{"id":3030,"date":"2021-03-16T06:10:14","date_gmt":"2021-03-16T05:10:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3030"},"modified":"2021-03-16T06:14:40","modified_gmt":"2021-03-16T05:14:40","slug":"%c2%a1son-tantas-las-cosas-que-no-sabemos-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/16\/%c2%a1son-tantas-las-cosas-que-no-sabemos-2\/","title":{"rendered":"\u00a1Son t\u00e1ntas las cosas que no sabemos!"},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Neutrinos\" \/><img decoding=\"async\" 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\" alt=\"Neutrino - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Neutrinos\" \/><img decoding=\"async\" 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\" alt=\"La suma de la masa de los neutrinos seg\u00fan los \u00faltimos datos cosmol\u00f3gicos -  La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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vYl4Jcw9y2MRauoguiSUVLRMaeLQkkajU03fCkfr0boHIkezLBBr7w3DizaS3bsL3agBMjAiPdtT7ma7xF9gNURJ2nxMfZF3+tStCJtOTtoJ3ePDD2rj3tUtqDmUhiZIULpoSSRrp6xSvDO0rYxkNhCmHZTmvMVDo6k5kymV2Ce4uSD4asV4QLqOuIGZLi5TbOmkz8OxkctutN8M4TZw9pbNq2FRZgb76kktJJPU1HixeRonS5dmniv7W\/kYbEoNS6j5iorUtdZtYUBRIEEmGZgdyNVHupr7iltqjMyrlUSfDO2uwEn5V1gbORACAG1L5ZjMxzOROsFiTUq5m7bEGOt5mHgLabZ8o+Y518W46KctgCBoAwE\/lXeOwZchhBI5EfwYeJTS1u6ymM5U\/hu+IH2cb\/wBaVJUz\/YftRi8Wb4u4cAIRlIBtwTMoc05iIH113Farv7v9l\/nH8qPvLr57Z90OYfTQ\/lX1eIWzpmAPRvCf80VWCcVZu5rWqRnNyjGy6I+d\/d\/sv84\/lR393+y\/zj+VMrcB2IPsa+lh1FWMhXv7v9l\/nH8qO\/u\/2X+cfyru5jrY3dfYGT9BrXH3wnyW2PqfAP8ANr+VAfGu3CINkEdC4\/lUFm1Dr4MgnYOCD+7\/ACou32Jyl9fwWhLfNm0H5V3hMEQwcwvp5mP952\/gKA64e0Ya2UCki0uUKTlPh0AJ1jaCdaxfZZsTxBjdxlllbDXFawSDZBJMuhBUyFKIZAnlOprc8NnubczORZzDK2w3A0B6ivuOw3eBRMQ6Nz+FgxGh1kAjWqSi73TN6dSKi4SSztn0Pme7+C3\/AOof+3Xx2Y2SXUK2QyAcwBjkYE\/SuLGDYXHdnzAkG2pGiaEGPrUfD8A9vOGuZ1IUKD8MCG+un59dCbuJKFnZrbr9PYy3Yf8AXr\/\/AAb\/AN1v+v6gbqsL9n6k3AT8NhQf3iv\/AND9Pmd1WktTh4b\/AKl83FrsC6h01VwNDm+E6HYDTUc9OlZ\/tTZxD4vCCyLhQB3uZSVSVu4YjOwI3TvgBqSMwykTGixE5rcT5jMEARlbzA7iY0HOKnqDc8442cf96uNbIyKGCLnUrDNYMgMdXhb\/AJxAkAbmusUOJujm1bU3PCV\/Vi0YUzGY5iC4UMCQdTlOlegvZUmSATEa1JWbppyxMm5n+BXcXcW6WKIFuulrNabxohgXMsoVLGRGohQRoasu7xH9rZ\/9Jv8Au1Lj7LMoKGHU5k1gE7FT6EEj0mdwK7wmIFxA6zB5HcEGCp6EEEEdRWhBjO1vCOJ3WsGzfQFWbMbZayq+KUZlLHPCwCJOs6Qa1lrCqGZrZVWeC5RVltIBYxJ9zS2Jwt83JV5Q3AYJGi+DMIjUQLgjqwPLT7b4V3KsbB8eQKoaMoygKNh0UemnvWKVpN2fzodspKVOMXJZLLLq9x3uXlT3hgHUZR4tNpjTrRiNGtn9og+LKNVPL4tYEes8qVv2b\/drkYC55n1lZyxABOgmDG2lTXs3dKXgMuRn0zgEEFo29QDGm9aRZzzjle6HKKKoe2vErmHwrXLZhpVc2+UExOv0+dJSUYtswnNQi5PYvqzvbTsqOIW0Q3TaKMSGC5gQdCMpI+R5etebW+3GMAyi+dDIkKSfQkjUV6JhO2VkW7TYgi0XtI5YkZASrMRvK+QxO+gFZRnGreLT9yvC8a8eKF00PXcSmEtpZyMy27ShSSNQpW3Ek76gmakS5cNwBra91LHNl5AZlO+hBgba67RUlriFm73mxFsKXLjQBlFwb8og\/Kqi92+wSgk3G0MAZGk+o02q9vEo39EdL4inFJNLE76v8i5scUV7feoCU0g7SSYAg68x9anwOMS8guIZUz6HTQyOXtUXCcZZv2luWCrW21WBAkHXSNCD+dN27YUQoAHQCB9BVkpJ5kSdNp4U9cvQ+sKX4Yf0NrbyJs2cbDZviHrzpmluGfqbf9xfhycvw\/D7cqsZnx8CkkiV65WKz7gGKQbiNi2rOhDNlzSSZYTl0duc7CdfnVzSlnh1tXzgHNBG5I1JY6TEyTrvyqssWxrTdNZzTJjiVnLMtpoNSJ2JA8o03OlFnEo5IVgSNxOo5ajcbVxbwSLca6F8bCGMnXYbbfCv0rnC8Pt22LqCGIAJkmQNBoT6U8QfLtve347+wYo5mRBO+ZoaDC7SNyCYH19i1SuDGZnudTlErlICSsTuwzZiD0amqsZBXLoGEEAjodRXVFAKfcyv6tyv7J8S\/Q6j5GvjXnGj2sw6oQw\/wmD\/ABpyuXcDUkD30oCuZrHxW497ZH\/xr4Pu\/K3PtbJ\/0r7iO0OGQkG8hIMFVOdhG\/hSTpBmqnE9ubCglEuXBrBAAXTTcmRroJGtAXiXG\/6dnL6tCj6CTXX3Vm\/WOSPwr4V+u5+tZNu2WIcTawu85VJYuBE5yAoUj2b+dcni2KuIb2cmwnmZAtpy0SRBL6CeUH6VNgba1aVRCgAdBpXy1iFYkKysRuAQY942rB3uHuxtpiMQGN4ybodiUAA8GhCQSQJAG+tWuGwNsMLZJ7y2P0Ny0gAIGmuRRMaZlJjUH2gGg4THcWoiO7SMpzLsNmOpHrTdVfZzFm5YQOCtxVUXFICkGBrlHlkaxymOVWlAFFFFAUnZ3gzYd77MQQ7RbjWEBZlmRofGRGvlGusC7oooQkkrIWx+ig+HR7fmkgeIDlzgmOUxOlM1DjZ7t4zTlJGWM0jWBOk+9dYi+qKXYwBud\/yGpoWSbdkSUVCuLQ5fEAW8obwsf3TBqB+LWRvcHxdT5PNr6VGJdSypzeiY7Vbirgw796xC2nIFwkwEcwqvJ2DaKfXL6mpf9rWds43UbH4hI5dNT05xXeLxVoArcZYg5gddhmII9hMVGJdRyp6Wf0K\/jPafD4VxbuscxEkKJyjqen8ah4N2ywuKvGxac59SoZSucDfLO\/WDBrFfa1w42ri4kNpdIUrzDKu89IA06\/lnfs3wDXcat\/MFW0wkkxq4Kga9ZOlaUoTalKemxxwnV5jUkrbHu9R4m3mRl11UjQ5TqI0PI+tSUVU6Tiw+ZVbqAdwd9dxofcV8xNkOjIwBDAggiRr6Heo8B5ABEKWUQuUDKxWAOmnz3pigPBuHdj8T9+SxdtHIrjO+6soPLrmH8da9vbh1sqiFAVTyDpKsh\/yuw+dM5RMxr1r7V6lRzd2VjFR0MvZ4eLlziGHByhlsqI+H9FlHvtXivHQ1q5ctMQWRmUkbSpgxPLSvduFYa+uNxj3FQWXFnuWBOZsqkNmHKDp60jxnsBhMTf8AvDqwckFwDCuRzK9fbfnUU1TU8cldrQzqUVNqW6Pn2bcGfC4MK5kuS+mwzdPyrV1mOPcBxBzthL\/dM9spGoAy2riIdOed1ObllGhirbgqYgC595ZGJuMbeQRCfCD671Dd3dmyVixpbhv6tR0kebNsSPNzpmleG+Tl5rg0XLs7Db\/XnvzqANUUVS8R44Ua4LdvOLQm47EqgMTkBVWJaIJ0AEjWgLqoMbeyISIzGAmbQFm0Uaa7kVlbnGsdcIt27apdMk2mXyKPi70vlJMj4YkxyNVmJv4h2e411jatAzadwrs\/l\/6IQmCdv46UBvFNuygUsFVFA8TbACNST+dV2J7U4RASbwYDcoC4E7AlAQCehrF3cBaB\/SO2IAQOzADNnYEKMxlymmmumYVHxAphnAZGe6qhgYlmLne4D5h4XHs1MkWjFydkae\/23tzFuzcc+sLJMaAyQd5PSq+52uxTwbdq2onLmOZxmiSDquQAZtddulUBxbgLkRUEeHmJ0lpgFG0n012rk3rp1zkQuWQIGXnLCZG++9RdGiovctruNxrwGvlTrCjKsxOZ1ZQAwBUgAzuN5qsvWbZ1uXs8zBMuQskEuhMhiCNQJg8opXugdC2blEl+n4Zg\/T5V2LQGka\/IEfOQfy50xF1RW7JhesQP0bsCZy\/gAMgIxiJOaREa19bGB4m38QLkakqAAAV1jaZjefauO5MTl9NZ\/j4I+vvQuuszHSCffwKfX4qi7J5cLF3Y4hYa44+85O6UGy1wG2EJJlMzRIOg22IjaoMMoVbLgyl9rZuHUDNnzMFOgiBE7anpVTjcPpJG0AzpIOxgkmQfUVXrCmZgqcpggdeQbkZ9am7KcuLWR6FhMMn3i7aI8PdDu1A8Sq7HntoV0PKBrVgXuXLYOX9LYbUk6kqNRA\/Gh2\/arze3xW+mIF5rhusoACsAQQpLKpbLO5In19BW94FxsYhlu28qi+h8JOYq1sx4lEZWgnSdlopbFZ0XGOLVE\/DWyrh7wIyXLdtDGoAIm2S5PignLPPNV\/WY4ZbnDGy1zKVyBBlCA5wHt+GJXxGMs6ZYq\/wGI7y2lz8Sg+x5j61JkMUUVQYntngrd7uGvjvM+QgAnK05YJiBrUNpalZSjHVl\/RRRUlji9bDKykAgggg7GdKXW2t6yoaCrqpOWYMgHSdY96bqHBzkAOaRI8USYJE6aaxNGrkptO6OUwSDL4ZKeUncUvieDWrhllJPi5n4hB51YUVVxi9i6qzTumysXgVkfCdwfMeQjrsQTI512\/BrJYsV1Z0cmT5kkjntqZGxk1YUVGCPQnn1f8n9Sv47wa1i7Rs3lzKdRyKkbEEag1U8E7FWMNaa0uaGZWJnUlSCNfkK01FaXdrGNjK8I7O4qw1qcYzouXvFYCXy20TQgbSraHXxySSK1VFFQSQYac1wGfNIlp0KjYfCJkQek86npddLp28SDlr4SZlufmED360xQBRRRQBRRRQBRRRQBS2A8pmfPc3Ob425jl0HIacqZpXh8Q4EaXH2Ebmdep11NAT3rgVSx2UEn5a1nO7IsYZWaO+uKz7DcNfaSdd1jerXtG8YTEEcrN0\/5TSV\/Dqt7BQo3fWNTFpudAKYtVuX7rIWY2lthYLMGnMzqSJiQV9iBVJgrSixZukL+ldGuk7Hxi4vNiCEGUyNelXHE+IJa+\/944GYoNGyuVNlc2SNS0ZojnFYCzj79xbFu4xFpYUWzACuNAxMnMGzBQZ0J26VlOx0UeHdTPRfMi7xvGi4xFrDqot3LgJcEyAAvkBA0kNy22rjDcPdyzmZ3ck6yerE7RGpI5QeVMYXCBE7zL5WgyYiNCDl2M\/CSrAyRNWieG4oBUMQZCjxAjXQZM85WJlba++pNVzep0eGKww0KzEYKAhzHLcEjSNeUDQka6kAA9TE0ibYkZgAdZzFZ09Tmb5+nKr3ELkS7bZoKkNDQhKkSSEWbjmCw8TaCNtqz2KuZSw1H0Qeu4zDXlVjG7TJRBHNo38LMPqxCj2jpXPfgadDMZwCP3bY1O\/PSaTa9J+E+4a6QfcxB\/hXLYgjckCOoQewK6jnvQXWg4WO+X1nJH53TMeo61G2Jnd5\/eLH5qgH0qv75TGx+Rf8zpHShsQf2tDzIUflqDQhv5p83HVYERGjSCQuQT6knNPrVa16dOo\/Ex23jpqK5+8zr4fcA3D\/AIv50tib8NPqeZ2PoPnUkO9xq6xjN0EnfSOepEannS\/AOMtg8UxQkpm7woNj4WEjeD4mHz9oZ4dCuV0yXFdc22jAxJPR4kz8JrOO830OpOTWBMZT6n+p+tJLRnRw8k1KDeTX3\/Qub\/am84t3SZe0EQnUAgEspaCMzAgeLf61acK7Y48WhZw65gFBNwrnNsSZLMNACZJLDrFJDs1iStuba21vFBbOZFt5iCyHwlj1Ekc1Gk6X2B7D3WxL2bl1FIAuOArX0bOW0YkoMwKsdRz20qmGZ4Dp1b7\/AB9fQ1i8VazbRcXjLC3AIf8ASjU9Qiqrf5q8i7VYR3xd+5bDtbdiVuZGVXkDNGfXcnc163w7sBZtCDevH0QrY\/Oyqsfmxq1w\/ZPBoc33a2zfiuDvW\/xXJNS4OSzNJ0Z1Ekyo7FdrrV63asN4bgVEAB7zMVXxEm3ItjQ+YitjXNu2FEKAB0AgfQV1WqTWp0xTSs2FLYEAB1GXR3kKSYLHvNZ5nPPTWmagszmffcESIHlAgHntz61JYnooooAooooAooooAooooCC7pcQ665l80DUBpy\/EfBpG0mp6XxsAK2nhdYJExmOTSNjDETynpTFAFFLcSxyWLT3rhhEUsx3gCvO+O\/a5atwcOguqSVYsSMpzFVOkyrKrMOcRUOSWprTozqf2o9NoqOw5ZQSCpI1Bgx9NKV46mbDX1BgtauAHnqpE1JmlnYwmI+0O3ax15L94oltslq2iylyM0l2YaGcokEAeuprb9n+O2cbaF7DvmSSp5FWG6kcjqPkQa\/JjueteyfYdxW3ZwWL7x1RUuZpYgbp6n9isIVG3mepxfCQhC8b30PYaWwkzcmfPpJn4VOkbD0NYPs99qeENm0MRcYXO7GdspaWWFM5RIZjJ0EetcX\/tOwwS+bALOWlCUyrORFGeWBbUcuWXnWnMj1POr0p0YudRNLrY2\/aG0z4a8iFQWtuoLCRqpA0kdaob+R3wTzcgFc6k5gRctNlOUkkarGgAMmvLcf2jvXLzX3utGmUKSqgkhz4Z5MAR7UiONv3itbL94IVHmSvJQCdABOg2FZ8\/ojy+\/pvKLPQu3fd2iy2869+6ShWFOQSzLm8QH6sQIEzvrWaxp8IM6AgP1yt4SflmzakeURPmNfxrh+NthL+JtuPE0u0syrzzE\/CWuD+ori7fz22XQgqesajoWj6Cl3Ju59LwzXdoTSazd\/r+xrsHxibTZoDMsHxZYJGV4JIMZg2heP2eVfTxdsibeEgiFOvwknKqLqCfMSdd9axuBxphoMSxPQ+LxHZgdzVmvFFNgq2aUJykDkZJUyZ0JzDfzGtIq5hXajexdXeKMrHUAOglQRaEawItgzuees1UXcVJnn1CyTt+L5\/nUOJ4hmKMJiFHLSFidOpH51WXb5M6c\/U6a\/6Ve1jnUsTvYsXxOwJPsWj8lqLv+YA9wv8A8jVeXPWNRsAo9uv\/AO18YTO55nc\/1tUGm3z8vYcu4uNztvLQR8l0NRtiInTUa6Lv6S3t+dRC02ukQJI0H8PapfuDcxss6iP\/AHEflQm3zbc4fEH1Pu2s+y6HlpXDSx9DGm2vy1p+zwskidiubn6dBA3619t2Cjr4M3gB6AyAd41gz1oVazy+aaCq2iHtk6xAUxAaNzHM61ZYHBmzfF1SmYDUO4LE9YQlhsvLl60tii7kZ40mBJaJ5a7VJhrd66Qid6xIJVEWJA5gGCRoaSldXL004ycfzLrHdoLga2AbS2u9V+7W0Qq5QFhS\/wAMDbLuZrddl8Ubt57htrbzWLJyKZA\/SXwOQ1gbVj8B2HOeycQ2XOzZkJlwACZzEkLJAHPf5VuOzHDFsvfyu7rKIGeJ8IJOwGkvG3KpWhz1Wr5F\/RRRQzCiiigClkgXW2kovM5jBbltAka+p6Cmagee9XeMrzoI3SJbcHeBz16UBPRRRQBRRWJ7V9vbFmzjLaXe7xNlXVAwBl48OXWCdRodfQ7VeEJTdokN2Nm95REsBJgSYk9B1Nd1+ZH7c3Crp3CuGv8Afrm0CXMxdiq6wDOoB\/jWttfbQ+ey1yzGWReVWhWDZdQDJJWGIkjePWux9nVtkU5sT26isTxX7UuHWkJS93rToiK2usHxFcu0kSYNYXFfbheF1smGtd0QQgLHODyZiNCJjwgD3rKPBV5K+Fr1y\/Ml1Irc9pxoPdvEzlMZTlJI1ADHQe9RcR4naw6d5ecInNz5R0lthOwnc6V+eH+1biTOWF9csmF7tYAIjLt4uW8mfpUHELPFb1lsRfS8bJAYlyVtwQIypMRAGijSPSq8Vw1Th4YnZ+508JCFephk7HtPaftLgr\/D8QFxNo95ZuqgzQzNlIgIfFvHKvz5wdbTFkvl1tkqWZFDMMobYMQJMxqedX\/YjsTe4n3hS\/btrbyhpkt4piFAg7HnW94d9iVka4jFXbmuyAWx85zc5rzvHPOx6yfDcNeGJvMoh9sGID6pbKLoiiVJjYsZOb1Gg1PoQjx37VMXeRCmS0crKzINSSwYxJMDKEHr4vlHwbsxat8YGGZrT21vMvd3BmYr4goK6Bj5Tv6+lbL7Xey69xhzhsKQltrmYYdB4c4WCUWJllX+dEp2buJT4ZVIxUFnv9TxFrZMQp1203jpV5gOymNa21xbDKi2jeLNpKCRIB3mDA3Ne+\/ZzhSOH4cXbRV0V1i4hV1Gc6eJQYICn1gb1osdhFu2ntNIV0ZGjeGGUxI6GrKimszKfaUozeFWzPzf2C7GNxO5cTv+5yKCTkzTJiIzDbTc869c4B9lWDw6kXM19iZlzlA0iMqmPXWnex3YUcPuvdGIuXcy5AHUCFkMNRqSIjp6Vr6tCmks0cnGcS6zw3vHp\/JhsB9l+EtvJz3EyxldjMzMkrEiIEelO2ezGDS66m3bXLJtyBtcULu2pIZWjXSa1lIcQPdul7kPA\/s2x+TR9TV1GK2PPVKC0SK6\/greMwyW7yu0RnyysldGUtpKtGonUV4jxzDrYxFy3aDdwWPdEn4ZKxm9CGE845mvaOOY5rQupbVybwHdnKdGPhfSJ0ENtzNVPbDsupwim1bRWtAS3xMgBmZAkk69aON3c66VdwTi810PH8OQZIjX8th\/ACncPJYADlr6wNT9B+VbPD8AS3ct2cTaR8ubvWExBA1JABhcy7H4TXHGOzNmzcuJZaDlZpDZ1ykrlUAklWzHLvEa0SaNalenUTuszI37zeXksxypjBYMvbLk\/GoH+vMaa0wOEXnCtaXObkhVjKc0gRmJgiDP5VdYDhd4W0UlFA1LScwOhLFQPIJBmpuUwxSTTRWDhghyBpmUTGmuXmARz\/EKYuYFf0m3wgTrr7gsOfp8qsxw0bveljLeEABlAPiDGYOmgPodta+FMMupzHeWYksglgodBuWlNY6j1qUmHOPX5mIXlQFxmEsoVQNm3mCCBpPT6VMqzmKW3gqFzQQBvqWUKI1G+8VZYS6W\/U4UkE+JUQlDrKqlweUgMZkjy6xzs7PCse5zZApBBzOwBY+GAwScyqR19gNZWKuotkVVrhV4hrndKgVVU5iM3ijLBXcnMP6NWHB+E4a742eQqgAOSSGMz4dZA0GmlWeC7I3gRnvoADIQJnXNsW1IjlAMgRT9jsZh1ObNezkQWFwoWB3nJA1mlkUdR3yy9DD9phaOc2oypkUEAgHXXT500+GIw9lbaMz2xnt30l9PMbbqgbLMkDloJ51t7\/ZbCtZ7kWgi6apo2murGSfnVphMMtu2ttZyqAokyYGg1O9SZsyPA+KYi+O9t2FkLkTVQkz4mdc2e3qBplJ0rV8Pw3doFJzNqXbbMx1Yxy1qSzh0TyKq\/wB0AfwqWoAUUUUAUUUUAVW8cxyYdUvXPKrQd58QKiFHmM5dOknlVRf7QXRcayLLs4ZhCiARJgyfSKruKYXE49Xwdwdwrg53kO4AgmAdJOYD5naK8yHaalWUFTlbFZvRa+5fBle5a8Y7e4DC3hYvYgK5g+VmUA7EuoKjbrWTxf214VLzILF5rYkC6pXxEaSEJ8p6zPpXnfBPs5vYpsQiYiwPu11rdzMWUSrFZ0BicpP0110b7HfZ7axqYh\/vD\/8ALsQwtqtzvQM0FATKk5NJk67V9R3fhYJ3bfzp9zmxTZo8Z9uRCnu8KuaTlZ7mgHKVUanr4hXkeKxD3btxgCWd2YhROrMSR13NemdgcZhlwjp\/sxrmNUuoIshyuZZQsW8cfI0v2B4ZxPDYvOmFPiU2SL6mLcqlzOYywp7sAGYmRvv0QqU6WLlxwv11KtN2uzzp8De2a266A+IFdCMwOvIgg\/Mdavu0XYDGYG0LuIW2qsYAV87TlZzoByCGTsJHrHonG\/swxuNxJv4i9aAuz3ndkyhVALe6jMsooy8pJBJNaM\/ZouIsouOxOIvXAgzEXJVXywxQupaJnoCNxyrKfGRyd\/XclUzzfsx2W4ZdwRxV\/FObqi7FgOqsxWcsWwM5nSNeYpzgvYvDYvhD4qxaa5i0Nxctq4Ydg3hzBt4UhoAWfmK9R4H9n+CwwMWVuFss94oYSqhSQsQJiT61oMFw61ZLG1bS3nMvkAUMQIkgc4gT6VzT4x3vFvX4i6h1PHcBhb2LwCW7HCkGIVFsviWyo4NtocAlVyzBEhpE+leh9meGXLnCreFxCNZuLa7lhoSpTwh1JkHYMDWoAr7XNUrY1a2V7l4qzuZTsN2TfAd7nxC3u8iItC3EFt4Y5vN00rV0UVglYvObk7shbCWy\/eG2meIz5RmjpmiamooqSoUUUUAUUUUAVHfsh1ZG1DAg+xqSigKC4XYd27ol2yQyO3xgaB9wIYSrbxJ9KVxnEkvItrO5dmUOgAlApzN5RBGkAzrmFX3EOHpeADgyplWUlWU9Qw1H+tJ\/7t4csXuKbjkQXuMWaBsvQDU6DrQFMuPtPdd4zqi5BndVkzNznJA8I57GqS3g7txDcWwWV2zK2uZEUFUUM8Bl+LQnT2FegXeGWmt91kATbKvgEdPDGnpU+GsLbUIohVEAbwPnUg8s7K8JxF+2y22VVkq2cmAND4VGoJIHi209K0lnsQ7QbuJbaP0awwUSAmcnxLrzWdOVbMCilwZyx2Lwo86tckyc7eEnUjwLCgCTAAq2wvCbFuMllFIMg5RM9Z3p2ioAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUBX3MK33hbg8pAB6jR9frlqQ4L9MLoPIgj5Af6CnKKzVNfjcm5hrf2W4IYl7+VsrglrWZozli2cMDmG5Ef0dBwbsthcJca7h7Xds6hXhjDQZBIJMtqfFvrVzRXRKrOWrZWyIreGRWZ1VQzxnYAAtG0nnEmpaKKzJCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigP\/2Q==\" alt=\"La masa del neutrino: una crisis y el futuro | Conexi\u00f3n causal\" \/><img decoding=\"async\" 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\" alt=\"El misterio de la masa de los neutrinos: \u00bftiene la teor\u00eda de cuerdas la  clave?\" \/><\/p>\n<p style=\"text-align: justify;\">Esas part\u00edculas fantasmales que llamamos <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y que velozmente marchan por el Espacio atraves\u00e1ndolo todo en ausencia de su masa misteriosa que, a veces, a enga\u00f1ado a los f\u00edsicos haci\u00e9ndoles creer que eran taquiones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"bos\u00f3n Z | Cuentos Cu\u00e1nticos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRbHL0X3oLBcouGW0XelGwqvkxUavRXW2DXfw&amp;usqp=CAU\" alt=\"los neutrinos y el modelo est\u00e1ndar - Ciencia y educaci\u00f3n en Taringa!\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">En el modelo est\u00e1ndar se consideraba inicialmente al\u00a0<strong>neutrino<\/strong>\u00a0como a una part\u00edcula sin\u00a0<strong>masa<\/strong>. De hecho, en muchos sentidos se la puede considerar de\u00a0<strong>masa<\/strong>\u00a0nula pues \u00e9sta es, por lo menos diez mil veces menor que la del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. Esto implica que los\u00a0<strong>neutrinos<\/strong>\u00a0viajan a velocidades muy cercanas a la de la luz.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSi8CbiWd9Wye-3tzXRWvlQt-ixf72hvmFHug&amp;usqp=CAU\" alt=\"El misterios de los neutrinos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSIWkEkRsE9j_wgRl_zxU9Ch_M3vknpMi78g&amp;usqp=CAU\" alt=\"Nobel de F\u00edsica para investigadores de los neutrinos | TECNOLOGIA | EL  COMERCIO PER\u00da\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 El estudio de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> le dieron el Nobel<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Son muchas las cosas que no sabemos. Por ejemplo, no sabemos si los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> tienen alguna masa en reposo. Tenemos que saber c\u00f3mo la violaci\u00f3n de la simetr\u00eda CP (el proceso que origin\u00f3 la materia) aparece, y, lo que es m\u00e1s importante, hemos de introducir un nuevo fen\u00f3meno, al que llamamos campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, para preservar la coherencia matem\u00e1tica del modelo est\u00e1ndar.\u00a0 La idea de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, y su part\u00edcula asociada, el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, cuenta en todos los problemas que he mencionado antes.\u00a0 Parece, con tantos par\u00e1metros imprecisos (19) que, el modelo est\u00e1ndar se mueve bajo nuestros pies.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la supergravedad, la teor\u00eda por la que tres cient\u00edficos recibieron  el &quot;Oscar de la ciencia&quot; - BBC News Mundo\" \/><img decoding=\"async\" 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ltlj1uLP9auT2Xrk8sP8AmKW2W3rYw8481zX0zprtDWy2eqZ2LkbZzPVM7FyRsZIRwY6hPN\/kUrs8eqpdtP8AJKbofVO7H+RS2C9imObP9FOvIr8C2C+rp\/v\/AJytRswdQLMYIdSn2O\/MVqtmDqDvXSvScz9Q4AuUoXkLIx4GkmBqbDtK3VAgEDgD2WhZbYWHzVQTowZu8aeN+5XWKrRVYN0eY\/UFXx6I5GXIN1GoJQsHXlHqFUJiooieaMBBUQwAzF9J3wN3Yis00lEBAPvCUxdS5HBv6wvNoVYAhxBzN0jQHM6Z0EArOV9tg0MRiWTlaxxaXby1rspjgS4WWWwNj9fagaGueWMABzOOUTJnUrNY7p3hsOfVn0pAjqB0CRvcSB8JXy3FYypUdNR7nk73EnXt0QInuVpKL0hE2fQ9k7UqYv0lcMDIdkDWkkgBrCHSdTJPcnRXrVOpneSPsuAA5GYuP0VP0BoOdQqta4tBqG4MO9imLHdqL6oXR\/AurVXNfUe5tK7R6RwLiXODXGDuDe8u5KcsEXReH1Eop+aLJ3S9+z65oupirSLWuylxblcRDg2xEHK3drPFajZvTjZ9dkF5pVI9mq2JP\/sHVjtI7Ny+WdM5+luBJOUNEnUwN571SCyZxS6RG3Ltn3bHlufMSSwgQIu4xujQGB8VKnhusW2OWOredCZmOwL5f0F2o5mJp0i6aVQluU3AdBLSAdDmgW4r6NtXFOoUKlexuQwHKZeQGBsTIJdxGl5U2vuH8GC6d4\/0uILG6MlgynQ2NV8dwGn2XrI065zSJMAOkWMyHwbcSB3Jkvzk3Dsxyh3suyi738ySZOur0laXCJJa4jNYgZ2gN1ueqUwo8Wg0yLR6Np1IHVf6O862O7giViMzj1PrKbvt\/aD3fMKOGbLIuYpuHsBw6tZzrE+6h4t8B0k+zR9po\/w43myAwbDg5Q3QeleIDhq8Bu8kzohhxDWGDGUTMHSsXa\/wjvTFN4kD1f8A5PtQ\/N7WnCO6ea7ZDmFzM4aWj0lsxEwKbmyDcjM28bpQfSMu2V9Bgh3s6sH2uNYbuxa7oVjx6WrTn25qNvIkPcx4HDRp+KymLrhlFuQ1BUc7rF4AbaYIi+tQ6\/KSTo\/izSqUnuiRUcCRc3Dc0wd4L++EJq0wxdNH0nan1ZWZ2l9SPf8A9q021j6s9yzW0fqm++fylcUvT8nXD1fBYt9ruoeZS+ANsWeNSP5f+U1T3dlH5pTAn1WIPGq\/wAC5vc6fYssI3qN7F6pNsAOQXJByqYfUP7H+SWwbrN5EeGHCLm\/s7\/df5JfCGw97\/wCO1VS2Sfg8wI6lP3fMrW7Mb1AspgPYp+41a7Zo6gXT\/FHP\/JjUKJCJC8yrIJf7AohtIuNi8+AkDxlebRPXpHmR4Ej5\/FZ3aO269IU2seLuiHNBGUA9\/Del6fSGtUqU6bmU7vHWZmaerJd1TM2neFeElojPHJrkbvDVAN6Zc+VVNdEJllVUJBoAJdeSIiTFidBoNfJTZiALZgDwSQqHeZvw0HBAxdUCczQ4cLXPesAQ6S4nNmaNIIPw60d1u9Z3prVFLZppgRmfTZ8D6Q\/lVriqHo2mo4AEhxDGzAa25idTMCee66wHTjbL6jKbZimSXtZaZgAOLuJk20CdMTi+2ZPNp2fJECTY7VMNqCE5jcdBK+XD4r8PWtrdpFuctCn0POXEEbnNcCeLmwYHIAEfHmqTorioZimTGamDPDKY\/wB6t+jxAxNORHtW+4wMcb8zl\/qLnyiuNfjn+\/v74soelz5xlWNAWt\/hY0HxBVMCjY\/Fekq1Kh+05x+JlJ1Km5B7JLQ\/s15FakRq2owz2Oat5+0plVwp5aTzSDSXPaTeq6WtLvukNLrkauF18zZWId\/W9facBjS+ix+Yw9oMSY6wuI+KlkddjwV9HyGszUBwd\/dtzWJ0Ljm3i+\/c\/RI1g1xOpA0vfI0Wi28NH8S+ju6O0KrGve0jMXXa4iA4mQBoN+iw2KoU21HtZJaDADt4BaBJtYkgbrAoQmpDTxOOwOz6kOI35Kggugew51p96I5Jwi0dYSaYsZH97wjgla1EH7UTmgm9rmo8RyEAcAd6ZoCcpDT7VL2TpIeeZ3phBh1RuVpzHN6c6sbpLPtTMzy36pNpEfZOWn7p9ZPYP73+VNOzFrDmePXkRIm\/oyLZgYtrEKpNRxbEZpIzGwdDWkxxJInf9hEx2OIho0ygG8x1rzIHFwHwRmVDmeGkdZ2gGsh7mifh4JrZOyX4pzmte1jsokEyIc7NYC9rDvCNtTAU8LWyV6lRx6jx6MNAhsgCXT\/QSOaXQyhJ9+DaYTFekwbHTJgNJ4ltp74nvVZtH6tnvnyKhsjbGGdT9BQa9sDNDrzEAmZ10Uto\/Vs98+RXJkXXydWN9\/Ba0jZvZT8iq7Zzpw9TnWqeaepaN7GeDSqnZbv7Meb6p\/mK5a6Z032i6xNSHEdnkFyQx9b1h7vILkFENnzw9IKxBAquDTNobodxsrbottCo+o5r3lwyucNLENy7uUfBVLdgYj7gP7zf1TWEweKw7s4ou0I0zCHCCTkK9GUItNI4IylabNfhHta2mCQD6NnkFqsBjaQYAajQRrJXzLDbRxNQjLQD8oDeq2pAA4kOhWYo7QdphqY7Xn51UnHqmNy7tH0QbSof4zP4gvRtCj\/is+IWO23h6tM0xQw2fqA1HF5Iz72tAcDHx1Coa23nsOV+EyngX1Wn4FZQszkzd7XxLX1KQY8OgPJgz93XxVx0b2V1jiHCzSWsHMiHO8QPivn\/AEYx7qtcA0vRxul5JD5v1t3V3LRYvpFXwnpssPZnY1tNxgZi3M8hwuLAcpIstHqdFpP8Nm6qVLozqkDtXzkftNY+PS4eoxwiSCHAzaREE\/BXGF6Z4apoX3FiadSNb3ywDZdJwmtbUkSRBnSQY+CjUrMb1n7hZsanVZfEdNcNS+scQdcpa8Eg3EAjgqw9P8I4gu9K6dGtpk6GOOkjwC1Gs0mPqGoCXavEBv3WXgdt5XyTpTmzsZvawA9oc6fktVtvp4xlNz6VF5eBb0mVoHOGkk9lljdv1i6pxOVt\/eaHeZTLZr+1lO50G6IxyHUjMBY+S9qJyZY7PrltQHcbEbiDpPIGD3K+x+INJhe0\/ebm3vc9pYT2AEx2cAFk2VLQfincXjM4ZJ0Gm6eX9eELFYT4xa9\/39\/yxd1ggvcuqPJQ6jLIEyNIlfUOiGPZ9EY0vaC1zwQSBq4uET7y+XUGE74+C1vQjCmq99JxfkDM4yZQ4OlrbzEgg+CnlVxKYnUja4Jw+hsJ0a0u+Er5e57cs5gLAgEj2usGj+IuPINF19J2awvwr6cxALOzUFRqdA8E6IpxA1DnA+ceC58Lqzp+oV0fOalRsS0Obn6jLSxzWmHHTiIOt3OU8OHEnLTLg17DYOs1ktl1uqPZ4C632N6CscGBrnRTblbYT7RdJ4mSqzF9GMYAabXtyG0ZBJ1Ak7jfcr8jm4mRw2MHUs4DO59nD2Rk0t+EjtCWNfK3R3WbvIuQ4iDIuMs\/xLSu6DYtxiWWjVz++0WTDug+K9Exk05Y+o67nRleKQAFp1Y496HMbh\/ZPoIGvdUqNEAZWtvaOsXW3EgMJ+SS\/aMya1Mn7nzKvdgbNq4Rwp1SIeSW5TI5i8XmPiqD9orv7Q0cGeZP6KL7yI6dYWir6LOjEDm13lPyWo2ifVs98+Sw2GrljszW5iJtxmy0WLr1WhtOnQc9gAcHQ4e2JIIixGi2WLeiWJ1sc25tt9A02Ma0ywE5p3CLQVR0ukb2UxTDGQJ4zcyd6Fto1qrw91B7IaG6OItvmFQ1W3iDPCDPwWhijx7QZ5ZcumfVdlYRmJpMruq5S8TDW2EEgRJncuSXRzO3C0RH2Afjf5rlVYoexF5Z+5c0tkxcunsAjvvbvTcUxEgCbCSLngFTuwG0BduJpOPOk1vwIBhObEw2NfUy4htItymHsgQ4aSABM33d4UHF+50KS1Rnuku2n0qpo4eGBt3GASXvJe65Bt1vEquZ0kxY\/vP5af6LQYn9nmKe91Q1qJLiXH295n7qH\/27xH+LS\/n\/AERU4LqwcJ7KV3SfFn+9\/lp\/\/VJ4rbOIeWl9QnIczTDRlcN4gLS\/9u8R\/i0\/g\/8ARc39nlUEZ69MNm9nGRvG5MpRFcZFtRBy4WpUM1IaHO3mRmg9n6qm6agit+Ey4DmQwHwDVqdpYcMFMB4cc0xECGi+\/msr02d65lo6sa8A2\/8AXJTxv8h0ZF+D5M7VwzakZmzGhJ49iZwNR9FoYyQyZiXxc8nIWbcjzz4LtPPJ45ja9T0j2y7K1sAvIhogTncShvhnstDfIdy57SLi\/wAZQar5HBYApiyS0jUm3aUzt+llrubwDB\/IxCwwmrSGvXbbjBCZ6Un+0uOkhpEaRlA+SVP7q\/opx\/G3\/f8ApSvF164L2s7f8V5mnQW4qhI5sIxM9wQWmSjVm5cpHCf1WMCcvSLLnOXraggrGANNyTMzoB+lls\/2bVHfSKl5aaJJ5HOyB+b4LIMgjf8A88FoeheFrPrRSrup+wXi8PaHCxjfBOvFJNfax4eo3mzSAMSPxP8AM\/qrnBu9ngT5gqq2bSbNcmwNR08LGP1TeBBADSfZfHdu8CuPDLto7vqYfbGRYuJy9Xn26lLtxcixgjUFSrnK0O4Eqpxlds52ubfUSAe2N66DjL1lxLnW4Df3ozRpaJ3LPYDazc0PcGt7+3xV+ysHEEaajuStBTKLpJDfROO6oPEOsOZMLHftM2eRUbWDmObDWHKbguDnCR2Ag93Fb3a+GzupA6CpmP7odHjCzXS3ZTqr2ZHNaAJOZjXyd0TpCk5pZEjqjBvC2YPorBxVMe9+Ry+iCmzms3\/\/ADdax+kNBGmVmWOzKbIw2LjR7OKn3p+cppq3dkoOlovHYZp4pLG7FbU1a11wb2NiN+Uq8w+x62Vs5SYEmYkxfcot2VXa8n0RiIkOBPZCnbRWkzN4jaOJpO9HTwzCxoAab6QOFlysa+xq5cf7KXczUAJ7oXJv+gnA1Tdmv5JqhgXDeE8g1cVle1mVxzAnMB1REWcdxM27ChbDSGqNKNXBTLW8QgN1Q3WJS0NYaoBuIS+JwbHgAvNuxK0cVmc9pY5uUxLgIcIBlsHS8Xi4KI4pl0B9lNtyn6OtRcDnBD2X+ybOBHbBnsCwXSpvVwx3ubUJMz1i4Fw7phfQ9r4YVGEHdcHeCN45r5r0ow2RzDIl2ewERBbv1Oum5NjrnYckvxcSspKFbFdaOCGKsDVI1nkXm66zhLihiFHEFVlGtPD4uTr6lljBNk1IxNE2s8e0YHeUz0rEVW3aTkEhpDoOZ5gkb4IPektjUfSYqkwmAc1\/3XLaM2HTpVGOeM7SCLtBgyDp2SpSdSsvBco8PdmEdScWZg0kDUwYHadyA4EiCvr2Pax9P0dMah4uODHOaB2wvkBcTyTwnyFzYXjqzgeCNVxJeGggDKItv5oIG5Rz3T2SJTxU8o11Q3Be079XjbvNlgUfQ9j9H6Ios9K1jyW3dldYm+oAJHNPbD2S1tZz6LWNaGxYuBcZmSCYAEWMCZT7McKbHAgkZiAQAYAAnvBt3L3YtQOZng9Yk315eCjLNzjSVHS\/p\/8Ak7bsRZnDatEvHWDspEZg4Zi2e0A\/w81cYOpmIdaHFrhBmeqJ7Lg2N1k+kGDLK7SHQH5osCNxvv7CCFc7GdlZqC4uknj28TzUYQp2Vy5lKHE1LbhVO3aFGnTHVaHOexuYATcjfuTuFr3A4qh6Yu+pbNhVYT\/FA+fwVfJy+Cww9CjEEOB4zr3wnsPkYRknXeSdbKnY925wI4ESPiE7QPFoHMGR+oRMT2rVOZsT7FU2EiQBE8kn6N7\/AETMhzCmHOJ3ToDzQNsFzi3LeM0guc0EGBDg32269U2NlZbFpOAJc4uJO\/u\/QDuC5pr7jvxzSxULfQH\/AHSjU8E8fZKuWojUbZKkQ2c1+jhCsWs4pQKQJ4pKGstW4NpEyuVXnPE\/FephfkDnHFK1sUQ8Nyy0gkvkWMiBGtxN+SD9H7VA4cc0LDRZ0qgkXQqj7lJU6QB3+Kg6mDOv9FazUe0sSS5wc3LB6pzA5hAvy3iOSM6pzSZoDn4qD6fb4o2Cg1apzWI6f0xlpvESHOH8QB\/2rUVGdqzfTWmPo03s9viHD5p4PtCT0YF9Qg3EJeuNU2SDZ09yUqNkgcwPiV1HMHq0sj3M4Hvg3Hmih9j2JrpNTjEuAGoYf5Gj5JEwG80FoL2WfRL\/AMtp4NcfCPmtxtwPdTmkeuw5mxckjlv7FkOglKa73\/dZHe4j5Aretqqcho9GC2nt6u6mGEwQ4EOaS1zHN4AdnJZ+qX3cbySSdSSdSVuunABotMX9ILxe4dv7gsYf6KaHSDkk5PsXoA+0oOaUdjrEd6f6RYEUnU4EA02GPxD2p5z5prJ0VPpAiMY4kEHLF50Ii9uaiwprCsLjHG3xss2ZI0+CZiHhrC58ECSeFjc71s8HDWho3CEm0NEC0AAacEZpHL4KBdtvZXdLT1abvuvHiu2dWt49y7pHSDqDiIlsO04ET4Sq\/AVv67U0dCS2a6s\/qjslUG3sQXCmSb+lb8Lq0fU6kHcFndtOsz3224C8SihWWtKq6bGFY0qxiCSVQ4arNpHbO9WVN1rmUWZFjh2BzzO6PGVZ0zGirNnAHOZ+1G\/cP+U82n+I+K55Ps6I6G2vRWvSbWfiPj+qIGfi8\/1QsYda5TDkm1p4nxUwDxKFmGZXiBB5rkbME9JyC8L+QXLlMciX8ghem5LlywQbq\/JCqV+S5csYRr1uQWc6ZOnCv7WfmC5cqQ2iU9HzsOkXUcOyatMfjb5hcuXW9HMtlv0zMYkHixvm4fJU7jZcuWjoz2anoHZlU8XAfAf8rWh65cpvY60UfTM+oH\/sb5OWKe7euXJo6FkDEz2rTdNWy2m6NC5vxAPyXLkWAyrFa9H2zXp+8D8L\/JcuWloy2bs4i5sptxHJcuUxwmJcHUXiNWuHgVlMDWsuXIQ8hn4NJXx4aQw7\/BU20agvfQg965cnQjIUNptAsLK4wuLzNBiJMLlyLAi+2a6GdrnHx\/RPCsF4uXI9nYtBBV5IjKgXLkDBmORmwuXIBJwFy5csY\/\/Z\" alt=\"Reconocimiento a los padres de la supergravedad | En perspectiva | SciLogs  | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;El estadounidense Daniel Z. Freedman (MIT y Stanford), el holand\u00e9s Peter van Nieuwenhuizen (Stony Brook) y el italiano Sergio Ferrara (CERN) han sido recientemente galardonados con el premio especial Breakthrough en f\u00edsica fundamental. Son los padres de la &#8220;S\u00faper-Gravedad&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Entre los te\u00f3ricos, el casamiento de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general y la teor\u00eda cu\u00e1ntica es el problema central de la f\u00edsica moderna. A los esfuerzos te\u00f3ricos que se realizan con ese prop\u00f3sito se les llama \u201csuper-gravedad\u201d, \u201cs\u00faper-simetr\u00eda\u201d, \u201csupercuerdas\u201d \u201c<a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>\u201d o, en \u00faltimo caso, \u201cteor\u00eda de todo o gran teor\u00eda unificada\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Gravedad Cu\u00e1ntica de Lazos, la prima fea de la gravedad cu\u00e1ntica. - Naukas\" \/><img decoding=\"async\" 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\" alt=\"Gravedad cu\u00e1ntica, pesando lo muy peque\u00f1o (Tercera parte) - Naukas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ah\u00ed tenemos unas matem\u00e1ticas ex\u00f3ticas que ponen de punta hasta los pelos de las cejas de algunos de los mejores matem\u00e1ticos del mundo (\u00bfy Perelman? \u00bfPor qu\u00e9 nos se ha implicado?).\u00a0 Hablan de 10, 11 y 26 dimensiones, siempre, todas ellas espaciales menos una que es la temporal.\u00a0 Vivimos en cuatro: tres de espacio (este-oeste, norte-sur y arriba-abajo) y una temporal. No podemos, ni sabemos o no es posible instruir, en nuestro cerebro (tambi\u00e9n tridimensional), ver m\u00e1s dimensiones. Pero llegaron Kaluza y Klein y compactaron, en la <a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a> las dimensiones que no pod\u00edamos ver. \u00a1Problema solucionado!<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n puede ir a la <a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a> para verla?<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Leonard Susskind y el Paisaje C\u00f3smico Stanford University - Silicon Valley  Lifestyle\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cComo profesor de f\u00edsica, odio contar a los estudiantes algo importante y luego decirles que no puedo explicarlo. Que es demasiado avanzado. O que es demasiado t\u00e9cnico. Paso mucho tiempo imaginando la forma de explicar cosas dif\u00edciles en t\u00e9rminos elementales. Una de mis mayores frustraciones es que nunca he conseguido encontrar una explicaci\u00f3n elemental de por qu\u00e9 la teor\u00eda de cuerdas es acertada solo si el n\u00famero de dimensiones es de diez. Ni lo ha conseguido nadie.\u201d<\/p>\n<p style=\"text-align: justify;\">Leonard Susskind<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La puerta de las dimensiones m\u00e1s altas qued\u00f3 abierta y, a los te\u00f3ricos, se les regal\u00f3 una herramienta maravillosa.\u00a0 En el Hiperespacio, todo es posible.\u00a0 Hasta el matrimonio de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general y la mec\u00e1nica cu\u00e1ntica, all\u00ed si es posible encontrar esa so\u00f1ada teor\u00eda de la Gravedad cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Cu\u00e1l es la ecuaci\u00f3n matem\u00e1tica m\u00e1s hermosa del mundo? - BBC News Mundo\" \/><img decoding=\"async\" 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alt=\"Cu\u00e1l es la ecuaci\u00f3n matem\u00e1tica m\u00e1s hermosa del mundo? - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"La ecuaci\u00f3n que Stephen Hawking quer\u00eda en su tumba - 15\/03\/2018 - EL PA\u00cdS  Uruguay\" \/><img decoding=\"async\" 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alt=\"Proponen nuevo enfoque de Ecuaci\u00f3n de Euler | Bolet\u00edn BoCES\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWQAAACOCAMAAAAxbYJCAAAAhFBMVEX+\/v7\/\/\/\/9\/f0AAAD4+Pja2tpTU1P39\/fIyMjk5OTz8\/Pw8PDQ0NDBwcHq6urJycmWlpY6OjptbW2srKxlZWW2tradnZ2lpaXf399cXFyJiYkeHh6CgoLW1tYsLCxFRUV1dXUzMzO6uroYGBhWVlZMTExCQkIRERGQkJB8fHwoKChpaWlQJS83AAAM8klEQVR4nO2dC5eiuBKAqQRERBFFXr7Ft\/7\/\/3erkoDa3ag47m37nPrO7sx0D4ZKpVKvpHcti2EYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmGYv4NALPhtKe4jAEhKUffX+ID+e9BTqXvwt0DhlGSfJtcNQGqGWlMw+lcrQer+f4r2FCgV2YH90bYswA48H+plpM0o7I5LSyE+byq07tDe9j5PsitgtliOB7lfIyQaL9jpdj4\/taLZ1PtAWxaiP5Ky\/8lKhr6coY2OJtpIS99WqRJ1HMtdFx+ZzeUAvcYvyXkHkUHrw5U8mpCx9mVbRTUVRYTyxNpmAcZyhL+CAG8\/Bevj4jhJCiMt\/ocC7laSX+7LnlYyuV1QYU4bNSRy0QEVXmBZwOclS4LE\/2wlWzCUIepvLDtKSjTkjt9xbdt2Y5fyNkei+oWaC\/S9D5wJCmd\/vJL7UibodrtaSEgGUsr1fLBaLyjIQS43ynco2yan8YFO2fp0JVtQSDnfdEAon5CcxvvpdCn3o7FPakVDjkHVISqZVl7k8\/h4JVuQopZ7pEPU8sGHkwVduTR+OZFSpW0icDzPc\/wPTOGsP6Bk6A16LSkL5QdQrdkIIJQp6Gp1KU82WTA44Wm9Cr2P9BYfr2S02h64Uykz0O2JNAVrhLmzTuaGcmFbSt2wQ82Tuv9LacokHe5UoF8\/Ikx2oVoDYAYQYIzmHwV6Xo57g1i5JH2O5RRUegx5Bv5K0uj01RGVrP4IHbMOVx81iDclzyo3NzSYASglUzEiSpXoEcS\/R2lhv8M9gj9vkWS2zG1lQL4EyOQEXI8MGNOOiastuSd39tXbjS5e0Modqp5lg\/GMJfd1M9F8S2v334USb1goVHJncKL1BzlElQY9CDHk9fCLXqSKk86e0mR610FOr+y17M2ppONN\/VwhzIBqzCaTgA1ZsijXBl4b5keZbPcdpnyQ1JhwqOKD7lZ9FcsDLD1LOce2HHgkrj\/AXO7qfQDXU3mLIeMgcZgkYRgWQQNfKCyv2Mtl5mpvgQYxC0MaJcrEP1szxNN32I873cdOsUqomp5JeQSqsVfDBLRPgN5pEnZn0UYu3YsuwQvDg55KGMbvyusAXEwnx+30JJMGShbdXr\/fxoWxtCcWdnctt+04l\/kXM7wzqLhyN9ff3ciO+GGtmmmeCo70kAag7DYqlJttJ30wZYcAuxifz+M4KO2Yvo358zCNh3JdxFMKmW8yZVxSefIBvLV8uj8MqhK92k\/4dTCnbENs5PgyygOrVrnUN7+HuRflVF8\/2HS+ulpWagJbLacu70oHp\/tF6pHLFgaRx\/idIU4Cfy3qz1WaiQLk+XOcU2fRwJRVK0tYUMUoQarxVcrUuhyYPIjOQi\/WzSP4nSMWat+nJ5qq2SQ7ZqX1aZOunkuRdZS7DrPgjSlMrigowsF7X3YBCxnhezAApA3WjYRV0VuntQKLqa2upEYX\/ZTxo34MCOLbYkuAv8YKwvliyjf29qyI2gT0WeklQt\/07fX53mVkt2PsBX8LRPN3fsNoJ1BTQqchHzb8hFZuudOsS94nYIsbAWP1ifou5RT8dDpN6s5\/9AJ1KbZXZ2w053SL632E25qgOx5P25e9fiuVMEWQOUMvKyIA849yt+V6X1KHch7GxM1gtrYXdQz7hoRUH8tAIRcuuJFc17nk8jzB\/Hr9ZrPjkGBPFWt7R03ccur9\/cjvnPa7rG5goYtfUq2uB8iqUOsJmhLYl8dgit8s5Gp5Y3XXAt7kXVblEp5WxdWsBLSa5ABPoDb4ZLeSedSpKwGgmoRlYtnVjIw01FdcrPaDQ1amPcLqyBUG1KXs1jk2GoCUrIYxbV\/8hkubK72YsoCIls6VZ\/fHozh80u63S5QAl6j2NNURIKUA3fc2MkDMZS8YKHuqfcRspjJsCLvEtV1Xb4ijXNpH3OWXPYZ6pyiy2dd7ISEqS9beD9dvSIF9KVuX5FVYLfRkWFYs4ccLEvhpT1Yk2hTsZrhuNRptmc47e3I4vUyuA0wwhlbtFoPeNjdsXdqw8bZ1IdfHkmtZYMo\/Dy5eE+0P06FAbt2agSHc4IhygeMeoUxeA2rzUui5OqUVuwnacILx+eeRhHArQ+55Ku9x81YzFl4ZFdA3Dd\/c+ERV5AIyKYPaU3GI5wPDqUOmFDjXqBDtyTUa20SdNpiZWx5ucrTwPqapP487XQ0GKznfDVajsnCEZKci0pq666UO0QYCNNbcrpNQ2M4MJZkRvjqUtpyGzNzqbavbOvsNiDOqgjZkUusvxI3rEiqbuorR1IrFpdoICsutS7KPQe00Xp69+uSLPj9TPlkdBKm+46BQSk7kxLsoGabbsJXWVwbX7iKkiAkPnbL49g09EhncPnuvksGfYFZA9ry1654RlpHYbOkvi6Gi1oiWCl3P3imdMj69PIDqMdcaoGV8ssm5UcnFSZdqnlQD6sfAmXv2nesnAHavIiv3RM07hbkU8LUEquYaYTn13vsB0JYYzTGjlRhRTZPaTPkqUa1CkNBZ\/c3fkNCu8qECcnkodSFw6FUalKfuZlzrpievUriivHVCX27G5uBzI09uVU3m8tw3WtaprhHQuFG4zneUhF+VeDVh9UH\/ey1XnV2MVM\/CuijiVhmNAZG1ULtU5QzlNqM+j1DpuEvnX1VOdy1Q+SeyX2FOz0RwwKjuq1a4bNvmIzCbT+Rk6qrnbF0odOi3ztUMdTFi3gJ2IocZGb\/rbKUcBqqkEOS8pdyqxQBha2P06VqCe7utnmqy0yC94XdD1x+0g0jKc9BRpYFN+kAXRhJ1muq2GhdrkDSOUgfnkUVp5IJ\/noEzCoLdUAhnH9SZg7nZa26ZCdFLozhF32r5UZQGerrQz\/0gGsgRtTK8kQf9od2bpwBp6+rICoIoq1JU8NIoTWhoP4kQ3TkDe5qK7pTuopCzxgxvGkF4wtJnmLzQJqMVX+V1du7GKb2ZqnoohkCv682xlI3yF6+wClE206o\/zPYBxCu36GIiNT7WesFye4rSXZjQoX23MKkrmTZmvKhEFNSHsNXphTsQi6pNK3SVU+0Xq+ybXUZURxd0toHxaETRbIv+BBP7biuEbOK91FWHY5HXumwTznHDwBHfu02gl6xsmMev+gt1LCLKfiV9FeN4xzNapOzbI7v21i4pwSlUSmpZ5l+9tUWpePQcoAMbpRdhDuRuoSfd2RSqTV66m2qGVuXmLVPAo4CDVF35OauiWrZx+TDdHLcgfSXTQsnjbq9eyVW3TtjbFIJJGzC2BM7x1XYc6IpZd3V182d6BnuNmxBWSdGt74+gn1rSpaexDtNlHVv+hIB6wlGnP4IKOBXPfF2aOKFvugtaAlFdkNKfvJR5Rg825m9kXBkmVpZScCLJ+0+85JVohIKhceb32mumt+SjggsqNb11P6zvcjUGFnR7rO9YsFzd3R\/ivIuLocQarD53LRaHODomSofoT1OZOSBOudPM\/NDy\/OMoisOhujFRzIW\/HQU+eo+p33Ak\/bS77Gbp1qkrQy\/yO9K3h4MgsNzdZva+C0bQyYdRez7GLZLedfTQHpFxjeXcrveKYM+6TkcZqz8Yp20ZzgDypGGLVjnqoNv1dAERTaIkWaSu5VLTr0mvzTTuIRi1WoP95tGVIcpAoySeJJhbjML36RjzqV7bAadPJbF\/bwKwVDJ2qCNZJ6RlWrdUlRRd9N8z0orT9LBB1zKqt0sfPGSFsAtaumbGpcSAMmT3R\/Dw05A6hQttiiiO\/cYfQYLoYAKhKMu7GjIVIOy5rO2PlsFLOf1xrMtxfWrVUGBzuKF+sycA5qDux0PYO4Pgfsi0gxFWf\/l4re3cA\/0Wda7ylmtNBKRls\/rhMqt\/XLl5WAqp051pXK7Zv1kE+KuaZtM9CfQtrWA6Tct9b7sPP2V1Rpnpvr4XLPQajFn2gh89pmom6y3SYrX4QtamDLG7wiA9kp7O4p961X91mba+sfLDszDMf+6ifwPec\/XKeumnGpWOHXWAMN52rCeVbD39WFNEEz8H8c62xMMIr6s2Udvja8Yr8yaHNZ\/7lvnBnGff9J\/dpX3ygp1KHZxt8NyB5fVlh3\/kpR+3U+Xn+LpUeuZDzd\/zZkhef+uYNtFvS\/MITBHOqrv0mT98UwflY4sZUCvwiTj9y9BG2qkb9o992ydBh8ozVWqE2W\/L8hByyS06ksCq4i+ZMljH9ZlOr+fLz\/ypoVsAUrqsYB1e7lf+BjCWe4U6H\/xtaR5BNryU2+Xos\/+rBl8RQcm7rj3+p5A3znpdt1lH6de5uhHwN7RcXgP4bUkaYfpI4hMSymeortH+HUR1l+Lz\/gsGPwP6COYvKZlhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGOYPc\/\/\/a8K8g\/8BgxSEpWXUCqoAAAAASUVORK5CYII=\" alt=\"Cuestionando fundamentos, los 100 a\u00f1os de la Relatividad General de Einstein\" \/><img decoding=\"async\" src=\"http:\/\/hyperphysics.phy-astr.gsu.edu\/hbasees\/Relativ\/imgrel\/emc2b.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">NO, ninguna de estas ecuaciones (aunque todas son muy importantes), describen esa que buscan sin cesar y que llaman la de la Teor\u00eda del Todo, que lo podr\u00e1 explicar todo&#8230; <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se pas\u00f3 los \u00faltimos 30 a\u00f1os de su vida busc\u00e1ndola, recuerdo haber visto a la gente amontonada delante de un escaparate de la Quinta Avenida de Nueva York, y, al preguntar, me dijeron que all\u00ed expon\u00edan las \u00faltimas ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de esa Teor\u00eda.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed que, los te\u00f3ricos, se han embarcado a la b\u00fasqueda de un objetivo audaz: buscan una teor\u00eda que describa la simplicidad primigenia que reinaba en el intento calor del universo en sus primeros tiempos, una teor\u00eda carente de par\u00e1metros, donde est\u00e9n presentes todas las respuestas.\u00a0 Todo debe ser contestado a partir de una ecuaci\u00f3n b\u00e1sica.<\/p>\n<p style=\"text-align: justify;\">\u00bfD\u00f3nde radica el problema?<\/p>\n<p><!--more--><\/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=\"UN PORTAL HACIA OTRO MUNDO (\u201cEl Gran Colisionador de Hadriones o Acelerador  de Particulas\u201d) | by Josue Oceguera | Medium\" \/><img decoding=\"async\" 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\" alt=\"LHC, a las tres de la madrugada | El Cedazo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Gran colisionador de Hadrones es como un portal para otro &#8220;mundo&#8221;. Sin embargo, no tiene la energ\u00eda necesaria para llegar hasta la Teor\u00eda de Cuerdas que requerir\u00eda la energ\u00eda de Planck, es decir, 10<sup>19 <\/sup>GeV, una energ\u00eda que s\u00f3lo est\u00e1 presente en los grandes eventos del Cosmos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El problema est\u00e1 en que la \u00fanica teor\u00eda candidata no tiene conexi\u00f3n directa con el mundo de la observaci\u00f3n, o no lo tiene todav\u00eda si queremos expresarnos con propiedad. La energ\u00eda necesaria para ello, no la tiene ni el nuevo acelerador de part\u00edculas LHC.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/5f\/Interacciones_del_modelo_est%C3%A1ndar_de_la_f%C3%ADsica_de_particulas.png\" alt=\"Archivo:Interacciones del modelo est\u00e1ndar de la f\u00edsica de particulas.png -  Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La verdad es que, la teor\u00eda que ahora tenemos, el Modelo Est\u00e1ndar, concuerda de manera exacta con todos los datos a bajas energ\u00edas y contesta cosas sin sentido a altas energ\u00edas.<\/p>\n<p style=\"text-align: justify;\">\u00a1Necesitamos algo m\u00e1s avanzado!<\/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 INTERESANTE SPAIN: EL BOS\u00d3N DE HIGGS Y LA PART\u00cdCULA DE DIOS | Bos\u00f3n de  higgs, Libros de fisica cuantica, Particula de dios\" \/><img decoding=\"async\" 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\" alt=\"El Bos\u00f3n de Higgs o Part\u00edcula de Higgs - (Explicaci\u00f3n Breve). - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se ha dicho que la funci\u00f3n de la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> es la de dar masa a las otras part\u00edculas y cuando su autor lanz\u00f3 la idea al mundo, result\u00f3 adem\u00e1s de nueva muy extra\u00f1a.\u00a0 El secreto de todo radica en conseguir la simplicidad: el \u00e1tomo result\u00f3 ser complejo lleno de esas infinitesimales part\u00edculas electromagn\u00e9ticas que bautizamos con el nombre de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, result\u00f3 que ten\u00eda un n\u00facleo que conten\u00eda, a pesar de ser tan peque\u00f1o, casi toda la masa del \u00e1tomo.\u00a0 El n\u00facleo, tan peque\u00f1o, estaba compuesto de otros objetos m\u00e1s peque\u00f1os a\u00fan, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que estaban instalados en nubes de otras part\u00edculas llamadas <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> y, ahora, queremos continuar profundizando, sospechamos, que despu\u00e9s de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> puede haber algo m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"III) La part\u00edcula de Dios - Conec\" \/><img decoding=\"async\" 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\" alt=\"El colapso del n\u00facleo de las estrellas : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, la idea nueva que surgi\u00f3 es que el Espacio entero contiene un campo, el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, que impregna el <span style=\"text-decoration: underline;\">vac\u00edo<\/span> y es el mismo en todas partes. <span style=\"text-decoration: underline;\">Es decir,\u00a0<\/span>que si miramos a las estrellas en una noche clara estamos mirando el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.\u00a0 Las part\u00edculas influidas por este campo, toman masa.\u00a0 Esto no es por s\u00ed mismo destacable, pues las part\u00edculas pueden tomar energ\u00eda de los campos (<a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a>) de los que hemos comentado, del campo gravitatorio o del electromagn\u00e9tico.\u00a0 Si llevamos un bloque de plomo a lo alto de la Torre Eiffel, el bloque adquirir\u00eda energ\u00eda potencial a causa de la alteraci\u00f3n de su posici\u00f3n en el campo gravitatorio de la Tierra.<\/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=\"13 Relatividad\" \/><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-Q7ReiyrCPDk\/WIkZfchD3wI\/AAAAAAAAAfI\/6GVAA4GEDQYzegvcPq0_E5bkFhajW9cVACLcB\/s1600\/masa%2Brelativista.jpg\" alt=\"M\u00c1S CIENCIA, POR FAVOR!!: La falsedad de la &quot;masa relativista&quot;\" \/><\/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 \u00a0Por eso hablamos a veces de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de la masa<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como E=mc<sup>2<\/sup>, ese aumento de la energ\u00eda potencial equivale a un aumento de la masa, en este caso la masa del Sistema Tierra-bloque de plomo.\u00a0 Aqu\u00ed hemos de a\u00f1adirle amablemente un poco de complejidad a la venerable ecuaci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>.\u00a0 La masa, m, tiene en realidad dos partes.\u00a0 Una es la masa en reposo, m<sub>0<\/sub>, la que se mide en el laboratorio cuando la part\u00edcula est\u00e1 en reposo.\u00a0 La part\u00edcula adquiere la otra parte de la masa en virtud de su movimiento (como los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en el acelerador de part\u00edculas, o los <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a>, que aumentan varias veces su masa cuando son lanzados a velocidades cercanas a c) o en virtud de su energ\u00eda potencial de campo. Vemos una din\u00e1mica similar en los n\u00facleos at\u00f3micos.\u00a0 Por ejemplo, si separamos el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> y el <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> que componen un n\u00facleo de <a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a>, la suma de las masas aumenta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Dibujo20110805_Kitazawa_higgs_mass_estimation\" src=\"https:\/\/francis.naukas.com\/files\/2011\/08\/dibujo20110805_kitazawa_higgs_mass_estimation.png\" alt=\"\" width=\"458\" height=\"195\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0La f\u00f3rmula de Kitazawua predice 12o,611 GeV\/c<sup>2<\/sup>\u00a0para la masa en reposo del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero la energ\u00eda potencial tomada del campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> difiere en varios aspectos de la acci\u00f3n de los campos familiares. La masa tomada de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> es en realidad masa en reposo. De hecho, en la que quiz\u00e1 sea la versi\u00f3n m\u00e1s apasionante de la teor\u00eda del campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, \u00e9ste genera toda la masa en reposo.\u00a0 Otra diferencia es que la cantidad de masa que se traga del campo es distinta para las distintas part\u00edculas.<\/p>\n<p style=\"text-align: justify;\">Por encima de este punto \u2013antes de alrededor de un minuto y cuarenta segundos desde el comienzo del tiempo- no hay n\u00facleos at\u00f3micos estables.\u00a0 El nivel de energ\u00eda en el ambiente es mayor que la energ\u00eda de uni\u00f3n nuclear.<\/p>\n<p style=\"text-align: justify;\">Por consiguiente, todos los n\u00facleos que se forman, se destruyen de nuevo r\u00e1pidamente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/downloadwap.com\/thumbs3\/screensavers\/d\/new\/abstract\/warp_velocity-181248.gif\" alt=\"Velocidad de deformaci\u00f3n GIF - Descargar &amp; Compartir en PHONEKY\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fotones que se mueven a la velocidad de c por todo el Espacio Interestelar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Alrededor de un segundo desde el comienzo del tiempo, llegamos a la \u00e9poca de desacoplamiento de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>.\u00a0 Aunque en esa \u00e9poca el Universo es m\u00e1s denso que las orcas (y tan caliente como la explosi\u00f3n de una bomba de hidr\u00f3geno), ya ha empezado a parecer vac\u00edo a los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>.\u00a0 Puesto que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> s\u00f3lo reaccionan a la fuerza d\u00e9bil, que tiene un alcance extremadamente corto, ahora pueden escapar de sus garras y volar indefinidamente sin experimentar ninguna otra interacci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/25\/02\/d6\/2502d648c6da5e2161b984b1208b4a27.gif\" alt=\"Part\u00edculas | Sincronicidad, Arte de la ilusi\u00f3n \u00f3ptica, Texturas photoshop\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed, emancipados, en lo sucesivo son libres de vagar por el Universo a su manera indiferente, volando a trav\u00e9s de la mayor parte\u00a0 de la materia como sino existiese. (Diez trillones de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> atravesar\u00e1n sin causar da\u00f1os el cerebro y el cuerpo del lector en el tiempo que le lleve leer esta frase.\u00a0 Y en el tiempo en que usted haya le\u00eddo esta frase estar\u00e1n m\u00e1s lejos que la Luna).<\/p>\n<p style=\"text-align: justify;\">De esa manera, oleadas de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> liberados en un segundo despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> persiste a\u00fan despu\u00e9s, formando una radiaci\u00f3n c\u00f3smica de hondo de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> semejante a la radiaci\u00f3n de fondo de microondas producida por el desacoplamiento de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Neutrinos, los mensajeros c\u00f3smicos que atraviesan nuestros cuerpos y los  cient\u00edficos buscan en la Ant\u00e1rtica y en las profundidades del mar - BBC  News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Neutrinos los viajeros c\u00f3smicos que atraviesan nuestros cuerpos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si estos <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> \u201cc\u00f3smicos\u201d (como se los llama para diferenciarlos de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> liberados m\u00e1s tarde por las supernovas) pudiesen ser observador por un telescopio de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> de alguna clase, proporcionar\u00edan una visi\u00f3n directa del Universo cuando s\u00f3lo ten\u00eda un segundo.<\/p>\n<p style=\"text-align: justify;\">A medida que retrocedemos en el tiempo, el Universo se vuelve m\u00e1s denso y m\u00e1s caliente, y el nivel de\u00a0 estructura que puede existir se hace cada vez m\u00e1s rudimentario.<\/p>\n<p style=\"text-align: justify;\">Por supuesto, en ese tiempo, no hay mol\u00e9culas, ni \u00e1tomos, ni n\u00facleos at\u00f3micos, y, a 10-<sup>6<\/sup> (0.000001) de segundo despu\u00e9s del comienzo del tiempo, tampoco hay <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> ni <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.\u00a0 El Universo es un oc\u00e9ano de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres y otras part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\">Si nos tomamos el trabajo de contarlos, hallaremos que por cada mil millones de anti-<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"LEGO\u00ae Antiquarks and Mesons \u2013 Dr Ben Still\" \/><img decoding=\"async\" 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\" alt=\"What is quark colour confinement? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">quarks existen mil millones y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a>.\u00a0 Esta asimetr\u00eda es importante.\u00a0 Los pocos <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> en exceso destinados a sobrevivir a la aniquilaci\u00f3n general quark-antiquark formaran todos los \u00e1tomos de materia del Universo del \u00faltimo d\u00eda.\u00a0 Se desconoce el origen de la desigualdad; presumiblemente obedezca a la ruptura de una simetr\u00eda materia antimateria en alguna etapa anterior.<\/p>\n<p style=\"text-align: justify;\">Nos aproximamos a un tiempo en que las estructuras b\u00e1sicas de las leyes naturales, y no s\u00f3lo las de las part\u00edculas y campos cuya conducta dictaban, cambiaron a medida que evolucion\u00f3 el Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Viaje a la escala electrod\u00e9bil | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y  Ciencia\" \/><img decoding=\"async\" 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\" alt=\"La era electrod\u00e9bil\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La primera transici\u00f3n semejante se produjo en los 10<sup>-11 <\/sup>de segundo despu\u00e9s del comienzo del tiempo, cuando las funciones de las fuerzas d\u00e9biles y electromagn\u00e9ticas se reg\u00edan por una sola fuerza, la electrod\u00e9bil.\u00a0 Ahora hay bastante energ\u00eda ambiente para permitir la creaci\u00f3n y el mantenimiento de gran n\u00famero de <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> w y z.<\/p>\n<p style=\"text-align: justify;\">Estas part\u00edculas \u2013 las mismas cuya aparici\u00f3n en el acelerador del CERN verific\u00f3 la teor\u00eda electrod\u00e9bil \u2013 son las mediadoras intercambiables en las interacciones de fuerzas electromagn\u00e9ticas y d\u00e9biles, lo que las hace indistinguibles.\u00a0 En ese tiempo, el Universo est\u00e1 gobernando s\u00f3lo por tres fuerzas: la gravedad, la interacci\u00f3n nuclear fuerte y la electrod\u00e9bil.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.iac.es\/cosmoeduca\/universo\/imag-charla2\/imag-275\/guion-charla2_clip_image013.jpg\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQVVJqlR3inS2VPmr8PdwdiLY5hPwmrYc-pUQ&amp;usqp=CAU\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 En aquel tiempo no hab\u00eda estrellas ni galaxias que se formar\u00edan mucho millones m\u00e1s tarde<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">M\u00e1s atr\u00e1s de ese tiempo nos quedamos en el misterio y envueltos en una gran nebulosa de ignorancia.\u00a0 Cada uno se despacha a su gusto para lanzar conjeturas y teorizar sobre lo que pudo haber sido.\u00a0\u00a0 Seguramente, en el futuro, ser\u00e1 la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a> (de supercuerdas) la que contestar\u00e1 esas preguntas sin respuestas ahora.<\/p>\n<p style=\"text-align: justify;\">En los 10<sup>-35<\/sup> de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las condiciones c\u00f3smicas son a\u00fan menos conocidas.\u00a0 Si las grandes teor\u00edas unificadas son correctas, se produjo una ruptura de la simetr\u00eda por la que la <a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a> unificada se escindi\u00f3 en las fuerzas electrod\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/hips.hearstapps.com\/hmg-prod.s3.amazonaws.com\/images\/big-bang-conceptual-image-royalty-free-illustration-639549057-1552638775.jpg?resize=480:*\" alt=\"Breve historia del Universo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Dicen que al principio solo hab\u00eda una sola fuerza (la Gravedad) y, de ella surgieron los otras tres para hacer el Universo que ahora conocemos. M\u00e1s tarde llegaron las constantes universales que conformaron el escenario del Cosmos que habitamos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Elaborar una teor\u00eda totalmente unificada es tratar de comprender lo que ocurri\u00f3 en ese tiempo remoto que, seg\u00fan los \u00faltimos estudios est\u00e1 situado entre 15.000 y 18.000 millones de a\u00f1os, cuando la perfecta simetr\u00eda que, se pensaba, caracteriz\u00f3 el Universo, se hizo a\u00f1icos para dar lugar a los simetr\u00edas rotas que hallamos a nuestro alrededor y que, nos trajo las fuerzas y constantes Universales que, parad\u00f3jicamente, hicieron posible nuestra aparici\u00f3n para que ahora, sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.gtd.es\/sites\/default\/files\/styles\/detall_blog\/public\/blog\/IA_6.jpg\" alt=\"La Gran Teor\u00eda Unificada de la Inteligencia Artificial | GTD Blog\" \/><\/p>\n<p style=\"text-align: justify;\">Ese es el sue\u00f1o, tenerlo todo incluido en una potente Teor\u00eda unificada que lo responsa todo<\/p>\n<p style=\"text-align: justify;\">Pero hasta que no tengamos tal teor\u00eda no podemos esperar comprender lo que realmente ocurri\u00f3 en ese Universo beb\u00e9.\u00a0 Los l\u00edmites de nuestras conjeturas actuales cuando la edad del Universo s\u00f3lo es de 10<sup>-43<\/sup> de segundo, nos da la \u00fanica respuesta de encontrarnos ante una puerta cerrada.<\/p>\n<p style=\"text-align: justify;\">Del otro lado de esa puerta est\u00e1 la \u00e9poca de Planck, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, llegados a este punto podemos decir que la clave te\u00f3rica que podr\u00eda abrir esa puerta ser\u00eda una teor\u00eda unificada que incluyese la gravitaci\u00f3n.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F16%2F%25c2%25a1son-tantas-las-cosas-que-no-sabemos-2%2F&amp;title=%C2%A1Son+t%C3%A1ntas+las+cosas+que+no+sabemos%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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F16%2F%25c2%25a1son-tantas-las-cosas-que-no-sabemos-2%2F&amp;title=%C2%A1Son+t%C3%A1ntas+las+cosas+que+no+sabemos%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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En el modelo est\u00e1ndar se consideraba inicialmente al\u00a0neutrino\u00a0como a una part\u00edcula sin\u00a0masa. De hecho, en muchos sentidos se la puede considerar [&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":[22],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3030"}],"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=3030"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3030\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3030"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3030"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3030"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}