{"id":12420,"date":"2020-05-19T08:38:18","date_gmt":"2020-05-19T07:38:18","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12420"},"modified":"2020-05-19T07:39:59","modified_gmt":"2020-05-19T06:39:59","slug":"estructuras-fundamentales-del-universo-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/05\/19\/estructuras-fundamentales-del-universo-2\/","title":{"rendered":"Estructuras fundamentales del Universo"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/sobre-el-principio-holografico\/\" rel=\"prev\">Sobre el Principio Hologr\u00e1fico<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/la-maravilla-de-%c2%a1los-cuantos\/\" rel=\"next\">La maravilla de\u2026 \u00a1los Cuantos!<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio ...\" \/><img decoding=\"async\" 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alt=\"Estructuras fundamentales : Blog de Emilio Silvera V.\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSlGJGRP3yJbVsGGhob-xzId3KHEUVe7uthNogIcx-x9Xt19wIi&amp;usqp=CAU\" alt=\"MaNueLaBcDc: ENTRADA 4: CARBOHIDRATOS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTcGoYID7SUa-ePSLVTSVfKRB9LccNKGATvd6YsJ9cPiaau9Mwu&amp;usqp=CAU\" alt=\"Los Bloques Fundamentales de Biolog\u00eda | CancerQuest\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSyZ7_Y3NIxkuQF15EzQjekjaiHyMb4yXSMKehWJYmY0QVQwQcp&amp;usqp=CAU\" alt=\"Interacciones fundamentales - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Las part\u00edculas del n\u00facleo. Prot\u00f3n y neutr\u00f3n. - modelos at\u00edmicos ...\" \/><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/GoodnaturedOfficialAdamsstaghornedbeetle-small.gif\" alt=\"Composici\u00f3n Del Cuerpo Humano - Lessons - Tes Teach\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfEstructuras Fundamentales de la Naturaleza? Son muchas en todos sus \u00e1mbitos<\/p>\n<p style=\"text-align: justify;\">\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. 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\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Quark | Bgreenproject\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITERUSEhIQFhUVEBUREhUTGBAVEhUXFhgWFhcXFhUZHiggGRolHxcVITEhJSkrLi4uFx8zODM4NygtMSsBCgoKDg0OGxAQGy0lHSUrLS8tLzAtLS0vLS0tLS0tLS0tLS0tLS0tLS0tLS0tKy01LSstLS0tLS0tLS0tLS0tLf\/AABEIALkBEAMBEQACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYCBAcDAQj\/xAA+EAACAgECAwUGBAMHAwUAAAABAgADBAUREiExBhNBUYEHFCJhcZEyQqGxI1JiFRYkQ3LB0TPh8CVTVJKi\/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAMEAQIFBgf\/xAAsEQEAAgIBBAEDBAEFAQAAAAAAAQIDEQQFEiExQRMiMgYUUWEjJDNxgaEV\/9oADAMBAAIRAxEAPwDuMBAQEBAQEBAQEBAQEBAQEBAQKd2q7fU4xNVQF1w5EA\/Ah\/rYeP8ASOf0kF88ROo8rmDh2yeZ8QoGd2mzsg\/Hc6g\/kq3Rf05n1M0m9pdCnHxU9Q0VwyeZ3J8zzP3mNJe7T2TEI5jcHzG4P3EaazbaY07tLmUHlaXX+W3dx9+v6zeL2hBfj47\/ABpfuzfa2nK+A\/w7f\/bY\/i\/0Hx\/eS1vEufm49sfn4WKbq5AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQKD7S+15oX3WhtrnH8Rh1rU+A\/qP6D0lPk55j7K+3Q4XF7577enMMLH3+sxhxTOqx7dPLkrSu58RCboxwOs7OPo+aY3Ph5\/L17BE6r5SeHUrch18pX5HBy4PNo8J+P1LFyPFZ8tz3H5Sppb72tfhfKY03i6KyKCpDKSCDuCORBHQgzVLExMal0nsT2l95Q12Ed8g+Lw418GHz8\/8AvJ6W25nJwfTncelom6qQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA09Y1Bceiy9uldZf67dAPmTsPWaXt21mW+Ok3tFY+X53vyXuua2w7u7F2PzP8At4ek5OKZvebS9LFYpSKwnNMq\/wCJ6rouGsza8\/Dy36g5Fq1rjj59mI2XkZeTRimhExKQ9htRnLkji2GxGwk\/I52T6kxWdRDl4OHj7Im3uWfZbOsuw6sp+HjLvvwjYfCxXp9BLXFyTyMM1yIM9P2+WLU+HR0xN1B26gH7zzd66tMPS0ybrEtDMxdpHMwmrZAZ9E1lZrKJxc1sa9L033RtyB4r0ZfUbzWJ1O0t6RkpNZdtxr1dFdTurqHU+YYbiWocOY1OpesMEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBApHtdyuHA4B\/mXIp+YX4\/3AlTmzrHpe6fXeXf8OPYnWU+N8u3dY8A8p6PpPJrivNbepea65xLZaRevuGdukVNZZkJdlU2WVcFq02cC27DkH5b8+Q5ETpcjgd8zarg4Ob2R22OwGmXe604roVYO5foQqlydyRy6TGH\/AEuDd\/bOWP3ObVPMfy6zkuFUIvXYegnz\/rvVbYZ+ni\/KXZ32xpXNR7SYNNhqvy8dLAN2RmHENxvz8jt4ThYuFz81fqRNv\/Wu7NfUqa7KRfSwZGXjBX8LKfzCdLp3PzYs37bke1zj5p32ypeoeM9HLq0dS9nWUX0+rf8AIWr9FY7foQPSWMc\/a5PLr25ZT+dmV01tba6pWg3d2OyqPMmbqzT0ftDiZXEMbJotK7FhW6sVB6Egc9vnAk4Gpm6lVU1aWOFa1+7qB3+Jtt9hsPKBtwEBAQEBAQEBAQEBAQEBAQEBAQEDn3tlQ+61HwF\/P1Uylzvwh0em\/wC5P\/Dk2O2xlLjTq2nZtHhYNPsl+JVbw3r9Xx6zs44m8Qo\/cyf\/AOpkxR2xZjF+nP3f39uoSekds8ZSFKNUCepA4fXaQW6h9SfvlPf9NZcNP8epXKm4MQwIIO3Pwni+sRNed3W9S83mpNL6lyfI3xk1qvJw73uyLLLaLxVx192ePhJs6IADv67eE9hxs2K+OnbMeo8NYXPsxYF0bHJ\/+Eo9Suw\/eeX5kd\/UtV97bYo3kjSm6hZPVu\/SHTvZUP8AAA+d9hH3Ak+Kd1crnf70\/wDTa9peM9mlZddaM7tRsqoCzMdxyAHMyVTc87O4uUmRk3pjZl1Z0Y1u1tTYl\/eopC0UFNidxt8YBb57gbh46KM8++FBm93ZotrVrw6iAuSG2VEbJdnNoBI3UgHwHKBPYml5VSaO4s1B2ttpszRY9zcH+HAKuvLgQHls3iOfOBE6dVnd\/jj\/ANS9\/GqlsviOR7l7rxni23Pc93wEbcPxb9PCBnhadnB0yN9R4\/7xWIVL5Jr904htvUTw931+Lb1gedVeof2ke\/ty67BqPGoSnULa7KOLZVDLZ7uKynU8G425nrA3uxQyl1MK3vd6F72sutGo0mncnhSyux+5Yc9hwL+XrA61AQEBAQEBAQEBAQEBAQEBAq3tMwDbp1uw3NfDcPoh+L\/8lvtK\/Kr3Y50tcK\/bmjbhIM41bds7eiSWNlbKT5CdHv8As3DGHF35a1n+Udl3MlasoBstvWlC\/NQzeJkHGxRktuzsda51uHirTF4mfEJXO07Iqz\/cr3qf\/B9\/xJXwcySB4mWc2CkU3EON03qvJtyYpe24WbsbqzJW1bHcVvwjf+XqB6Tm5uDTmY+23uPUtv1BxKTli8fMLBqOr0W0vTathSxCjqOW4PUcQIInMxdI5uG8Wx3jw83+0vtWs3PVaUx6lKU1qFRdyx2HTdjzM7HF4P07zmyTu8\/K7x+NFPM+1ZzsiXMl+2HQrDufYvTzRg0VsNm7sO48mf4yPTfb0lrDGqQ4HIv3ZZlNyVCQEBAQEBAQEBAQEBAQEBAQEBAQEBAQIntJr9OHT3tu5LMK6ak523WNyWutfFiYEf2Z0rJLWZWc5Nt68Ax0ZjRj1eFYHR38Wfbx2HITExsideXIu2OgNh5TVbHuyeOlvAofD6jofp85xORi+nfT0fFzxlpv5+UKjbTWmTt8T6W6W7bRb+Gfd12J3VvEBxB1ZTsysOhB85Jhyzjl3OZxcfUcUTE+XziZM3vhZfcPde67y6xrLC2\/Tc+HTl0lrJyIvj1HtxuJ0fJx+X3z+ER7TmmWcCnc82biP\/EYa9tfLHU88Z8v2+o8PS7Nku3PiiNycyR3vFY8pa0TPs\/0BszKDMP4NRD2E9CRzVPqT1+QkOGs5r7n1CDmZoxY9R7l3QTquCQEBAQEBAQEBAQEBAQEBAQEBAQEBAQIntJr9WHT3tvExJ4KqqwWuusP4a60HNmP6dYEV2b0C5rvf8\/Zsll4aahzqw6z1SvzsP5n8dgBy6ha4ER2m7P1ZtJqt3BB4kcbcSN5j\/ceMiy4oyRqU2DNbFbuhwztD2fvw7DXcp23PA4\/A48wfP5dROPlw2xzqXfw56ZY3CKkS3TLek7rOmaW7eUmpl7fhnJny5I1az096Ml\/c\/0r9jBryZpbkWn0z2wmeyvZe7NsAUFawf4lpHwqPEL\/ADN8vvGLFfLbz6Qcjk1wx\/bueiaTVi0rTSuyr5\/iYnqzHxJnXx44pGocDLktkt3Wb83RkBAQEBAQEBAQEBAQEBAQEBAQEBAQIrtHr1WHV3lnEzMwSmpBvbdYfw11r4k\/YdTAiezegWtb\/aGfscpkK1VA8VWHW3Pu08Gs6cT+JGw5dQtcBAQNfOwa7kNdqK6HqrAETW1YtGpbVvas7rKg6v7KqmJONa1f9Fm7r6N+L77ylfg1n8ZdDH1K0fnG1ct9l+eDyOMw8+Nx+hWQTwsi1HUcU+32n2XZxPxNjKPE8bsfQBYjhX+Seo449LPovssoQhsixriPyrulfrsdz95Zx8Ksfl5VMvUb28VjS+Y2MlahK1VVA2CqAAPQS5FYiNQ59rTady9ZlggICAgICAgICAgICAgICAgICAgICBE9pNfqw6u8s3ZmYV01Jztusbktda+JP6dYEV2b0C1rff8AUOFsogimtSWqw62\/JXv1sI24n6k7gcuoWuAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICBE9pNfqw6u8s4mZmCU1IOK26w\/hrrXqSf06wIvs3oFrXe\/5\/C2UwIprXnVh1n\/AC6z4uefE\/LffboOYWqAgICAgICAgICAgICAgICAgICAgIEdbrmOuUmG1m171G5K+GzmgJBbi24RzB5E7wPmn67j3XXUVWcVuOwW9eGwcBbmPiIAb0JgSUCM17XqMRa2vZgLb0x69lZt7H34Qdug5HnAk4CAgICAgRPaTX6sOrvLOJmZuCmpBxW3WH8KVr4k\/p1MCL7N6Babff8APIbKZeGuoEGrDrP+XX5ueXE\/jty5dQtUBAQEBAQEBAQEBAQEBAQEBAQEBAQEDlnbDDtu7R41dOQ+O\/8AZjHvEWtmA7yzlwuCOf8AtAgtOyTiNr7XNfkmvug7IRVc\/FsvFug+ADfckdApMDz7F6iy6nV7vbWy2afe5opycnKQMF40Rzb+fcLuB5fcIM5GPbj4Fz5N1me+r1e812WWngHG++9JPCmx4djt5\/OBedH09svXNTR8nLVKLMeyuuu10rJ4QdmXoV3HT5mBTdQzx7tm3W5WSurpqQWikWXK23eVhVSgfCy8Jfw8B6hZdQx3ydZzabrslQmjrfwVW2VqLFFJ32U9NzvtAgL9Yy7NP0jvLf8ADs14vsttyKqmdDw1rffV8agbnbzO\/lyDdXvBp2VSuq4aq+bS1RTIy3orBDM9BynTiUEICOZ5jntxcwt3se1JLPeq0qde7dAzrkWZWPY2x51WOSd+m4325iBdDodDZfvjBntWruayzEpUN927tOis3Lc9eW0CUgICAgICAgICAgICAgICAgICAgICAgIHzaAKjyHPr84GNdSqNlVQB0AAAH2gFpUEkKoJO5IA3J+cDICBgaF4uLhXiHRthxD1gZ7CB8asEbEAjyIG32gYDHTh4eBOH+XYcP2gZ11hRsoAHkAAPsIFN1PGt0658zHV7cWxzZmYw3LVsebZFA+5ZPHqIFswM2u6tbanV63UMjKdwQYGxAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEClZ+FZpljZWKjPiOxfMxUG5qP5r8dR92Tx6iBbdPza7q1tpdXrdQyMp3BBgbEBAQEBA8snIStS9jqigblmIVR9SY2zETM6hTdT9pWMhK0o9x8x8Cfc89vSRTlj4XKcHJP5eEM3tKySfhx6APImxj9xt+01+rKf8AYU+Zl6U+0fJB+PHpI\/pLqfud5n6ssTwa\/Ep3TPaBjWEC0PSfNviT\/wCw6eom0ZIlXvw719eVsptVgGVgykbgqQQR8iJIqzEx7ZwwQEBAQEBAQEBAQEBAQEBAQEBAQEBApWfg2aZa2Vioz4jsXzMVBu1ZP4sjHX9WQdeogW3T86u+pLqXV63UMjLzBBgbEBAQI3X9aqxKWutPIclUfidvBVHnNbWiI2kxYrZLdsOKa7r+RnWcVrbIDula\/gXy+p+Zla1ps7mLBTDHj2xxcSNM2sk6cL5TbSKbvf3H5Rpr3te7C+UxptF2xoeuX4b7oS1ZPx1n8J+Y\/lPzma2mrTLhrlj+3WdK1KvIqW2o7q33B8QR4ESxE7cm9JpOpbky0ICAgICAgICAgICAgICAgICAgICAgUrUMKzTbXy8VGfEdi+XipzNZP4sjHX9WQdeo5wLbp+dXfUl1Tq9bqGRl5ggwNiB8J25mBwntz2gbMyTsT3VZKVDw2HV\/qf22lW9ty73FwRipufctLAomsQkvKw4WNN4hXtZN42HN4hBazaODM6ad7TycOazDetkJm401mE9bPfsdrZxckKxPdWkK48FJ5K\/+x+UzS2pa8nD9Sm49w69LDjkBAQEBAQEBAQEBAQEBAQEBAQEBAQEClahg2aba+XiIz4tjF8zFQbmsnm2Rjr5+LJ49RzgW3T86u+pbqXV63UMjKdwQYEL7QNQNGBcynZmAqX6uQpP1A4j6TS86qscWnfliHCqBzlV6CVi0yrfpMzaKxuXL5\/Ow8TH35Z1CxY2y9Zp+4h5K\/6uwzbxWdLFpXC45Hp1HiJYx3i3p1uJ1LDzKd2OUtbjBULMQABuSdgAB4kySfCxbJFfMufa128wK3KFyT57bD038JH3b9Qhrzot5pEzDUxdbx8pSaXDbciOh\/7zEr2DlUvPb6n+EZqKdZpLp0dg7G6gb8Kl2O7cHA582T4SfXbf1lmk7hxeRTsyTCamyEgICAgICAgICAgICAgICAgICAgICAgUrUMCzTbWysRGfFduPMxU5ms\/myMdfPxZB16jnA0PafqNd+nU20ur12XKysvMEcLbSLL6X+nx\/kcsoPOV3ZleOz2OCi\/1Hn+0gv8AdbT5V+ps9+Rz\/o7+2FbXWtQt0\/J1Kqyiuiu0111GoM5AKgMXJ5H4vHfxlyMFPWnRx9G4tYilq7n5letDvZTRYTzdEL+APEBvylWv2ZNQ4XFmeJ1CK09TOj2kaq\/d1Y6kgOSz7eIXYBfpud\/QSxnt409J1fJasRSPlzQ6UMnIurqw67zj0h73ssasAbbhRsDudt\/sZvjrMV9tuHivXFH3a2z0CpPda8mqsVcbsSqliPhYp1P0kWbcWVeXbJiz1vFvSXzrNxv5jeZ34e441++kW\/l0j2UvvgkeV77fpJ8X4qHOj\/K2vadcyaTlujMrLRurKSrA8S8wRzEkU3MsnK1QPp1eQ11dWPm42NxhnHvZss3V2bf41FQQHr8RbzgWL++mpWZti01V9zTqAxrEb3ddqgQrMzNYH4zvxDZdvDnA9NN7Z5q5hryiFV7cj3etKleq6utWdRXkI5IbYDmV9IGPZvtnnNZpzXWYtqagt5aqpCr45ReNSDxEsB0O8DW7J9ttRtbTbL3x3qzTko1aVFHU0izY8XEdySo6ADbw35wMuzPbfVMiyq41Ve72WXo6t7ugr4eMVgN3vHxAqOIMvifkYEp2A7U5l2QMfObhtbHe7uu5VV+F1Aau5HYMux8Rz5bHzDokBAQEBAQEBAQEBAQEBAQEDn\/tD7P006fa1FfADlLkWKC3BxPsjFVJ2XckEhdh1Mjyx9q5wbayxDkqnnKruLf2Z1EABCeYO6\/Pfw+siyVmJ7ofO\/1T0vLXPHLxRuPn+mjr3ZCsYmQmI+QO9YWDGFpXH4913JXoeQ8fISenIj1KpxOu1mYrl8f2tGmsQlQbkUrQEfMACR1juv3fDHTODfl8z9xMfZE7j+3h2spNqK6c2rJ5eJU9dvnyEmy13G3f6vw7ZKRenuFOx67K7L78fKNPf08F9fdo\/FspHwk9D18D1MUzRrUudx+fWKRS0eYavZhm9yqpKkFS5bcbbAux5\/ea5Z7reG+XDblcmKY\/MeNy3s62Ht8OOKVisfDrPswxymn1k\/nd7PQsQP2ljHH2uTzbbyys2XipajV2ojow2ZHAZGHkVPIiSKrHIwarAgeqtgjK9YZVYIy\/hZdxyI8CIGrldn8Oy0XWYuM9oIIseqprAV5qQ5G\/LwgMTs\/iVWm6rFxktO+9iVVLYeLm27gb8\/GBlh6Fi1WNbVjY9dj78b111q7bnc8TAbncwMqNGxkFYTHoUUljSFrrAqLb8Rr2Hwb7nfbzgeP93MPvTf7pi96SSbe6q7wkjYnj235gkQPTTNCxcck4+Nj0lhsxqrrrJHkSoG8CQgICAgICAgICAgICAgICAgamrYK302Ut0srZD8tx19OsxMbjTal5paLQ\/O2diNVY9TjZkco31H\/m\/rKcxqdPSUvF6xaDHu2MF6RaNSnMbUm\/mP3jtq5F+j8Obd0442kKc35ySFquGtI1WNQ9\/fvnGzsR+V3bHcou\/iZrNYVb9M42Se61I20L7wBsAAPlMelzBxseKNUjTTwsV8m9KU\/FY4UfLzPoNz6REbnSze0Y6TaX6EwMRaqkqQbLWiov0UAD9pbiNQ87e02tMy2JlqQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAoPtK7IG8e9UKTaoAsQdbFHQj+ofqJFkpvzC\/w+T2T2W9ORkf8ABlZ2fbOu4iZJhtV5sztpNHr79842x2PKzNmNsxRrFmYgAEknYAcySegAht4iNy6\/7OeyJxV7+4fx3XYKdv4anw\/1Hlv9pYx015lxuZyfqT219LvJVEgICAgICAgICAgICAgICAgICAgICAgICAgIFN7W9gacom2oiq48ydv4bn+oDofmJHfHErnH5lsfifMOX6v2XzMYnvaH2\/nT40Pz3HT12kE0mHVx8nHf1KF3E1T7h9Bg3Cc0fslmZJHd0sF\/ns3RB6nmfQGbRSZQZOVjp7l1Psl2GpxNrH2tu\/nI+FP9C+H16yemOKuTyOXbL49QtkkVCAgICAgICAgICAgICAgICAgICAgICAgICAgICBhb0P0hmPbnvaH\/AKx+kr39uvg\/CHp2Z\/6vp\/zFPbHI\/B0BOg+ksOTL7DBAQEBAQEBAQEBA\/9k=\" alt=\"blogger de fisica: Hadrones, leptones y teor\u00eda electrod\u00e9bil\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La cosmolog\u00eda\u00a0 sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del big bang original, y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">neutrones<\/a> compuestos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas y estas, a su vez, juntas en una inmensa proporci\u00f3n, forman los cuerpos que podemos ver a lo largo y lo ancho de todo el universo. Grandes estructuras y c\u00famulos y superc\u00famulos de galaxias que est\u00e1n hechos de la materia conocida como bari\u00f3nica, es decir, de Quarks y Leptones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/elprofedenaturales.files.wordpress.com\/2009\/10\/resumen_universo2.gif\" alt=\"\" width=\"432\" height=\"343\" \/><\/p>\n<p style=\"text-align: justify;\">\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.\u00a0\u00a0 Alguna vez he puesto el ejemplo de mirar algo que nos 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;\"><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;\">Con un aumento relativamente peque\u00f1o, podemos ver las c\u00e9lulas de la piel, cada una con un aspecto tan grande y\u00a0 complejo como una ciudad, y con sus l\u00edmites delineados por la pared celular.\u00a0 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ribosoma | NHGRI\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen para modelos de ribosomas | Mitocondria ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTH3_P3qo5MakfpZKnroQbK5IZzE9GW1-UTnBiHDgQ9T4I_iBRc&amp;usqp=CAU\" alt=\"Lisosomas\" \/><img decoding=\"async\" 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\" alt=\"CENTRIOLOS: Intervienen en la divisi\u00f3n celular ayudando al ...\" \/><img decoding=\"async\" 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\" alt=\"Funci\u00f3n de ribosomas\" \/><img decoding=\"async\" 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\" alt=\"Significado de Ribosomas (Qu\u00e9 son, Concepto y Definici\u00f3n ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ya ah\u00ed tenemos pruebas de historia.\u00a0 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.\u00a0 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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/image.slidesharecdn.com\/sistemanerviososomatico-120908212855-phpapp01\/95\/slide-1-728.jpg?cb=1347158790\" alt=\"\" width=\"524\" height=\"393\" \/><img decoding=\"async\" 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\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alt=\"LA FUNCI\u00d3N DE RELACI\u00d3N: EL SISTEMA NERVIOSO - Pictoeduca\" \/><img decoding=\"async\" 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\" alt=\"Sistema Nervioso Som\u00e1tico | El Sistema Nervioso\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Sistema nervioso som\u00e1tico<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Incluye grupos de neuronas que llevan informaci\u00f3n desde los \u00f3rganos sensoriales (incluyendo toda la piel) hasta el sistema nervioso central (principalmente hasta el cord\u00f3n espinal). A estos grupos de neuronas se les llama neuronas sensoriales o aferentes.<\/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\u00a0a. Las neuronas que recogen informaci\u00f3n directamente de los \u00f3rganos sensoriales son neuronas especializadas con formas y sensibilidad particular. Por lo regular, estas neuronas tienen abundantes dendritas y axones cortos.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-eWVBwHcBARU\/TtdReeLCw-I\/AAAAAAAABmk\/NB6AaomvXHo\/s400\/IMAG.+ESTRUCT.+NEURONA.jpg\" alt=\"\" width=\"400\" height=\"353\" \/><\/div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>b. Por su parte, las neuronas que llevan informaci\u00f3n desde los \u00f3rganos sensoriales hasta el sistema nervioso central suelen tener menos dendritas y axones largos. Grupos de estos axones forman lo que generalmente conocemos como nervios. Estos muestran un color blanco debido a la abundancia de capas de mielina, caracter\u00edstico de los axones. A estos grupos de axones se les conoce como nervios sensoriales o aferentes.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/sites.google.com\/site\/preupsubiologia\/imageNUP.JPG\" alt=\"\" width=\"276\" height=\"393\" \/><img decoding=\"async\" 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\" alt=\"Definici\u00f3n de nucle\u00f3tido - Diego Calvo\" \/><img decoding=\"async\" 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\" alt=\"que son los nucleotidos y cuales son sus componentes - Brainly.lat\" \/><img decoding=\"async\" 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\" alt=\"Los nucle\u00f3tidos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de\u00a0 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/1\/16\/DNA_orbit_animated.gif\" alt=\"\" width=\"254\" height=\"418\" \/><img decoding=\"async\" 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\" alt=\"\u00c1tomos, ADN y codificaci\u00f3n de datos (parte 2) | Dciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\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.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRKJu8OqFh3BK8ZuVMbF2T6Krz2za4pLmS9iOuUA41Rd_AHWnY_&amp;usqp=CAU\" alt=\"Mol\u00e9culas con forma de bal\u00f3n de f\u00fatbol son comunes en el espacio\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTI2T16nWhZM73nlUySXXp2cgRYGuz2C3o1d7qfr4768hwjKSpr&amp;usqp=CAU\" alt=\"Detectada una de las primeras MOL\u00c9CULAS que se formaron en el ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQsPSH3vUIW3lmXgcF3mZdeDpMS2oIdjPDPW3YFnwlTe1Qkx8H-&amp;usqp=CAU\" alt=\"La constelaci\u00f3n de Ori\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSxizfRbtc7MwF5ub49XCM0bQkBmiNUdxPYGC3YGVycwNwg7Dej&amp;usqp=CAU\" alt=\"INAOE\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos de esos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/25.media.tumblr.com\/ae73d92bdc6babb3c4612f93d78c3ebe\/tumblr_mgqv2tqlBL1r6cme9o1_400.jpg\" alt=\"\" width=\"400\" height=\"357\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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.\u00a0\u00a0 Tales n\u00facleos \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol.\u00a0 Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> que constituyen <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">neutrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-jd43wQOWtN8\/TkZaYfQfC_I\/AAAAAAAAAXQ\/ePBHhIMEZGM\/s1600\/Las+neuronas.jpg\" alt=\"\" width=\"278\" height=\"393\" \/><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/_JePpiU6YLYc\/SfRpnm99CXI\/AAAAAAAAAzM\/DtRr2FUFAZs\/s1600\/untitled.bmp\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad y lanzaron el eco producido por el suceso que hemos podido captar y llamamos radiaci\u00f3n c\u00f3smi\u00e7a de fondo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Si existe la perfecci\u00f3n, estar\u00e1 en la Naturaleza : Blog de Emilio ...\" \/><img decoding=\"async\" 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\" alt=\"2019 noviembre 18 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\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.\u00a0 Un \u00e1tomo puede ser despose\u00eddo de su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">electr\u00f3n<\/a> aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda.\u00a0 Sin embargo, para dispersar los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\"><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\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\">quarks<\/a> que constituyen cada <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\"><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 big bang.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"D\u00f3nde estamos en el universo? | \u2022Ciencia\u2022 Amino\" \/><img decoding=\"async\" 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\" alt=\"Paseando por el Universo: Grupo Local\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Hemos llegado hasta la consciencia de Ser, y, sabemos en qu\u00e9 lugar del Universo estamos en una Galaxia espiral que llamamos V\u00eda L\u00e1ctea que pertenece al Grupo Local de galaxias. Nuestro Sistema solar est\u00e1 situado en el interior del Brazo de Ori\u00f3n a 30.000 a\u00f1os luz del Centro Gal\u00e1ctico. En realidad, todo el Sistema solar es una min\u00fascula estructura de la Galaxia y \u00e9sta, una m\u00e1s de las m\u00e1s de cien mil millones que existen en el Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Inerte y vivo \u2014 Astronoo\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo se origina la vida de la materia no viviente? - Quora\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSown95csLS0sSUjmvbqoSOykCaKNtXs0mB9THEM7tkXfwmBLhd&amp;usqp=CAU\" alt=\"ESP\u00cdRITU \u2013 CONCIENCIA \u2013 EL M\u00c1S ALL\u00c1 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRI9CBHEUj-ekqy1rRJy_m_FrsPfPJP0u5cVCRLiqeS0GKirh91&amp;usqp=CAU\" alt=\"El Universo de la Conciencia : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nos cuesta asimilar que la evoluci\u00f2n de la materia se pudiera elevar (bajo un sin fin de par\u00e1metros y transmutaciones muy complejos), hasta alcanzar la consciencia y llegar a generar pensamientos. Parece como si el Universo hubiera sabido que nosotros (tambi\u00e9n otros seres similares e inteligentes en otros mundos del inmenso Cosmos), ten\u00edamos que venir y, para ello, cre\u00f3 sistemas id\u00f3neos para la vida como el planeta Tierra y muchos otros de su clase que ofrecen tal cobijo a criaturas vivas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_oZOg6YjBvWk\/TUd-DJG4T5I\/AAAAAAAAGzM\/tNT-AlxKI6c\/s1600\/heic1103e.jpg\" alt=\"\" width=\"739\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo.\u00a0 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. En la imagen de arriba podemos ver como el Telescopio Espacial <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/14\/estructuras-fundamentales-del-universo\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, poco a poco, ha podido ir avanzando hacia atrt\u00e1s en el tiempo para ense\u00f1arnos las im\u00e1genes captadas cuando el Universo era muy joven. \u00bfPodremos alg\u00fan d\u00eda fabricar telescopios tan potentes que puedan captar im\u00e1genes del universo vecino?<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a dominar t\u00e9cnicas asombrosas que nos facilitan ver aquello que, prohibido para nuestro f\u00edsico, s\u00f3lo lo podemos alcanzar mediante sofisticados aparatos que bien nos introduce en el universo microsc\u00f3pico de los \u00e1tomos, o, por el contrario nos llevan al Universo profundo y nos ense\u00f1a galaxias situadas a cientos y miles de millones de a\u00f1os-luz de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-h1uixwkVx9I\/T3XkeN7aJBI\/AAAAAAAAH0I\/dbQlLQ6Yv6g\/s1600\/Presentan-las-medidas-mas-precisas-entre-galaxias-desde-que-el-universo-se-acelera_image365_.jpg\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-9n8ys8RoKFA\/TeHLRtlP08I\/AAAAAAAAANA\/S3Q5rjQQv24\/s1600\/imagesCAZ114KC.jpg\" alt=\"\" width=\"262\" height=\"192\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando vemos esos objetos cosmol\u00f3gicos lejanos, cuando estudiamos una galaxia situada a 100.000 mil a\u00f1os-luz de nosotros, sabemos que nuestros telescopios la pueden captar gracias a que, la luz de esa galaxia, viajando a 300.000 Km\/s lleg\u00f3 a nosotros despu\u00e9s de ese tiempo, y, muchas veces, no es extra\u00f1o que el objeto que estamos viendo ya no exista o si existe, que su conformaci\u00f3n sea diferente habi\u00e9ndose transformado en diferentes transiciones de fase que la evoluci\u00f3n en el tiempo ha producido.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Muy pocos pueden ver mas all\u00e1 de lo que el ojo ve | \u2022Anime\u2022 Amino\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRm2W7SwR3B3PUBmxAHjh_ts5I39yGWmW9RphiKiKhekCRZoCtW&amp;usqp=CAU\" alt=\"Mundo cu\u00e1ntico\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSWPbBRDfSbKqVztWxmXhijy_K2VP-fYwXOxbHR4txKR5TzbkRV&amp;usqp=CAU\" alt=\"APLICA LA F\u00cdSICA CU\u00c1NTICA A TU VIDA.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRoSTlmCPkHvdUxTZ9Nb2MXEROJ65FYOsSQ6sKuvf3STiHH2jXg&amp;usqp=CAU\" alt=\"Divulgaci\u00f3n de Grado de Qu\u00edmica, UCO: \u00bfEl mundo cu\u00e1ntico a simple ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRVPrZhOo8gDMp-u7U6Vu37jfRSSHTmYW4fojR_jPROxwEKWKQY&amp;usqp=CAU\" alt=\"Mundo Cu\u00e1ntico - Informaci\u00f3n | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Siempre hemos querido saber lo que hay m\u00e1s all\u00e1 de lo que el ojo ve<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el \u00e1mbito de lo muy peque\u00f1o, vemos lo que est\u00e1 ah\u00ed en ese momento pero, como se explica m\u00e1s arriba, en realidad, tambi\u00e9n nos lleva al pasado, a los inicios de c\u00f3mo todo aquello se form\u00f3 y con qu\u00e9 componentes que, en definitiva, son los mismos de los que est\u00e1n formadas las galaxias, las estrellas y los planetas, una monta\u00f1a y un \u00e1rbol y, cualquiera de nosotros que, algo m\u00e1s evolucionado que todo lo dem\u00e1s, podemos contarlo aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">Estas y otras muchas maravillas son las que nos permitir\u00e1n, en un futuro relativamente cercano, que podamos hacer realidad muchos sue\u00f1os largamente dormidos en nuestras mentes.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F05%2F19%2Festructuras-fundamentales-del-universo-2%2F&amp;title=Estructuras+fundamentales+del+Universo' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F05%2F19%2Festructuras-fundamentales-del-universo-2%2F&amp;title=Estructuras+fundamentales+del+Universo' title='Digg' 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Naturaleza? Son muchas en todos sus \u00e1mbitos 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 [&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":[393],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12420"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12420"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12420\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12420"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12420"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12420"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}