVRStsRJk7kserMdWNc\/ibrXDqSZjTx5aetafHraW7oVeyxQF1BkIxkFQfEcvHoaystdLDpcU13OZ1OWTk4vsW4JBclDy7Q6id48P6U72Ssbxt66mqgIMjQ9a0cLgbmKdLdoy05e1CKDBbMdTrCnQSezoKk3GG74f4ZTUsypcr8r9AuGRrjhEXMxOijdj+yAN\/TYSdACa9Z+EuADCWiXg3bkFyNljZFPMCTrzJPhUvhr4ZtYNZHbukQ1wjXxVB91fqefKNwmsGfqNXljwXYsWnd8jGqwae6\/Kqwarxrayc3uWg04NQBqQNTKyQNFcP\/xPQ0IKL4f\/AInoaANalSpUwB8V3R5\/nQlF4nYef51gKt5EBGZmIXTMWAYAyCWzd6eWUDLuJ1g+SSNM1E0A73xEakrOo0zSZQwugjLBJGpOp2p0NwK5lzLrBKjPky2wxCxGhzcuuh5oYYai1ZztfJJA2LkDr2HFs7Aa9mRJ1PKIqOJu3e2yK2uUJpGyuZIIO7QNQNxtEhUMLvJNZ9zQwatxTXhadrYDXJbIrQqwGIXbfswdTqeY5ZeFu41rSm5Ztlo1L3CjzrugtkKfI1XKro1YsbcdVqrqm9wsmmzUC7Yof8O1\/wDNf\/y6nh7lwz8xUUcsrs3vKiKgWPG0rtfIZmpTVU04aggWhzBHI7g6g+Y51jY74awl3XIbTftWzlHlkMrGp2ArVmlUoTlHeLohPHGS8ys4fG\/Bd9QflXEujeCcj6TGjHLz\/arAxvCr9r\/EtOgjcqcv747J9DXq01nY7jLWbi2lEs40JYhQScq5oG2\/0rSutkl5tyuHQ+I6hyee4biuICfLDI6BcvbWQEiMpI3EaRVl3jN4uHUITEAlRuoJBieU6TO5g616EnDbZk3US67GWZ0U6\/5Qe4B4epNRf4fwbb4ZP9pdf+lhUFLFJ3KJa5ThHRjl93\/0jzsccxQUKroojZEAA8I2qrEcRxLSGxDkSQMpy+ogAgecV6MPhbA\/+B\/9y7\/PV9n4awS7YdD\/AKmdv+pjVyyYFxH8GRxyPmR5HkA1J8yTqT1JrXwHAsXegW7DkTOYqEXWPvtEjTaTGsb6+sYTA2bf+Hatp4qiqfcCaODU5dX\/AGoiun9WcPwj+z8DtYq5P\/w7e3kXIn0UDzrrrnCbXyfkW1FtQQyFBGVxqrjqZ3nfWd6MBqQNZp5ZT5ZfBKDtcgvDMYbiEOAtxDldRsGGsj\/KwhgehopjWLx7EDDlcWoJPcdQDDrqQSQIUqdQTyLDnRSY35ltGiC6K5EzGYAxPPeq4bui\/NCorIls\/wDktZ5M1JTVK1YtaqowloNSFVipigCQozh3fHkaDFF8N748jQBsUqVKgAfF90ef8DQZozF90ef8DQdVy5JIY1E1KomgYxqDVM1E0DKWFVOKvYVWwoABvJWfeQjUVsOlCXbdBJMyvteXvD1FXWsQrbEGmxGHmszEYWNRofCl4aZYp+oWb9zUCe+TOX7mcqE235z0qxMTc0mJzMIymYzgBd9DlMyeWsaE1mLjbtvftjx39xR2G4tbfQnKejaex2pSg12JJp9y1cU5y7a5ZGVpkkApvoVBJJPsINU3MVcybAEpmkI3eI0QCe9M6+G1HlqjmqsYNcxNxZMc3AhSRoxCzqJkD6iBV+GvliwIiI2G0zoTOp01ECPGZqWapBqYqL1arFahg1WK1AMLRqFu37iuxAJWYAiR3FO0A7lmnN90jQkVYj1ej0Ig0Dfarm+h2ICg7ZbnaJBMiVXQeUnna+KaMo1OaAVUwVyZs43gZpXeiA9QvYgKPHpTW72IvYGucQcIxyy2VSAFOhM5lIJ7RWATETOwoFcTcjNlB0OgBJYw5BBBI+6umu++1EXLm7sdgSfADXQUhiVAkyNcsEazlzx02rRGOkqlKyFm\/czEaEZ1AOVhmByg5ddMurc58KVjGOyq52KAyEIUM3y9CGb7strI58wauTGpEw0a8uYBbLof2RM7Rzq6zfXRQIGgG2UHLmCiDHd1008aZEps4q42UQAWCnVGOSULEN2gQc2kGN9zT\/arnYBXUsuymCGCTPans5zP+jWKPFSFIACxi7mUSATE90jMwS2ci69klmbee6dNDGrwS4WYzBiQCFKhhlUzBJ5kj0qoUXw3\/EHkaANmlSpUAD4vujz\/AIGg6OvoWEDrVH2VuoqLRJMHqJon7K3UUjhG8P16VGmOwU1E0V9jbqPr+VL7G3UfX8qKYrAyKgwo37E3Ue5\/KmOBfqvufyophZnstUulah4e\/Vfc\/lUTw1+q+5\/KnTJWjEe3QtyxXQnhT9V9z+VVtwZzzX3P5VINSOVvYWs+\/gPCu1bgVw809z+VVP8ADtw809z\/AC002g1I4m29y3opkfsnUenSi04oPvqV8tR+ddI\/wxdPO37t\/LVD\/CF0\/eT95v5aHGMuUNZGjKTG2zs494+hq9XB51e\/wVeP3rfu38tV\/wDci\/8At2\/dv5aj4UfUfjewhcqSvTr8G4kf8RP33\/lq5PhLEj\/iJ++\/8tLwl6h43sQR6tGIA3NWL8LX+bp+838tXL8NXR95Pdv5aPCXqJ5fYEbFE933qtQSZNag+H7v7Se7fy1YOB3Oqe5\/KrIpR4K3JvkzQgIIIkEQfI013CK88iecnpG0xqvZneOda44Lc6p7n8qmODv1X3P5UWIyLeFUATJOuuZpkzrvuAYB3jSaut4ZFMga77nc6FonVo0zb1pjhL9V9z+VOOF3Oq+5\/KgAIVIUZ\/2Zc6r7n8ql\/wBmv1X3P5UgAqL4b\/iDyNS\/7Ofqvufyq\/C4NkbMSIg7E\/lQBoUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgBUqVKgD\/\/2Q==\" alt=\"C\u00e9lula eucariota: qu\u00e9 es, caracter\u00edsticas, partes y tipos - Significados\" \/><img decoding=\"async\" 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\" alt=\"C\u00e9lula eucariota - EcuRed\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 C\u00e9lulas eucariotas<\/p>\n<p style=\"text-align: justify;\">Ya ah\u00ed tenemos pruebas de historia. Aunque esta c\u00e9lula particular solo tiene unos pocos a\u00f1os de antig\u00fcedad, su arquitectura se remonta a m\u00e1s de mil millones de a\u00f1os, a la \u00e9poca en que aparecieron en la Tierra las c\u00e9lulas eucariota o eucari\u00f3ticas como la que hemos examinado.<\/p>\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula el esquema que le indic\u00f3 como formarse, pasemos al n\u00facleo y contemplemos los delgados contornos de las macromol\u00e9culas de ADN segregadas dentro de sus genes. Cada una contiene una rica informaci\u00f3n gen\u00e9tica acumulada en el curso de unos cuatro mil millones de a\u00f1os de evoluci\u00f3n.<\/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<img decoding=\"async\" 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\" alt=\"Estructura molecular del ADN | Macromol\u00e9culas | Biolog\u00eda | Khan Academy en Espa\u00f1ol - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de cuatro \u201cletras\u201d- hecho de mol\u00e9culas de az\u00facar y fosfatos, y llenos de signos de puntuaci\u00f3n, reiteraciones para precaver contra el error, y cosas superfluas acumuladas en los callejones sin salida de la historia evolutiva-, su mensaje dice exactamente c\u00f3mo hacer un ser humano, desde la piel y los huesos hasta las c\u00e9lulas cerebrales.<\/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<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-Bk6vJkthziE\/Taww3OZ6UkI\/AAAAAAAAt7o\/SvYs_XSQKPI\/s320\/neurona_540.jpg\" alt=\"\" width=\"320\" height=\"285\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Si elevamos m\u00e1s el aumento veremos que la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas y festoneadas en una milagrosa variedad de formas, desde relojes de arena hasta espirales ascendentes como largos muelles y elipses grandes como escudos y fibras delgadas como puros. Algunos de esos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> son reci\u00e9n llegados, recientemente arrancados \u00e1tomos vecinos; otros se incorporaron junto a sus n\u00facleos at\u00f3micos hace m\u00e1s de cinco mil millones de a\u00f1os, en la nebulosa de la cual se form\u00f3 la Tierra.<\/p>\n<p style=\"text-align: justify;\">Si elevamos el aumento cien mil veces, el n\u00facleo de un \u00e1tomo de carbono se hinchar\u00e1 hasta llenar el campo de visi\u00f3n. Tales n\u00facleos \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol. Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> que constituyen <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-AyZgeHhIymk\/TebR4jHZLcI\/AAAAAAAAAAc\/ii45fytoBg4\/s1600\/metano.jpg\" alt=\"\" width=\"594\" height=\"425\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\">EL ATOMO DE CARBONO: <em>Por que es importante el \u00e1tomo de carbono?<\/em> El carbono es el elemento alrededor de el cual ha evolucionado la qu\u00edmica de la vida. El carbono tiene cuatro <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> de valencia en su capa mas externa, cada uno de los cuales puede parearse con los de otros \u00e1tomos que puedan completar sus capas electr\u00f3nicas compartiendo <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> para formar enlaces covalentes. Algunos de estos elementos son el nitr\u00f3geno, el hidr\u00f3geno y el oxigeno. Pero la caracter\u00edstica mas admirable del \u00e1tomo de carbono, que lo diferencia de los dem\u00e1s elementos y que confirma su papel fundamental en el origen y evoluci\u00f3n de la vida, es su capacidad de compartir pares de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> con otros \u00e1tomos de carbono para formar enlaces covalentes carbono-carbono. Este fen\u00f3meno es el cimiento de la qu\u00edmica org\u00e1nica. Las prote\u00ednas, por ejemplo, corresponden a una sola de esa gran variedad de estructuras formadas mediante el anterior mecanismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/particleadventure.org\/spanish\/images\/scales.gif\" alt=\"\" width=\"434\" height=\"301\" \/><\/p>\n<p style=\"text-align: justify;\">Si bien sabemos con certeza que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> son m\u00e1s peque\u00f1os que 10<sup>-18<\/sup> metros, es posible que ellos no tengan volumen. Tambi\u00e9n es posible que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> no sean fundamentales sino que est\u00e9n compuestos de part\u00edculas m\u00e1s fundamentales. (Vaya! \u00bfEsto nunca terminar\u00e1?)<\/p>\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad. Que sepamos, junto con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">neutrinos<\/a>, son las part\u00edculas m\u00e1s peque\u00f1as que existen pero\u2026\u00bfQui\u00e9n sabe?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La extra\u00f1eza y los gluones del prot\u00f3n aportan el 0,8% y el 50% de su momento magn\u00e9tico - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUUEhQSFBQZGBgZGBgYGBgZGhobGhoaGhoZGhoYGRgbIi0kGx0rIRobJTclKi8zNDQ0GiQ6PzozPi0zNDEBCwsLEA8QHRISHTMhISMxMTEzMzMxMzMxMzM2MzMzMzMzMzMxMTMzMzMzMzMzMzEzMzMzMzEzMzMxMzEzMTMxM\/\/AABEIALkBEAMBIgACEQEDEQH\/xAAcAAEAAQUBAQAAAAAAAAAAAAAABgEDBAUHAgj\/xAA5EAACAgEDAgUCAwYFBAMAAAABAgADEQQSIQUxBhMiQVFhcSMygQdCUpGhsRQVcsHRJJLh8FNisv\/EABoBAQADAQEBAAAAAAAAAAAAAAADBAUCAQb\/xAAmEQADAAICAgIBBAMAAAAAAAAAAQIDEQQSITEFQRMUIjJRYZGh\/9oADAMBAAIRAxEAPwDs0REAREQBERAEREAREQBERAPMweo9TSkZY8+wHcy51DViqtnb27fU+wnP7rH1FjN3J\/oPiQ5cjnxPll7h8T8zdV4lG01fiexj6cKP5n+cwv8AO7v\/AJDNW6kMQe887pn1ltvyz6DHwsKWlKJFpPFFin1YYfXg\/wA5Jel9XrvHpOGHcHv\/AOROY2WS1VrWR1dGIIOQRJsWek9V5RV5fxuNzuPDOyys1nQepDU0rYO\/Zh8Ed5ssy+ns+cqXLaf0eoiJ6eCIiAIlJWAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIBEvGV\/wCSv7sf7CRnTak1kke833jMHzF+Nv8AuZGpmZrayNr6Pqfj8c\/p0v7K2MWJY9z3lp2nt2mFqLZX8tmjK0i1e\/JmI7xY\/vMV3ksor5rJz+zfW4tspzwy7gPqv\/g\/0k1s6gQLvSPw7a6xz3DrSd30x5h4\/wDrOZfs5fOvX\/Q+f5TqNvTEawuS3LKzKGIVmTG1mX3I2r\/2j4mlj\/ij5fltPI2jzpeqK77ArjJcKzABWNbbXC4OeD8gZHbODK29SUWeXtc+pULgLtV2AYKckEnBU8Aj1D6zzoOmCttxZmbNhXJ9Kixy5Cr7ewz9PrK39MVrBYGZTvV2XPpYqAuSvzgAZ+gkhVDdXrFYt52moXc7V9Bx3LkKDz7kSzpuu12LW1as+8uAE2NjYQGJcNswNw5DfTvxPS9EqA25YjChcsTsCMHTZ8bWUEfYTI03TkRgwLFhu9TMSTv27s\/9iwC10zqItAH5mH5yuNqN7ITn8xGDt5IBBONy52cwNN05K2DVgrwQQDgNk5yw92HPPfmZ8AREQBERAEREAREQBERAEREAREQBERAEREAREQCM+MNKWrVx+6cH7GQpzOheI+oV00ObCOQQBOYHVFl3bWA\/iIOD9jKXK49a7peDf+K5C69K+vRcusmvsfM83ajMwbdQPYyvGJmplzpFy5x\/4mFfZMrTJvOByTM3R+HLtReKFXHOXc9kX5J\/9zNj9BMY+zfkws\/Np00l4JR+yfQEtdqWXgAVofk92x\/T+c6bMHpXT009KU1j0qMfc9yT9SZnSNLRl3XZ7KykrE9ORERAEREAREQBERAEREAREQBERAEREAREQBERAERLdtgVSx7AZMA9zX9W6mmnQu59uB8mRrrfiCxeUO1T2xjJHzIT1Pq1l9irZYdpZQSfYZ7y1j4rf7n6O3OvZK+i6Nuo3HU3g+Sh9CezN\/wJN7NEjJ5ZRSuMbcDH8p56dpUqqRK\/yqoAx78d5lSDJfZ\/4POz34IP1XwHUculjKBlip5H2B9pDdL4Rt1L2LSVVUIBZicZPsBOr9e1YrodifbA\/WazwHX\/ANKbD3exm\/l6f9jOoSnG9L2SvNbW29kf6R+zQIwe68nHO1Bt\/mxm2bdpdR6eVxgg\/vL9\/kSYGQPqPUFZrGfknIX6fE746qn19o6xN2329G+HiinOG3L9ccf0m6ouV1DKQynkETjOv1fJko\/Zp1Fma2gnKgBl+h7GTZ+IojuiC9KtIl9fUy2CtL7CCy2EpsIClgcbt4BxgEr7iZOm1yOituAJ2AjOcMyqwX74YfzmuXoXqqy4K1ArX6PxAprKBGs3epQGzjaMlVJ5GTcTpLKwxZ6dyMy7fUWRFQYbPpBCLxjvnmUTkyv80pwzeYuFxk+3LbRg+4JIGR8y\/p9Qli7kYMMkZ+o7jB7Ga1OjHCK1mVTy1QBQCFrsRwGOfUT5agkY+02Wno2FznO5y32yAMf0gGRERAEREAREQBERAEREAREQBERAEREAREQCkwerqTRYB32zOnl+xns+Hs9T0zi\/VNYcnmaFiSfqTJdqujHV6+yuv0LyzNjgD7SUdD8B00OtjsbGU5UEAKD8495q1yZidfZ1fl+yR9GrZdNSr\/mCKD98Sx1DrldPByx+B7fcmZfUbSlTsO4UznPUdeNu3HOclvcylhw\/krbOohNNsr4q8SeeuxVKgf3k98P6bytLSnuEXP3PJ\/vOL624EzrHgbWNboqy\/JUsmfkKeP6Sfl4ukJL0Rut+CRETlvirSvp3II9BJKN7EH2z8zqcs6jTpYu11DA+xGRKmHL+Otns1o4VVS1rbRj5k9\/Zt0o1+daxGSQmPcY5yZJB4b0w3bKlViMbh3H2mn0tx0l7BvynAfH9GH6S3k5H5ocydKVSb+0TKJr7erVKobeDnkY5Jmvu8U1L2DH9JSnFdekV6yTPtkgiR1fFtP7wZf0zNpoup1Wj0OD9Ox\/lFYrn+SE5Zp6TM+JQSs4JBERAEREAREQBERAEREAREQBERAERLbuAMk4EA9TD6nqRXU7MccGY+p67QmQXyfgcyJ+Iurm8bEO1fg+\/3nkXHby0i1i4mW\/Kl6Nt4G048uy\/3sc4\/wBK8SVSJeA9TjTmlyAyu2Oe4PMls7ulVNp7IMkVNapaZa1NQdGVuxBBnF+tk12NX3wSARzke06N4p66K18qv1O3pwvJ+3Es+F\/C4r\/6jUANa3YHkIPj6mWsN\/iXZ\/f0erwvJzXp3Sb9RYEStjk8kggAfJM7P0Hpo02nrpBztHJ+SeSZnIgHYAfYYnuRZ+RWTx6RGViIkAPDMACT2kM67qltfK9gMZ+ee\/2m08Sa7A8pTg4yx+nsJodFpGsfav8AOXuNjUrvRTz5nvrJhOcZmJa\/tJF1PoprTdnMjOoeaWG5tbkptNP93sxrmmL\/AIgqQVYgjsQZ7seYVzSxrYbJ74b8YZK1ag9+Ff8AsG\/5k6BnAXczp\/gDrRuqNLtl6wAD7lewz847TH5vGUfukvYMj1pkxiImeWhERAEREAREQBERAEREASkrKZgGJr9atSbmkE6t1qy1jzhfYCZXiXXmyzaD6VOP1mFZolFe7PPxKOW3Tal+EfQcHixilXa22a0vPLNBWW3bEpbNxJFHvKnIOPqJkajxXcE2byeMfX+c1Opsmo1Oc\/M1vjbSrVLezG+UxbXZfR0v9n\/TfMDay31MxKpnnAHc\/eTyRX9n2sWzRIoGChKMPr3B\/Wb3qms8qst79h95ayN1bPntNvRkPcq92A+5Ala7VYZVgR9Dn+0551XVN+Z2ySM984kf0\/WrKbVatjnI9OeCPgiTzw6c72dXj66Ozyhms0nWqnRWLAEgZHPB9x2mPrfENaqdp3H7EAffMrLHTetHHV\/0Rnqmp32u3yT\/AEOJc6N1Ja2yZqLdRk5PvmYzP\/7\/ALTaWFOOrMmtutko6710Om1e0iFzxZbmYdr\/APEmxYphaRw229spY8xrbOMfylbLJi2PLHoKdsozZm38Ia81ayls4DOFb6q3pOftnP6TRlpd6c\/41f8ArT\/9CUeQ+yaLeNaPoWVlJWYRdEREAREQBERAESx5y8ncOGCnkcMcAKfgnI4+ol7MArEpmIAlrUNhWP0MuTGLCyospyGXKn5BHHeeP0ezra2c01L5dj9TLZtYjBPEuahMMw+CRLLTGdPbPtsaXVHkmY1zy7a0119k8lbJKekWL7OZj02hXyZWw5mDe2Jp\/H3MZN0ZHyG6hpE58M9Wcb001ZZjgvtH6AzP6hfq29VtTBR7nsJa\/ZJpD\/1F57Hag+OOT\/tOjW1BlKsMgjBE0q5E9tqTCWRyzjet1R55mistO7cO47TpXVvAhdiabAAf3W9v1EdF\/Z+lbizUOLMHIQD05+pPeXP1cKfH+ji6dPZ46D4UstpS26513qGCIACAe2Sc84+k2zeDKsYWywH5JB\/piSdVwAPiepn1yLb3s57s5R1bRGixq2Oce+MZB5zNa7j5k78b9K3INQo5UYb\/AE+x\/Sc8dvrNji5VkhP7MzNPWirP3mPa88u8sM\/EuIg1sqzTFtbme7HlktIsl\/RNjgox4mx8KaTzdZQnsXUn\/Sp3H+gM1hnTf2Y9CKIdXYuC4215\/h92H3\/tM\/kZOslrHJN7eo1o+xnAbjPBwM9stjA\/UzMzNTfTbvuCorLYFG4tjHo2nKY5H6zFTpDLcH2qxDIRcT+IqKqqagMZ2kqxwCB6zxnOcosEgzGZHtH0i1HQswKjKkbmPprDJRx2zhtzfUDvjMyOjdK8jG1VUGqpW2\/vWJu3MeOSQR6u5wPgQDc5iRbU9Jcu\/wCGoawalTqBy5Dq2xXOMhVBVQM49Ax7S9run3XK+6uvDOhKEo\/pVWGVNlbIG3Ed1PGexOQBILLAqlj2AJP2AyZWtwwBHYgEfYzQaborbR5iq7LQEQk7tr5s9Q4ABwyjIAxyBgTL6RonqLCwh2IH4v7xHtWVxhVXsMd+59RYkDH1FNpsaoVEq19dvm7k2KqNWzKV3b9\/4ZAwpHqHI5xb6JXYXDFLUUCwO1jqwsYuNhRQzFQAG7he4GDk4kcQCOXV2DVozJYQbhtsFg8sJ5LDY1YcHO8MfykeoHPsLNdOpNJRqrMrTTWcuhZ2Vj5j1kPjJGCC5XPGR7SUxAI903p9n4Pm+ZhPPOGcZ5sU1B9jYbCg8ZIEudF0t1e1bhu9ACspAVAAAa2Xd6m994BzyOMDO9lIBAvEug8u0sPytyPvNBacTqOv0S2oVI+x+D8znfXej2UsfSWX2Ydv1mdnwtV2Xo+k+O501Ki35X\/TR6iya+15kW5mHZ3kUyX8mTZZseY1dD2utaAlmIAA+s2Ol6bZe4SpCxPx2H1J9p0\/wf4PXSDzLMPaR39l+i\/X6y3igxOZnS8G38NdIGl01dI7gZY\/LHvNvES2ZDexErEHhSViIBbdQQQRkHuJzzxV4TdGNunUspyWQd1P0HuJ0aUkuLNWKtycXCpaZwF8jjHPY\/SY7mdt6p4a01+S9YDH95fS3\/B\/WR2\/9m9ZPpvcD4Kqf6jE0p+Qlrz4IP0+vRy8955Kk4A\/SdOo\/ZrXn13sRnsqgf1OZI+keFdLpua69zfxv6m\/TjA\/QSLJzJ+vJJOLXsgPhHwS9zLdqF21A5Cn8z\/p7LOsIgUAAYAGAB2AHYAT3EoXkdvbJUkhKxE4PSkSsQBERAKYiViAIieSwHJ4gHqJTMZgFZSMzzvGcZ5xnHvj5gHqeWQHggEfWeiZ4Ljg5HPb657YgGp1XhrTWElqwCfjj+0xqvB2kU58vP3JM36uCAQcgjII7EH3BnqcdJ\/ol\/Pk1rszH0ujStdqIqj4UAf2mTKZlczsjbb9lYlMzyrAjIOR8iDw9xKZjMArEpmMwCsTyGyMiVgFYlMxmAVlJbrtVs4YHBKnBBwR3Bx2P0lyAViUzGYBWJTMQCsSmYzAKxKZlYAiIgGJ1AOarAmd21tuDg5xxgnsZHiiF3FOmKgp6n8uxHLb6\/SwZALCfUdwLY2n+LmWRAI5\/jr\/AF1qrmxf8URurIQ4ZjQA5AVvSU7Nz7nOZ4qe9tlaXX7GtCm16UWzb5NrNlWqVQN6oNxTucc5kmiARpdTqPNpDPbjChlWoAMdzBndjWQBgDgMhHwQRL\/Ward7PU7oUosZdiqwdwQVQhlbg47LgnPeb3EYgEdvtuNrLmw5Lqa\/LHlCvYxVxZsyX3bRjee\/5fcWR5htqRmuARqdtYq\/CKitSXew1khg5YY3r+Uce5lEYgEZ07aopVYbLFITSbq\/LQKzOwF24FNykA9lI24lzp+rsOsCPZYc13s1bVqtalLKVQ1t5YZvS7fvsOftiRTA0tdK2WCutVc7WsKpt3E5I3OBhjyTjORn6wDW6jU2jVgGy1V81VVBWpqdDXks1prJD7ywwHX8i8dy1mvqF5o5FwdaKg5FRUi0sFdlDVkPjkkKrDA4Hab2u1X7erDOMlTgMjFG5I4IOfvzjiZUAjnTn1NnlK1lijNxZ\/LVWcK6eWG31gLkFv3VyM47ZFmm69aih31EJ+HsrLgjIyzfhsVsHICYIxz6uQspiAaCzzLNBYM2hzW4BKoLTjOPTsAyew9APPbPM8Lfb5igPcwygVTSAroQu97X8sbHzu4yn5R6T7yKY1epVmdFySuAx2sFyc8BiNrEY5APHvAI4uu1H4m17WfytzVvUFFbb0DeV+GGfCl8cvnaO\/Y105uZqWey5hi5M+Vt3k+WVWwGlSAcN6gqD0jn5kWn0dde7y60TccttULuPy2ByfvMmARZf8VVSVV7G\/C05DNWu5Ml1sCBK\/UQAp2lWIz75mV07z38ndbYFAdmby1QvtsAVXFlYK5XIOFUnuMcGbjUauusbrHVRnGWIHM9VWh1DKQVYAqRyCCMgg+4gGm6gLFvd62syaMIoQNWWUuTubbkMMggFhk8c9pkdGZ2WwM9jqGwj2ViuwjaMkrsQcNnB2D9e52aOCAwOQQCCPcHsZR7AoyTgccn68CARaoX1aalQ94byQw21I7NaVGKrAK\/Sufc7TycvNheuoPmMLXX8WtFVUQhUL173G5CzHBfknABPHGZs79YiEAkklgmFVmOSAeQoJAAIJPYA8y+jggMDkEAgj3B7GAabQreroXtscF7UZWrQDau\/Y5K1g7jhechTngSz1bU3rqaxUbNu6kMoTfWyvYquSRWSpVSTy64xnGM53luoRCoZlUu21QSBubBO0fJwDL0A0PXNVYttVa2WoGrub8KsWMzI1ITINb7V9bAnAHPftPJbUlbXL2KV2KEVEIwyVl3XKlnZSXwAcZBGG4E3hQZDYGQCAccgHGRn4OB\/ISruBjJxk4H1PxAI3W1psqfzLyoaxVZqlU2ZFZAtXywUXcGG7CcL39zXT3ahlKiy7JNO5nqRWRmfFiICgDIF\/eIbH8R9pNEAwel79mLGZmV3XcyhWZQ7BWIAA5GOQAD3mfLGnvV13KcjJHIIIKkggg8g5Bl+AIiIAiIgCIiAIiIAiIgFDNFbQ5F9YQkm1HIzt3oSuVDcDOFK4z7fBm+iARqrptq1bVQLkaj0bgcCy8OoH7pbZuwTwD3yJitp3pqUWpZYm99tZKFuVTYSKwE4Ifgfxe8l8pAI\/R02zymZlzZ5VaKGbOMVqrjBOASc8+\/GZa6b0awAJbuZBazKrsmQhqRQGFYVfzhzgD3zJNEA0vRenvUE3d\/IrWw7i261fzMc9\/vLY6MM8oMNqHsfDEbkK2Bc478sOJvogEYv6baRcEXDsuoAt343CwN5SY7rtyo5Axs4mTZ0fDM1a4xZQy+o8Krqbe591DD65m+iAajrFDsV8tH3ANtsR1U1scD1K3DL74w3bt2mLfobSbPRl9pFVoYKqfhhQAucj1FjjGPr2AkMQCMt0q3\/EGzdZhSdnrq2BQmFTlPM5Pcbsck59pV+ikArs3ow04dS3LFHdnYljyfUv32\/aSWIBHLOkOwZiBvC3+Wd35Hsc7CPjagT+Uy9LoyLizVk7SSlm7jbt2qgXOexOcjGRnvibiIBH9b0\/UWWmzfWFVlCIyMzBVcFmWwOArtj+E4AA+ch0cl\/MddxJvZhuPq3N+HWecbQuOO2RmSCIBFv8puNlW97CqrWFKtVsG1RvJ3obNxIP5TyMduZlf5ZYqKU4sIdnYsTl2Vtoyc8Bm49hgcTfxAIrrem2sm2ulq1OSyq1TMWAwrMbAyheTkqN0yq+kvlGbJdWoAbefSlYUuQO2WO4H5GPiSCIBrelqc3vyA9pZQQQdq1115we2WRiPoRNlEQBERAP\/Z\" alt=\"Glu\u00f3n | Qu\u00edmica | Fandom\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los Bosones llamados Gluones retienen confinados a los Quarks dentro de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/p>\n<p style=\"text-align: justify;\">Al llegar a escalas cada vez menores, tambi\u00e9n hemos entrado en \u00e1mbitos de energ\u00edas de uni\u00f3n cada vez mayores. Un \u00e1tomo puede ser despose\u00eddo de su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">electr\u00f3n<\/a> aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda. Sin embargo, para dispersar los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> que forman el n\u00facleo at\u00f3mico se requieren varios millones de electr\u00f3n-voltios, y para liberar los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\">quarks<\/a> que constituyen cada <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a> se necesitar\u00eda cientos de veces m\u00e1s energ\u00eda a\u00fan.<\/p>\n<p style=\"text-align: justify;\">Introduciendo el eje de la historia, esta relaci\u00f3n da testimonio del pasado de las part\u00edculas: las estructuras m\u00e1s peque\u00f1as, m\u00e1s fundamentales est\u00e1n ligadas por niveles de energ\u00eda mayores porque las estructuras mismas fueron forjadas en el calor del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.iac.es\/sites\/default\/files\/styles\/crop_square_2_2_to_320px\/public\/images\/project\/Imagen%20Jairo.png?itok=-47xHY8B\" alt=\"Observan el nacimiento de un c\u00famulo de galaxias en el Universo temprano |  Instituto de Astrof\u00edsica de Canarias \u2022 IAC\" width=\"265\" height=\"295\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20250707141234_412.jpg\" alt=\"Un enorme c\u00famulo de galaxias que se expande en el espacio-tiempo, imagen de  la semana de Hubble\" width=\"500\" height=\"301\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Existen estructuras m\u00e1s grandes que los superc\u00famulos de galaxias<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>Sab\u00edais que\u2026 \u00bfLos superc\u00famulos son grandes agrupaciones de peque\u00f1os c\u00famulos de galaxias, y se encuentran entre las estructuras m\u00e1s grandes del Universo? \u00bfQue la existencia de superc\u00famulos indica que las galaxias en nuestro Universo no est\u00e1n uniformemente distribuidas? <\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cloudfront-us-east-1.images.arcpublishing.com\/infobae\/6KNIMR4GW5CTVHMR3VA4ZLWNXU.jpg\" alt=\"Descomunal superc\u00famulo de galaxias de 360 millones de a\u00f1os luz - Infobae\" width=\"777\" height=\"434\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u00bfQu\u00e9 los superc\u00famulos var\u00edan en tama\u00f1o, hasta unos 108 a\u00f1os luz? \u00bfQu\u00e9 entremezclados entre ellos hay grandes espacios vac\u00edos en los cuales existen pocas galaxias? \u00bfQu\u00e9 frecuentemente son subdivididos en grupos de c\u00famulos llamados nubes de galaxias? Sin embargo, toda esa inmensidad, est\u00e1 hecha de peque\u00f1as cositas que se llaman Quarks y Leptones.<\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Esto implica que los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo. Un telescopio penetra en el pasado en virtud del tiempo que tarda la luz en desplazarse entre las estrellas; un acelerador recrea, aunque sea fugazmente, las condiciones que prevalec\u00edan en el Universo primitivo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"John Douglas Cockcroft y Errnest Walton; el primer acelerador de part\u00edculas y la primera desintegraci\u00f3n de un n\u00facleo at\u00f3mico en la Historia. El 28 de abril de 1932, los f\u00edsicos brit\u00e1nicos, John\" width=\"351\" height=\"257\" \/><\/p>\n<p style=\"text-align: justify;\">El acelerador de 200 Kev dise\u00f1ado en los a\u00f1os veinte por Cockroft y Walton reproduc\u00eda algunos de los sucesos que ocurrieron alrededor de un d\u00eda despu\u00e9s del comienzo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">Los aceleradores construidos en los a\u00f1os cuarenta y cincuenta llegaron hasta la marca de un segundo. El Tevatr\u00f3n del Fermilab llev\u00f3 el l\u00edmite a menos de una milmillon\u00e9sima de segundo despu\u00e9s del comienzo del Tiempo. El nuevo LHC proporcionara un atisbo del medio c\u00f3smico cuando el Universo ten\u00eda menos de una billon\u00e9sima de segundo de edad. Si pudi\u00e9ramos llegar hasta el momento mismo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/07\/de-lo-pequeno-a-lo-grande-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, \u00bfQu\u00e9 nos impedir\u00eda ir un poco m\u00e1s all\u00e1 y ver de donde surgi\u00f3 todo?<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Adi\u00f3s, Tevatron: Giant Atom Smasher se vuelve silencioso despu\u00e9s de 28 a\u00f1os | Rhythm89\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTrRkLFkG8qHPZcvDdqJUVWvbGgABILJt4njw&amp;usqp=CAU\" alt=\"Cient\u00edficos del Tevatron completan el puzle del quark top\" width=\"322\" height=\"214\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta es una edad bastante temprana: una diez billon\u00e9sima de segundo es menos que un pesta\u00f1eo con los p\u00e1rpados en toda la historia humana registrada. A pesar de ello, extra\u00f1amente, la investigaci\u00f3n de la evoluci\u00f3n del Universo reci\u00e9n nacido indica que ocurrieron muchas cosas a\u00fan antes, durante la primera \u00ednfima fracci\u00f3n de un segundo.<\/p>\n<p style=\"text-align: justify;\">Todos los te\u00f3ricos han tratado de elaborar una explicaci\u00f3n coherente de los primeros momentos de la historia c\u00f3smica. Por supuesto, sus ideas fueron esquem\u00e1ticas e incompletas, muchas de sus conjeturas, sin duda, se juzgaran deformadas o sencillamente err\u00f3neas, pero constituyeron una cr\u00f3nica mucho m\u00e1s aclaradora del Universo primitivo que la que ten\u00edamos antes.<\/p>\n<p style=\"text-align: justify;\"><em>De una cosa no podemos dudar, nuestra especie que lleva consigo ese &#8220;ingrediente&#8221; que llamamos curiosidad, no deja, ni por un momento, desvelar secretos de la Naturaleza que nos muestren las respuestas a las preguntas planteadas que nadie sabe contestar, y, cuando conseguimos descorrer el velo que ocultaba aquel misterio&#8230; \u00bfSorpresa! All\u00ed aparecen diversas &#8220;puertas&#8221; cerradas, y, en los dinteles de las mismas aparecen letreros: Teor\u00eda del Todo, Teor\u00eda de Cuerdas, El n\u00famero 137, la Luz, El Tiempo&#8230;\u00a0<\/em><\/p>\n<p><strong>Nunca lo podremos saber todo, y, a cada paso adelante que demos, aparecer\u00e1n nuevos interrogantes\u00a0 que ser\u00e1n los incentivos que nos empujaran a seguir el camino emprendido para conseguir comprender.<\/strong><\/p>\n<\/div>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F06%2Fgrande-o-pequeno-%25c2%25a1todo-la-misma-cosa-quarks-y-leptones%2F&amp;title=Grande+o+peque%C3%B1o%26%238230%3B%C2%A1Todo+la+misma+cosa%3A+Quarks+y+Leptones%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Sabemos de \u00e1tomos infinitesimales y de c\u00famulos de galaxias de inmensidades de materia. Sin embargo, ambos, lo peque\u00f1o y lo [&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":[177],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7820"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=7820"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7820\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=7820"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=7820"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=7820"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}