{"id":1855,"date":"2020-07-22T09:04:49","date_gmt":"2020-07-22T08:04:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1855"},"modified":"2020-07-22T08:05:34","modified_gmt":"2020-07-22T07:05:34","slug":"libreta-sobre-la-materia","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/22\/libreta-sobre-la-materia\/","title":{"rendered":"\u00a1La Materia! Ese gran misterio"},"content":{"rendered":"<p><strong><span style=\"text-decoration: underline;\"><span style=\"font-size: medium;\">La MATERIA &#8211; \u00bfviva? \u00bfinerte? &#8211;<\/span><\/span><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><strong><span style=\"text-decoration: underline;\"><span style=\"font-size: medium;\"><br \/>\n<\/span><\/span><\/strong><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxQTEhMTExIWFRUXGBgWGRgXFRsYGRgbFxsWGBgXFxoYICggGBolHRUVITIhJSorLi4uGB8zODMsNyotLisBCgoKDg0OGxAQGy4mICUwKy0tKzcyLi0tMC0vLS0wLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAPoAygMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAFBgACBAMHAf\/EAEUQAAIBAgMDCAYHBwIHAQEAAAECEQADBBIhBTFBBhMiMlFTYXEVgZGSsdIWM3KTwdHwBxQjQlKhsnOiJDRDYoLh8aNj\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF\/8QALhEAAgECBQMDAwQDAQAAAAAAAAECAxESExQxUQQhYTKBsSJB8DNxkeEjQlLB\/9oADAMBAAIRAxEAPwD1S1tjB5RqNw\/6TfLVvTGD7R9y3y0l2uqPIfCtSYK6QCLVwg6ghGIPkYrLMkehpYLdjV6YwfaPuW+Wp6YwfaPuW+Wlb0fd7m59235VPR93ubn3bflRmSFpqfI0+mMH2j7lvlqemMH2j7lvlpW9H3e5ufdt+VT0fd7m59235UZkg01PkafTGD7R9y3y1PTGD7R9y3y0rej7vc3Pu2\/Kp6Pu9zc+7b8qMyQaanyNPpjB9o+5b5anpjB9o+5b5aVvR93ubn3bflVbmDuKJa26gcSjAe0ijMkGlp8jX6YwfaPuW+Wp6YwfaPuW+Wk2pSzWVpIcsbLG2cGAZjrN\/wBFzvYkfyV09OYP9WH+Sk23x8z8TVqrNFpI8jh6cwf6sP8AJU9OYP8AVh\/kpPqUZoaOPI4enMH+rD\/JU9OYP9WH+Sk+pRmho48jh6cwf6sP8lT05g\/1Yf5KT6lGaGjjyOHpzB\/qw\/yVPTmD\/Vh\/kpPqUZoaOPI4enMH+rD\/ACVPTmD\/AFYf5KT6lGaGjjyOHpzB\/qw\/yUBxO08MXYiIzH\/pN2\/ZobQ+71j5mtKdS7Jl0sV9zda6o8h8K9D2N9Ra+wvwrzy11R5D4V6Hsb6i19hfhWNPcrq\/SjZUqVK2PPJUrjexSIVV3VS5hQzAFj2KDvPlV7hG4mM2g1gzB3eMAn1UAXqV57Zt47C80uJvs45xwl3nQFCrbckYhjE6ojgwxhXB3wWHkjs68lt2xGL\/AHkueiyscgUbikbid53xoAazjO7tYhSv9jBsXFXycTZuYgMpd7aXFdc1nUg5iYObpLl3mQZ3Vx2Zct\/uF5ExDYghlZrjK4ksywOnv0Ubqwph0Xm0fZmYXL9xra65siZVRrudiQTzjHKdOgTA3017bwiW8NeyIq5mDtlESxZZYxx0rKKf8J8\/cqgnjj\/Yl1KlSke4Vt8fM\/E1aq2+PmfiatQBKleZbf5XYu1ib9tLoCq7Ko5tDAHiVk0P+m+N74fd2\/lrdUJNXOV9XBO3c9dqV5F9Nsb3w+6t\/LVhy0x3fD7q38tPTyFrKfn89z1upXkh5Z47vh91b+WqNy2xw\/6w+6t\/LRp5Brafn89z16pXjp5dY7vh91b+WqHl5ju+H3Vv5aWRINZT4f57nstSvPeQPKfE4nFG3euBkFpmgIi6hkAMqAeJr0KspRcXZnRTqKauiUPu9Y+ZohQ+71j5mtKW4TN1rqjyHwr0PY31Fr7C\/CvPLXVHkPhXzDctcZmuWbFmwVsCMz59QN25t5g+HlWLrQpLFN2Rj1FOU0kh\/wBuYl1RFtELcuOttWYSFmSzRxhVaB2xQXZG2cVzwt4hFiSgyoys0HS9qxGUgTAGmuukUmN+0C7isqtbS2bU31ZZaWtKWCkEiF3zqCRppqRWz+1XFGA1qwJI1CPoPJrgHtYVFStFtNSa29\/H9nFGlLE7r7D02CS9tC+LihwuHtqARMZmYyOwyN41oTyT5OPaxWa49xja5zUjosxOWRmBIzKxYwZJiSRvX8bysxCKuNRrRuPNtlCnmylssRo3SYiWJKtx4gVY\/tYvlQow1oPuzF2KyeOQAED\/AMjUylTcotuzTb\/fx8EU6Labtz7dx35a7PTEJhrVxiA2ITdE9S5ukHhNW5MMtprmEQNltklMxk6Zc+bzZ8w+1wpDwW2cRjA7viMt1IeyQioluZ6YGrMpykS86A6Djjt8t8bauMrrh1uMAWvNaJbLpDDI2VgdI0gmKqVRY1Jdue26tt\/IQpq8r7nqN65\/x9peH7teP\/6YeuvKX\/lrn\/j\/AJLXkt2+9yxcxL4u7zq3EZLrKUiJVcqpJVTzjGB2g5YOv3Z3KjGPeXD3cULttpmAjAwpYQ4UNoQPZVahbNbmtGned09mH6lSpTPUK2+PmfiatVbfHzPxNWoA8V5V\/wDOYn\/VahirNE+VI\/43E\/6rVnw1ia9KGyPEqP6n+7K2rFakw1bsJgiaY05M3Vtc6y5V03wD0txjfxHtrVIwchSOErPdwvhXoN7k2BZVw4LEmU4gdo7Y49mnnQzGbBZVDaajNHECYk+unhuLEId+xWJxTRjtnkcKBYrDkVDRomMf7Kv+db\/Rf\/K3XrdeSfsqH\/Gt\/ov\/AJW69brz63qPW6T9MlD7vWPmaIUPu9Y+Zp0tzaZutdUeQ+FJO0dp3Ld3E20MLcYg9o3zl10JBgnyp2tdUeQ+FJO19l3mv3WW05BYkEDfXD1UcUbWuOQGBqVu9D3+5f2VPQ9\/uX9lceCXDIscb+Nd0VCeipJAjiYnXed06ms9bvQ9\/uX9lT0Pf7l\/ZTcZvdMUYqPZGnYeKFtLpXRgj6NudmMgdsZLZHbLt4Vls2EzkWmDaLBcAhVI1NwGc2WVUDidw3Cvvoi\/u5l48uz\/AOmvnojEaxauCRGg4dlaqUuyaZk6Lu2vuFsRjQtkrBZGZbmVtTcQm4ku29WJth8w3FkG4RWHk7l\/e7eWcstGaJ6jb40qmI2diXILWnMKFGm4DcPLjHjWzk\/s26mIts1plUZpJGglWH40+7muxVGlgHOpUqV2nSVt8fM\/E1aq2+PmfiatQB5Dt\/Cs2LxTBSQLpkgaCTpNFuTOCSZuLmUkWz2pnBAuAbjBAHr8q4bUtf8AF4g9txh\/eQf7fGjGyraKQWYKGBUyCRG\/WN8GD6q9anH6UeBV7yl+7Cex9hMZyLmuDPlWOiSgG8+JOg9tNN1Ui5nQC7+7qUYyJK22WOwHSJ\/sI1FbP23zZdrVyDmXMMq\/zA67t5KyI4GuGP2qt201xmllZlDbjDsJzcDGad3xrTA\/uc9zANpBhYdoAglwqgCYGYwIGaZHrrouPBcXLdo3U6xVtDkUazExGh46mpsO\/gjgnS8Jc5wusuWacuUjUTAMbteNDdjYRmDZ2KZEXm8wjM0QdOEQwP2hVbjsEeWDW7zh1tm10EBVhxOg6sjcQPVQO5snBGziVN8nEoha2MrKhyjP0ZGpKiIaIndX3GY5iWUDUZSdICmC2\/joJrBzK3UuMc+b+U8JJzMDPCIiOz2S49ikmcf2apGOb\/Rf\/K3Xqdec8g8PlxpP\/wDJ\/wDK3Xo1eb1CtM9ro3emSh93rHzNEKH3esfM1NLc3mbrXVHkPhVqra6o8h8KtWJZKlSpQBKlSpQBKlSpQBKlSpQBKlSpQBW3x8z8TVqrb4+Z+Jq1AHmG2GP73e3RzhntidaN4NraiABfJzLkIXKCWMNrJiFGonrHtrntTkniLl+7cVrWV3LCXYGD2wp1r4nJLEcWte83y16cKsFFdzxZ0KuJ2iU25tIiy14CGYqJ0\/k6MRPUIMg66lgaW1x7Qqq0yS5A4a7j2aieyCKa25JXj1jbPDrtuHDq13HJi7x5omZmTO6P6dRVqvDkh9PUf+rF62mHtliSXeZQBiMxKgrukQCwHD213weIu3Lirl1yNqeivQRmMk6ZjG7SSaPLybuifqtTO87939OldL+w77EEtbJBkdI6HwGWBRnw5DT1f+WDr+IS2oyCc4AYETIywQdNTmJmZGuvbWbGY5rjC5ceJBBVTmkePGYY9vGiFzkzfIAm3AmOk2k7\/wCXjWS9yRxJ3Na99vkpZ0OR5NX\/AJZ85IXQ2NbKAo5p4Ak\/zJxOp\/8AlPlKHJXk1fw+IN241srkZeizEySpG9Rp0TTfXD1ElKd0en0kJRp2kiUPu9Y+ZohQ+71j5mlS3Npjha5KPlH8Vdw\/lNW+ij96vummiz1V8hV6rBE87U1OfgVPoo\/er7pqfRR+9X3TTXUowRDU1efgVPoo\/er7pqfRR+9X3TTXUowRDU1efgVPoo\/er7pqfRR+9X3TTXUowRDU1efgVPoo\/er7pqfRR+9X3TTXUowRDU1efgVPoo\/er7pqfRR+9X3TTXUowRDU1efgT7PJZyDFxd7cDwJFX+itzvE9hpnwu4\/af\/Jq7UYI8BqanPwKX0Vud4nsNT6K3O8T2Gm2pRgjwGpqc\/ApfRW53iew1Porc7xPYabalGCPAampz8Cl9FbneJ7DU+itzvE9hptqUYI8BqanPwKX0Vud4nsNT6K3O8T2Gm2pRgjwGpqc\/ApfRW53iew1Porc7xPYabalGCPAampz8Cl9FbneJ7DQXEbBcMwzroSOPbXo9K+M+sf7TfE1cIpBqKj3Yy2eqvkKvNUs9VfIVlx1nMw04VMnYxNs18mhFys7VnmFqmH5qTS\/UDUZo8oYJqTSx+\/JJAOYj+nWK0WnDbxodNaWcN0Q\/NfaWMPgeZmNVOg7daYBVwniIlDCrnepXJN9dasg44XcftP\/AJNXUmuWF3H7T\/5NSryhuziHRmVVAtkSJJOpg8ANB7aUnbuNK7G\/MO2pNedWL92LrLZQkO2Rw4AuA6ydDEGRr\/TVg6XQiux55iAzqp\/hkDMUzDRSZywTrm41GMrAeh5hULUkeh5a0SRcS1qiOo6JjLmBjeASBPaa74q5Zh2KZ1IYXNA2XKNzKdddRAFGMWEcMw7amak22gUWixLqQAqBVhSdxEAbhpM7qybTxNpLy83Zi9ua4tksVTRsrFdYOm\/TShzHgH2ak153f2feW7buc\/FuSeqCWa4dVJ3BYbSBOg9Zu1ajSKMzwGAaZqA0hbQRblw2+uqAM6Bo6TdUnt04TxolyHzHnGdSpgLlIgiCYzRvMRru7KFO7sDhZXGylfGfWP8Aab4mmilfGfWP9pvia3gShls9VfIVW9wq1nqr5CvlyoYgXjjlPb4ASaFXdpCeo49UUd2ghK6b\/KaTMVsi65POYhyP6UAtj2iW\/wB1cs1ZnVT7oN274YSpH5UM2yj5dBm8Jgeuu2yNnra0WB4T8e00RAFRa5onZijYfGEQq2bQ4HpP\/aFE0y7KssqDO5duLERPqGgrLjrzoRlQMPA6iqWdtKOt0ftCP71N19y8LewzYc51jiCK3UtHGRbcqdcjEeYBIrv++sMpneK6KU00ZPp3J9g+m+utAtmY\/PdC68Z9ho7WyZz1KbpuzOOF3H7T\/wCTUr8psrXiuobKI36+IG4+NNGF3H7T\/wCTUs8osC1\/EG06xaCo4dXKuWDGVBEFAIHSBk5iNKVTuhQdmD1w9xMtu3kVWVzqpkNoYWCBqSx1ohdwSvbOXSRB\/EEcaFYnCi5cfLiXBskZQCNHg5pJHTBDAEGRM8d3Y9ZXw90hHY5x1l0B11nKwIAPbx1isSjXsbD3MoW48FZWAd+XiCdd0H119vbNCh1ToFyGYrvaImSeJCxO+uJ2YLlsc3fuBlnpBukGO8nTfVcTiLi80Hd26Lq6hBFwgLDExKjraTxG+gCuz2tXHDYcqyouRiGMAmDlAEidNeImimHJJJYQ3EcPCDxEVfCYW0lsuoVBGYtAUaDedwFDNo7T5uLoBuadJLQLkKAzBoXXU6fhpT2Dc4bUuC5f\/crqyjKt5d4Mo6sBI3EMoI8vOtd7nouIrICBKOyzAjUsJAJBn2Cud0XLtosAq37iruaRaXgZjUjWNNTPCqYn94QWpZbhzqrkDICoktI1gkA+ZjcKkoqcIqvz91+iinKyllABgsWE9Ikgamdw8ZL8msEVu3LrPLuiAjQRBYjd50LvYOy3OhQGR9SIlcx0IjdwFdv2e5gt1SgCqxRTmLFwjsoZpEyY7TVw3IlsONK+M+sf7TfE00Ur4z6x\/tN8TXTAhDLZ6q+Qr5cr7Z6q+Qr5cqBFCKG47D6EitGPvFRpQ9cUR4jiDWc1iR00acrXF+1tSzam7cvIgJgFjA0\/sK57e5RrbUkHQCSVI3ETIk67xurHy22ilpGt2LDvdvDpADoKCYzsYOU+Pr7K8w9GOouO4AUCSikwYkgqw6WbXQzuia5lFpWZtN9\/pXcaNqcurygrbVFYf1S7Gdd2mutauRt5MU2INy89y6REOCoVY1yLuXX17poLsbY+BulLuS6dDzlotuZY\/mJkgnWD\/bdTDg9k2rt\/nLdlkuHLOS451Xc76wD66JYbWKpxqP6vsNQfImXwitDX9B5ULsOXDhj0lOSSwiJ3n4a1oxjg25XUTEwYPkeNRQkrtXOunhbsFOTBm7Mzv+BptpP5LiHTxLf4mnCu6Ox5\/XL\/ACexxwu4\/af\/ACalTlPetm9ctqX5\/m1OVCykjUqCw0AJkantprwu4\/af\/JqA7YxNlcQQ1xVcqpy\/zEcDG8jSiZyx3MFtkurlKxwZGGq6biOHmPVRDA2VC83AhQAPLgD40AwWNF3F3lVWAgHpKykhQqkqGA0lonwrbitmaNlZ0zakq7TJ8zFYpmlirYPmy95FCqM2gMZ4OjNGnDf2H1VvxOJym02XMpmcnSiRIbThpGnbWLGX0XDizdIAYLajtDQs+Ag+qtOCuoFylwCgAMmBu3zu3a+umvAmV2Lfs3rt+4knKVtkMCpVhLHotqpIZdY1AHhXDGYxbF28UtBpth2C6MSMwE6cQInwrscato3GyMbZytnUAljEExMkRlAPnXHZeKL3GFy2FzsSDMyFACq07m3mBI360xGXC3Bh7yKilxdDNcIaSpEQwk9XpkZR2CBpRDH4jnMnMMrc3cm4J3QrdA9jdIGDuolctqRuoDiwvOslu6v8UFnUMC0AKmYEdUGI+FJjMn74hwwv2LqkOyFulI\/iOM+XsYZjp4UyclcKLZZV6sAxM6kkkydYJJoFtTBlrX7tbVUV0K85GqaRCjdmjceEbjW79nti2gdVfM4ADmdSVLLng8CQSDuiiPqQPYcaV8Z9Y\/2m+JpopXxn1j\/ab4muqBmhls9VfIV8uV9s9VfIVHFQIw4taFAJDHcZj\/4KO3bE0I\/d7rzNvJrxImO2RpO\/jWFZtR7HZSqLDa9jz7lBt1bbsjKoOpyXBu7GAE5pA3nUUM2fh+fUIlvOmuZipS2ZMkKWliK9F2zsBDaMYNbpXpAEDMzDtYmST2k1o2PYvZJuYcWm3BRBhRu3aVhKEto78l0pqN5P+BDw1vC2dHAAB6qlsk8eEGieG5SYZri2C+VGnRRkRiNwZ+PkKM7U5Mm7d5w2p3SOEzM5d26ue0+THOgJcsB0PDQQe0EaqfEVkqU73d2dLrQla7t\/4fbuycO50UqOwMQpPaRuNa0dk6DLmHDTQjy\/KuuH2SyqqrbICgAAmd27jXdLF7uzHjFaZbX2MZVFte582UgF5IEDpGP\/ABNMlCsJYbOhKEAT8DRWuulfD3OOvPE1+xxwu4\/af\/JqDbRw68+7wMxVVnjCyQPKWJ9dGcLuP2n\/AMmpc25hMQcSGsWyVYKHYlckAMZIzA5gdNP6vZcjJFMchCgqwVsygMwkQWAIjjIn+1dmLZ0UFIOYmZnSOqJ8aD43AY17lpXwyXUBL5syqgI0GZCxJOumpEidNK04jZGI5y3cWwmZJylejEgghzm6SQd3bB0isrGgSZLa5nIA0lmMbgOJ7AKFbN2bZvWCbcgXWa4elOrHdroABAjdpWp8JiLrsHsZLSEQM6tzh0IOh0UHgeI8Nc21tn4tchw9oklhn6Sjo8SJOrDSPOl7B7l8U190NtLaFkdQSz5QwXK0gAGCRpFcNoYmyttiWWRpDf1HQDXTjRHGcl89t1VrlsvMsrw0kRJPE11OHvOrWjh4EZSzFSjAiJVQ0x4GKbiwuDMDsu4FAuX3YieiYCx\/SQBLAf8AcSaF47FWkvXMuEu8\/ahA1tVKsHCkAtIIUyJBGn96ZMNh8QmVHtPdhZ5xWQAkQIcM0hjvkAjfurA3J\/FXLFznLjLcuNmyplAtiRlAbe2UAanrEbhuowhcw8oLpuYVrcNad8o6ygrBBMQTJgRG4zrppRXkejLibysyH+DZgKIYdK7ObXj6q+4TYd+0FA\/isSc1x8pftG6BHDQdmldORmyr9m5iWvDou0oWILnfObLpHYOAgU0vqE32GulfGfWP9pviaaKV8Z9Y\/wBpvia6IEIZbPVXyFXpCTbuIgfxju\/oT5at6dxHfH3E+WscaOnST8D3UpE9O4jvj7ifLU9O4jvj7ifLRjQaSfge6lInp3Ed8fcT5anp3Ed8fcT5aMaDST8D3UpE9O4jvj7ifLU9O4jvj7ifLRjQaSfge6lInp3Ed8fcT5anp3Ed8fcT5aMaDST8D3UpE9O4jvj7ifLU9O4jvj7ifLRjQaSfgdcLuP2n\/wAmrtSDa25iAPrTvb+RO0\/9tX9O4jvj7ifLTc0Gkn4HupSJ6dxHfH3E+Wp6dxHfH3E+WljQaSfge6lInp3Ed8fcT5anp3Ed8fcT5aMaDST8D3UpE9O4jvj7ifLU9O4jvj7ifLRjQaSfge6lInp3Ed8fcT5anp3Ed8fcT5aMaDST8D3UpE9O4jvj7ifLU9O4jvj7ifLRjQaSfge6V8Z9Y\/2m+JoZ6dxHfH3E+WhV7at4sx5zif5V7fs1pTkmJ9NNcFhu9VYcRinVdSFIEnSeweyZrfb4VoRfD8TXnVZtM6a0mmrMTX5R3VGqjNr\/ACxp5TW\/ZO2zdDAqQ05QIG87jqR7PXXzaGGc3iWQ5QAFOXSZaPPpMGnhloq2yrTFWVwCABmGh0kceApZpz5k+TVhMHdDoboBtnrhBqPLtrHYuXDims5ARaBz6wXBaEcHh0WUkeBo3ZNwAaqwEcd\/roQzsmMe8SsNaCFZ1kEQd3YKcKsth45PZsE8otrPYYKkMTuld3ZO6eHwoPh+UGKd1UC3qewDhPbRnaTW7jnPlBgkdGQPOPj40N2Zs9UZmYrpqiqQQ2gmfPs4aVsm92hY58sK4LaVzMVdc3DRSCPUDrwpr2bhLVxesCw6wBiPCDQjC2XDA82AIgQ0747a1PbjgBPAf+qmHUxW8bibm\/8AZnzFKoYhZgaagjz31xr7AG6vlXfF3PQp+lXK2\/xPxNWqtv8AE\/E1ah7lI0YPBvdJW2uYgTvA09Z8a1+gMR3X+5PzrZyO+tf7H4rTRfxSJ13VdJ1IGlaRgmjjrdRKErIS\/QGI7r\/cn51PQGI7r\/cn50cu8qLRkWwWIIEnoqJ466kDjArI\/Kh5IRbbEKW60DdumdPXVZaMtXPhfnuDvQGI7v8A3p+dfF2HfO5AfJ0+as2L2pexAZLrZVB1FvUGYKlWYDQfGddKvhLWViGgwRlOswBxM6nXf\/3GjLQayfCO\/oDEd3\/uT86noDEd1\/uT86K7M28qnm7jyAYzHepmIY9kg+zypjRwRIII8KWWg1c+F+e4g4vZd20uZ0yiYnMp19RrFTlyu+oH2x8DSbWclZnZRqOcbslD7vWPmaIUPu9Y+ZrSluVMI2hurdbkcNOyDNYbJ3URtGTvG7d+vOuGt6jGsu6KYrEZBO7tncKBbRdyZEEHQRrvmPhWP9omK5vmQ+tu4SvgrDLE\/wBQIJ8YE0v8kdsBTcw+SQssOkCMrCQs8R2eFaU6ScbnNLgatjYtw4kiDpoZGnCRu\/8AtIOO5TPmZgT0iTv9dPHJfZt4KpfDm3IBAOUAdisOtPqry7lLhzZxN+0Rqlxh6iZU+UFfbV00sTJd0uxsubaJEMA65s4BO7Q6HidYNMGHv3bltclvpsQFC6QTAHlG+fCkhFLWXZBmYKBAEnrTI8dN\/jXpfJuy7Y04ZWnmCzu8adGcqxwJOnqNaydlcUXcc7NsrbQf9oGu\/Qce01S+p8BRGNNR4VnvKP1415x0WBxFfKs4g1WuyPpR1w9KK2\/xPxNWqtv8T8TVqp7lIP8AI761\/sfitAuUN0tjXlJYEBTP8uikbvXHbOtHeR31r\/Y\/FaWsZf5x3cdLNdcgBSCcpICkzpoZ1EaHdpWsdjzep\/UZ0bEOrF1IdTAyHcBrqPHQacYjSZrrtHGKqlrrSxWRaEMTpJHVnKNRJjxrDeliIHVcqxzQDCk6jhqx3cQDNZ72MZjZV7KsBDksxnolWAgdnjp4a1aZg0FsGxUo5BIOYklpIMjeBrETprEaTXbm3ZywMFdUgSDOUlTGogiJMRPhQPF8q+bVlspczKT\/ABGAyif5UH80aCSPXNC7e0X5xrj4uEMCIUEmJIbSIYxvPbumniFhHmxhLjdK5bWMoBUKQQTqQRJ1zKuum49td9m4h7dwRIGuYakETpOmjRGvx4qT7QuS0MwDbyIRdBmkD+YnUknsArBbxj9HJeKWAsaaIy9gzcSZHlU3ZVj0zlBjlu4cFTrnEjiOsNRStQ7Y113DEksNDmLE9gG\/jprE0RrKe56HS+glD7vWPmaIUPu9Y+Zq6W5rMI2VmBW+0kcZrFhzqtEQw0OmmnnrvrhreoxrbgXlnsX94wrKAecVluIcuYhwd0SN4LDfx8KTdk8kLytbuqsMM5uGTluD+SFMRCsRoPbXq6sNNPHX26\/2qOG4QB+R\/IUoVHFWRg4pu5RbRJ08v12f+qULeywu3GuEQpwkkk72zKmnb0UFOmUhic2h8BVb2GRyCw13TxjsnhuqYysDVzxHlpiWu43E4iz0UR7dnMpglgra+PUYT2Ba9V5K4YW8NbcqFu3ktvebi7lFBJP6jWqXeSGGFzPk4sSOBLbzRZLQAjsj+1XUq3ikhRjZ3K3HHbp7O3hwrDd10zdm6t122mvR1Hj2x+VYMRkzRJB8T5VkrlmcCKlXuLBiqV2R2R2Q9KK2\/wAT8TVqrb\/E\/E1aqe5SDHJy\/kN5\/wCm0ze7B\/ClyzjAuZyp4zJEGBv+AovhWPNYrLvNhlHmxC\/jSqbLuCoZSgyhszayOtBHDUCCB5VpF9jzuo\/UZ3w1z+ISejBKExIMDMFY+BcwR2VhxeJV7wLk5Bbld+pbrJo3SbojevE+rdZOdQUbKw1yGIzoTuGkkgTB8KCi0pZ3MoSAMqxm01md85iTO\/tqjA14vBKZIbm0IEw0HTdvBWNAIG+fCuCLaTnWuuScw6OWTpJXLA4hgTwE8KF2hbGdrl5pKmAxzAE9EPkPRzDh50QGGtzb6cvcKjpEzCKoJIPmvrbjuoXYbNuD6S5Si5SubfmEtEhZO4KRwg1ma4lxmDmAGChjBLBlJ6MaLrru+Nc+lbfKGJUTKzqwXfBIEsWbh2b9dM6G4WZ2BC9FjE5lkGIU8BOv9tRVJE3HTYeHK2LpbrA2l8B9ZoOwAAV1onh9nNawALkZrlwPA3BSDlHnGp8T4UMrGe56PS+glD7vWPmaIUPu9Y+Zq6W5rMIId1dlu9prgu4V9rnnBSfcHBPc3Ji1Hb5\/l+uFdvSCxGvs4e2hdSpyoiyohJtoDxPnUOPG\/Xx0\/wDdDalLJiLJiEm2gPE9o7a5vjBOk+z+1YalPKiGTE7G8ddf\/e7f\/eudwzrOvxqtSjKiGTEijSpUqVolY0SsrFbf4n4mrVW3+J+Jq1N7jQR2Tg2vC7bUgEoN+7oujQY7YifGlHaGezea24W079FtDuB0YEwGkE6+G+nzkd9a\/wBj8Vo\/tnY9nFWzbvIGU+0eR4fjxraGx5vUv\/IePANbKkmSYbMI6caZROsGFM+NVxzypC5ofQQACubeBAENp5jXfpRPlBybuWLq2lboKoNpjuMmCradZdDp2igOJwFxLssWbKCQI0PVMiN7EtHZprNNGNy+L5ouiqskEGAYCqJDSPVuI3jfVHwp5xL3RaBpbkkkHWYI62\/fG7wmtWGt2YLEBnIAdmGpgATrwkbhXLZuxsViMRGGtB7KnUzlyE74djxDEkLroOGlNCZuxGJi0rLkLDpZeAAkk+EdvqrPyXsXMdeWyOjbJuFyvSIt8MxGinTKJ1k+dNezf2ZGZxGI6MzksrlnWYZmmRw3TA3inbYuxLOFQpYTKCZJJLMx7WZiSfAbgNBAqiTJyrWMOANwZfgaTqcuV31A+2PgaTa56m56XS\/pkofd6x8zRCh93rHzNXS3Npm9dwr7Q8XD2n21OcPafbRlMMYQqUP5w9p9tTnD2n20ZTDGEKlD+cPafbU5w9p9tGUwxhCpQ\/nD2n21OcPafbRlMMYQqUP5w9p9tTnD2n20ZTDGEKlD+cPafbU5w9p9tGUwxm63+J+Jq1DluHtO88fGvvOHtPtodJ3FjGnkxikt3GLsFBWNe2RTL6Zsd6teY84e0+2pzh7T7apRaRhUpRnK7PQNsXcLiEyPdAgyGUkFT2ikDFcljcvFmxdoKDAYsxYg8QsaHwn1185w9p9tTnD2n208LIyIcsYdg8ltm4aCbhxDgzmvuXA37k0Qbzwnxprt7Ww6iBcQAcBoK8z5w9p9tTnD2n207SDTw8np3pmx3q1PTNjvVrzHnD2n21OcPafbStINPDyPPKXaFq5ZCo4Y5gYHkaVqH84e0+2pzh7T7al02zenaCsghQ+71j5mpzh7T7ayO5k6nf21dOm0xznc\/9k=\" alt=\"4. cuadro de diferencias entre un ser vivo y materia inerte - [PDF ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Materia inerte y viva\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Cuando hablamos de materia inerte, nos referimos a<strong>\u00a0todos los cuerpos y\u00a0<a href=\"https:\/\/concepto.de\/sustancia\/\">sustancias<\/a>\u00a0que no forman parte de un organismo viviente<\/strong>, o sea, que no se encuentran insertos en alg\u00fan\u00a0<a href=\"https:\/\/concepto.de\/ciclo-de-vida\/\">ciclo de vida<\/a>: nacer, crecer, reproducirse y morir. En ese sentido, la materia inerte se contrapone a la materia viva o a los\u00a0<a href=\"https:\/\/concepto.de\/seres-vivos\/\">seres vivos<\/a>.<\/p>\n<p style=\"text-align: justify;\">El mundo est\u00e1 compuesto por seres vivos y cosas inanimadas, en diversos mecanismos de interacci\u00f3n. Mientras los primeros poseen\u00a0<a href=\"https:\/\/concepto.de\/movimiento\/\">movimiento<\/a>\u00a0voluntario y requieren de un balance interior para preservar su\u00a0<a href=\"https:\/\/concepto.de\/energia\/\">energ\u00eda<\/a>\u00a0y continuar existiendo, la materia inerte se encuentra<strong>\u00a0sometida \u00fanicamente a las fuerzas f\u00edsicas elementales y a los\u00a0<a href=\"https:\/\/concepto.de\/proceso\/\">procesos<\/a>\u00a0de transformaci\u00f3n<\/strong>\u00a0(biol\u00f3gicos o no), sin que intervenga en ello ning\u00fan tipo de voluntad, de necesidad vital o semejantes.<\/p>\n<p style=\"text-align: justify;\">La materia inerte se llama as\u00ed porque no presenta movimiento, ni voluntad, lo que\u00a0<strong>demuestra\u00a0una existencia pasiva en el\u00a0<a href=\"https:\/\/concepto.de\/universo\/\">universo<\/a><\/strong>, en comparaci\u00f3n a la activa de los seres vivos.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"10 Caracter\u00edsticas Qu\u00edmicas del Agua\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify;\">Los seres vivos y la materia inerte se vinculan de distintos modos, como pueden ser:<\/p>\n<p style=\"text-align: justify;\">\n<ul>\n<li style=\"text-align: justify;\"><strong>&#8220;<a href=\"https:\/\/concepto.de\/nutricion\/\">Nutrici\u00f3n<\/a>.<\/strong>\u00a0Si bien los seres vivos est\u00e1n compuestos de materia org\u00e1nica, tambi\u00e9n debemos consumir determinada materia inerte, es decir, elementos espec\u00edficos que nos permiten mantener la\u00a0<a href=\"https:\/\/concepto.de\/homeostasis-2\/\">homeostasis<\/a>, o sea, el equilibrio bioqu\u00edmico. Por ejemplo, los seres vivos no podemos vivir sin\u00a0<a href=\"https:\/\/concepto.de\/agua\/\">agua<\/a>, pero \u00e9sta no es un ser vivo.<\/li>\n<li style=\"text-align: justify;\"><strong>S\u00edntesis bioqu\u00edmica.<\/strong>\u00a0Los organismos vivientes no solo absorben materia inerte para nutrirse, sino que cambian la configuraci\u00f3n de dicha materia mediante sus procesos metab\u00f3licos. As\u00ed, los organismos pueden construir\u00a0<a href=\"https:\/\/concepto.de\/molecula-2\/\">mol\u00e9culas<\/a>\u00a0org\u00e1nicas a partir de elementos dispersos (como hacen las plantas con la\u00a0<a href=\"https:\/\/concepto.de\/fotosintesis\/\">fotos\u00edntesis<\/a>), alterando la constituci\u00f3n de la materia inerte a su alrededor.<\/li>\n<li style=\"text-align: justify;\"><strong>Descomposici\u00f3n.<\/strong>\u00a0La vida, sin embargo, termina siempre y las mol\u00e9culas org\u00e1nicas que compon\u00edan el cuerpo de los seres vivos se descomponen por acci\u00f3n de otros organismos y de los elementos naturales, volviendo a ser sustancias m\u00e1s b\u00e1sicas y convirti\u00e9ndose, eventualmente, en materia inerte.&#8221;<\/li>\n<\/ul>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Piedras para jard\u00edn: tipos y \u00faltimas novedades - Blog - Paisajismo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Metales\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1les son las alternativas al pl\u00e1stico? - Ambientum\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Piso Plataforma De Perforaci\u00f3n Industrial Y El Campo De Petr\u00f3leo ...\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cer\u00e1mica de estilos incaicos. Ejemplares de estilos Inca ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS5xTE0oViVoR7R_eh5-RA78rYpyA_x0eES-w&amp;usqp=CAU\" alt=\"Vidrios para mesas, \u00bfc\u00f3mo deben ser? - Vidrio Panel\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Papel volumen, \u00bfqu\u00e9 es?\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Los ejemplos de materia inerte<strong>\u00a0son sumamente abundantes en nuestra vida cotidiana<\/strong>. Las piedras, los metales, el concreto, el\u00a0<a href=\"https:\/\/concepto.de\/plastico\/\">pl\u00e1stico<\/a>, el\u00a0<a href=\"https:\/\/concepto.de\/petroleo\/\">petr\u00f3leo<\/a>, la cer\u00e1mica, el vidrio, el papel, todo ello son formas de materia inerte. Tambi\u00e9n lo son los objetos que fabricamos con ellos: estatuas, ca\u00f1er\u00edas, edificios, juguetes, poli\u00e9steres, tazas, platos, vasos, espejos, libros y un enorme etc\u00e9tera.&#8221;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExIVFhUXGBcXGRcXFxoYFxoYGBgXGBgaHRUaHSggGholHRcXITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGhAQGy0mICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLTUtLf\/AABEIAK4BIQMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAADBAIFAAEGB\/\/EADcQAAEDAgUDAgQFBAIDAQEAAAEAAhEDIQQSMUFRBWFxgZETIqHwBjKxwdEUYuHxQnIVUpIzB\/\/EABoBAAIDAQEAAAAAAAAAAAAAAAIDAAEEBQb\/xAAlEQACAgMBAQACAgIDAAAAAAAAAQIRAxIhMUEEURMiYdEygaH\/2gAMAwEAAhEDEQA\/AOPwL7Qfb731XV9RwGG\/p6bqTiahkvBFguVpMBIXb\/hrB0jl+Jds3XTWN62HkyUzkYLTMaGb6LWMxOd5eWtGYkw0Q0eBwu969gMObU\/TlcT1PB\/DcWOkOBgtIgjyhnjTVjsH5OxWY3DgRG95n6QkxSVwa8hrHRAEaRuTqNdd0N+CjQg7g\/e6yP8ARtcVLqK+qSSNYiBedOOBfRYymVZ4nAsbTa7OC50y2DLQCIM6Ge3C26nR+CC0v+LmMiBlywIjeZlMUDLKdFc0Cbp7p9eDG3+tvvVJkElNYZimoyE+l\/hqgMjnULdfD3SeHHurvB05IzEQbT43jVVrRrllVWxD+msZIECRY3Mi1t0PMYMaWlXnVcKymS1j8+vzDT0VSGbIWg8WRSVoE5llY0AGt7mAfCV+Fp6Jth+XZLkhl2beg4RpBHmdOFOtM+gRKDLSFQ2Iy+4IP3Coq1lavJF1XVG3k\/f+VTY1ClzJMmdff6oNd2w9xN\/QphyXqMv6BLbKaFmt5RKUSMwkSJExaeYtvdSc3jVbZT+oPn\/F4Q2KnH4EGINPMGxJtP8AbcEeCCFPEY976baUfK2cogTe9yBdLvpkG4jyosf8wJE9jN\/ZGpmaWJXZug2LrdR11Iib2WyAUSfAdbAF3+lMDaEN4EolEf4QNhQXQjtFlM31j0n6KS04ITVFcF6xEzFuJvF94S2IqSW6QABIEe8anujVmpUa3UTFZEMOBgTOixHxOKfUDc7pyAMGlm7CPdBa2bDdHJ\/oHGnXTfxFi1Hce4WIBmsQTA0UwQ4Zi4y2DLQIgzoZk2\/tVjg+sFliVSfETFOnmvuuwp0eeiti0rdUndJYh5cZNyfUrMPRbJDiRYxAm8W9EzhKuV0sANiLgHUEaEdyrlKy1\/UXp0Cdtv8Af0USwJp9M+JQixZpLpqhI25mcAcaIWHw7TmkkGLW1Mjv5TTNFJjFcHRMsduif9KUxQocKzoYP5ZtEgG4m\/DZ7KdOjExvbhN4xCdMTa0khWlE2HqgijJlN0aZhVLwashr8wIKEyne6KyQQOU0GDUj1SpI0QyWhYMuscLwNPsogpnNG25Q7g+dklo0wlZgMmJTdICOySqMhxLdJlNh1gJSzVEDiQk3t9uE89syhmjxH3G6pjSoeLnhDc0j+PZPVKRF41uPr\/ChlbldJObaBY3vPFkDRGxWmSHCCWmQQeLi8i9oUCwB9yXNBvlsSJ2JFj5CI4kwTfbvA7\/RacLab67iJt98IGDqCzSb3jknTi11stETGp18ajjcLA3mfTVScZM6DjX6+iiBcQbZGmqG4xpqL\/YKOwz4WqTBmBcJbInuN0aFTiQwmGDzDnhggmSDEgSBAG+nqttpmYTWMcw1HGm0taTYEyQPO6DVeS68z31UZWOL9IN37crT1F2o4\/dFa4gHS449fRLY9eCVdhIJtbW979t0uwdtd+N0zXfYgaGD7T\/KC0eLeyuxMk7NtPlEb5QijN0nlSwoonmb\/wCp\/wDr\/CxRgd1iqxmqKqgJV9h8JI4VP06lJ1hd10XAiASutrJdZwcGSCi2UR6e4EOAnssGGdMxHK9KxWGpfDbkbBi\/dcP1jFtaS1qkJX6KlP8Ak6kVT290BwQzVOZTLpSpOwouiQsRBnQzfXXfhM0RdJ01Z4Ngsl7ND0+DtGkSmW4YpnD0hAECZmU58C2lkSyCpNFbSwpVlQ6fZN4DDyV12E6Q3LojeTnTJOTvh55i8EQbILbBdZ1rBhhK5LEnVW+oZgyfBb48OPeyLh3iTOvCrq59wi4GpOqTPh1sEr4WmHe1kktkEERzPfsYKHS50j1+iIKcomQmw+qTZuUV6L16ZhQNG3fXsm30XCJ91stlV6MRV16clDdh9lajDoLqV1KIyrq0EF7W5d808WjmZ1nsukxFGj8Ccx+LNxFo8qic2bnnTzqpJUJx5N7FTThAqgq0xeKL8pLWjK0NGURMbmNT3SlMSZdoNEtjY210G1kDupNaImRbZSMm53Q6ltFaZTRoOgyP0B+hUX+L3kz4UwBbVSyiDa\/PbwoU0Jv7aSisch1R2US5CWuAq0bEzvx6IYCYAEd5M+LR+6E8KgKJMYMs5hM\/li8Qb5th2W8ogfX\/AAtUxvFtFOVLLgiELESAsUsMp+n1oNrmQAOZn79V1vTvxA0WiD9PZcIwJ2i4BdjHl5UunlJY\/q4eh4rrby0gZQD7rm6okkkz\/tIU8U4nWVJ1dXKUEqSItvrIuqXkopcgPas+Jssk5DoKujNNhVp08aKlZWhPYeqCRyLjmQkNmqLR1bPyzwrSi6zQSCSNBt57rl8LjXTYED\/l+v8AK6Hojm1AHQRIkg6\/xslbtC8seWP4N2VxHH6LqcL1QZLrguo1HNqDKSQ7fg8R9EcY45TBuPsrXBqUemWcH6i06\/jM0kLkcU8zEJ3EYu0623VRUxrWEucZ1trqI3tomOXwmKGrI1cOStYHDNz5fi0w\/wD9c1\/4SWM6y4tytGUH3VVgyKlUNlrSf+TjlFhOu2iTLZm+OaEKPQWYctFxdS+CRrquUw34mxFKCCHs\/KWugx3k3ldl0vqFOpTzESTJI0jsO3dIs6Ec9rgo9xBnbjb2Rm0hGYaR7Jx1Om7QRKmzCECx+\/CJDv5FRWgpd7JVq\/D9kA4cow1JMrsU5z4kCwAsALC22\/dJV6UW1V2aSUqUrk34QtFwSXEVFSnsoFo307WVkaCTr07+EvwZQq+wWNylswc0+mWPeZW6x7LKVGAqsFogaZEO7\/pGyzlELO1tJ94UHC6sESrsUGNFpmNwPqrN+EPHfix0SjqMaqONAJp+AsU1uc5R8s2kgmNpI3S9QJh\/EC3YSguCCQSXKBNF0V4WNYiPFhcb73tyNkJEqALEXIsUCs5mlcp9jREKppOgpkYgDddByPOR4ulgxl7JunTmFWMxn9vlWlAOcAbBRtoBU\/Cxw2EDvHOnp5Q8Z0m1ijYJvOvOissA1jKTw97s02zXJDtwdgOO6z5HQ6C54csaDmgSDBi8Kz6dhTlbUzNyudlBJvmGw76W18q+pYej\/wDm7MZbGlj2zaDskutYLNTFxkYZkANJuIcP7hbUhZp5PhpxQS8RZ9MoZ2lwAc2SHHS8SB4NvdXn\/jiGtFMgAi0f9TuuL\/C3Uzme2aj2H87nNmALfOZ2EXJ08Lu+knO3MSCGggZDAMAwRFogeJCDb4xGdSi7XhzmOc+m91QuIGUAgD5M41O8FZXquaxriLmcwi8g2PqnvxQwCiS0gsLRM3JIaI+ke6pyKopUg+AXy+xk5YGUwBvJJO2iZCYSW0borsTjybJDEsIAncSL7X\/gp7FNEmBHCqa7lujLYzZI16QqSk3UxM+d48fW6bL7IbwrFySB4R0HyVa4bqDmRlcR4VVlRQ9Ka7Zoxz1VI6rpvXnkhrgHTafyn3XRu6uyg74NUZS0ATOYe41XmbcRF0b+sJMkqtF8HL8iV98PXMNXp1RLHSkuu9Tw+Fa11dzhmkNDWlxJAmLacXXEdJ6qaZkEgdk91L8VMaM7nCROUGCQSCAb+SgbaNcZJq74Q6T\/AP0Kg97aGIovo1HPDA4CWjMfkDwTLTcAkTzZdDjqOUnsvJfw5g\/jveHiXVqzPn3Evzud4gH3XtmKpMe50OHqrjO\/Q\/x5yXZPjOac+Cl3Am\/KssX0+\/5he2uvrutU8FaMw4jvopVnS3jV2U1NmZxHCKKasR0x7ZNrnZabg4lTUCTj+ypqSLSY1jv4QA66sepYRzQCRZ1wTwLW9Z9lXimdhKrxgNKS4dG\/E4c4UNDT8Xc7Qubqu4RyPlETO97eiDCuc0zP+Pg\/jsXqU7SgFt5TNWpbS2mnndDfYfokNmsCQhuG8jiJv5jhGhAdTuqKZHMsTPwmcn6LFeoFs4xpkSFgBsDdKNrw4wZEmDyNjB0TAeTcaros8wpj1Cncz7qwweJOg0H1PKqcPVITuFeRfaUufhcJdOpwAc0gkgyJMjQTz\/HKdp4iXflFrA7H0K5fDYtxNzIGgVhUxTi5pDb2mLC0e6zziasc0z0LAUqTmjNEAE2NvE7oYawAAaOB0AOU3NyTpdclhKVSGkGN3NExBnS9iFe9Ne5rw0uySARacxtY8GNlmlK\/gx4HFWpf9FTW6bFUVGU6lJsN+K4tdEz8ziBdtri0GFTdG\/Gv\/jnuotNPFUrmm8EtDW1CXPaWkHcmx09YXoz+mufndWcMjgSWsJJOovOvyxbvHc8D1H8H4ao1\/wAClWbUaxuSQfmO+ffNEuMCBAG4moOMX\/cucnlhUKtF878VYXF4Z1GnTNJhYWFvytDTB0PE5b\/wiVeps+CwNALg1rJvMAR7jTU87rmR+Aq1OkHyIdYSC1xvqGG4H\/aPCWaCxsH08eU2OOMn\/VittYVJf+\/RjFVnFxlwHkffhIVKihUq3UK7xlEEzeeI2v7reo6mWU9jCUTD1BmGYEjgGD7wUpTfKboUZmBMCfA+yE2EbMmSTiNUcKXXAU\/6C\/7Lovw5hWugbrqqH4XaQahfaIgATfurnBJkx5No\/wCTynE4aEqV2n4g6UwEtzHMvPsfii11zNo0A0tt4VTx\/wBbRcMzUqkO13uaIM3VdWofEgkwOygMcXRJJAsJMwOOwumsNUGiyuNo2RyJy6Xv4fw9Ngm4zSARqABH6q+wOLqNb82ZzBDc3BMxc+N+CqHCg\/DEkfKTAH92s+qmMUeY9\/v7KS40dnFNRiqO0o4zM0B4b\/2APoRqEEAz8r8w40hczgusOaIkn0BHqrGh1IOE6HcKrNmOcX4XoquEQ+5bHItv5TeH6l8M5nhrpGW7SYndcyMeZu2FI1i7SyPYk8UZqi\/qYqkRcH\/5kR2QsR0luXNTcC037+yom18oMk62t+yNguqOaSSbDQC0jxopaIoOP\/Fh8c45WtMQwECw3M67qnruhdBVr03CCQ1x7i\/okq\/TiJNj2kegS5L9BxSSrwpnN58oIJcTaw14H8JnEsItCXdadb99+fdKLkn8NH7\/AGQxclY58\/ei0UQDCT9wsQ1tQlnnjQmaT7KIaIU8kXXQieUkqG6DZubBPHFEgMk5RJAm0mATHMAeyq6VQEEHWReTYQbRoZt7J3B08xHCKvoLd8RfdLoAQXeR63V9hPmiLNBnQX\/wqWkBa9tOyvQ8Na29tuwJ4SpK0aYcLOk8NknWAIGpzEgW91PrxDWBxJkbgTIgyIFpSgqtdBvYebf7TNIfGZBEhtwJ1jSf4SMmLg2GSpKTG8J1PI0DI50lwAJjTbLOYajQHyEtR6PVrPa7FNLGAZnAVLhodIptbTs0GJLiSe86Fw2KgOLmicpBcCAfAOwBlLUupPc+o13ysJAgOmAGgj0Jn28pCgE5NW48\/wA\/6HfxB1YudAjKAQ0\/28AcaLjMcAZHsjY4EvdmOhtsWnt2IKr3ViWkkjWNb+yfhhTF5JJR1Enggjyh1yIsi4qrmIkzaPQCAPAhKYh0bra3dMyKOqYNpIKt8CW3zXta8Qbe\/hVDKiao1U3HwyZOo7DolSMozRfUd11OF64G\/JnBiZi8Wsf9checYOqdJiR+6katiJM8rUoRkrZkU5w4i\/691MVQ4jVp\/wB3XnPWmAmVeVcTAtr3VPiWZrpOZRSqJowbPsiqoiLKww1QodTCwJBWUnFYOpnS18Oho4oxAWhUJSlFpDMxiCSBcTYAmW6gXF\/KJRxMTYGQRe8dxwe6U\/Tcp8HmiGiwuZBm9pBEbevCPSLiCQLCJPE2CQoVgJmTYxHP8KXxYulM145c4XOHrj\/kT6a\/VbZXvrHlUTcQpnEmZCC2aFlSL1zubqDDe9o0PZVIruAMOjhY3FHQ3Ut2M\/mRbOeN997G2miLT6gWgAgu4mf5VNTxBJgeyO6odCLqOylni3ResxzKjcrmAETcSJk766KvxtHLp+n8qGCoGo4w5rSGl0udE5RMDk8BZhMb\/wAahsND+ylOgo5I3qLQd\/v0Wk5VoTcXB3CUqMy7gggG20\/vsVQbVA8y2hrSsrhyLApuNoWqbN57rTyTqTx7aei6CZ5eXgMN3AtztKssHUStOmY7axt5j2TuCYP5ViVF2XuEeMumy3Re4mduEi+vaBZHwtbZChkn8Oh6fi7TEGIH7ImFxxpyCRmgW19SVQGqZBv4RBic1STa0eVTfQ4vnToXYkuBnR1jxfskMS5zIjQWPuoDFWjhLPxRMj\/aCUYh2yOPrAiTYxdVOYRINpTeLrgiN9FX1yBYC37pmJcEZZI1W2QIBIDjAm5iSOT38KFStJWnVG5TrmkRpEXmd50j1TuULk0zTXxYGybZVECABAuRN76mT6W4Va7lGw1TZFBi5Khs1jtqif1BJuUvRIzfNIHYSfaQov1JTFIXoiWMdBnVL0sQMwJGYSJbMSOJ28qdS7Ul4SZvo6EfgfW62GhFZogFLyRo0Y2gza+yw1D6KGG7o+WTc22Cz+GlJtGqFWSjVcTCg1o5WOy6m5CCUej4SajVmn1Bm+WTYaxMxfTaZ9EfDvmCq80xsm8MLKSiSEm2WWGwj6phjS7KC4gXgDU+EBuq3h8W+mSWPLSRBgxIOo8IbKoFyqcU1wYpPbvhddFcKNRlV2UkEHKbj1HCZ6t1SnXrOqZQJOjbNHhc9WxJKxrXZS4AkCJgWE6Shd1QyKhvsi3FQHRwHZSe1h1e0fX9FTU8x1sivDttY03QG1S54W+FaB+RwNtNPoVN9IlpJbpEnYTyqATEEQVZUMa4gA3G83+qgcZ3wl\/TLaN8dvB91isKkcS0hMf0xLc2U5SYmLTrE6SkC9GoVTI44Wz08w2NBhUg\/L2XX9JpYE4Ko6q8jED8gXFV2kybwPa9h9UmOTdtDJR1Vhv6id05Sqxuqqg2LlNsdKeoWZ3L6PNxUppo3hU7x6JijiNPm2\/dSn4Wn+y0dihElKVK4meUlUqd0IvCmn0jm\/Bms8bJcVbrHmyT+Je6Z8E13oX4oNgO29\/vS3CjFkvh3\/MmC6ES6WvCFYqeG1WVNlOnTKKKFz9GKreFKjcXCm6gXN+5n+LIuFo6hPjHoh5EIYmnAMeUi3ldBXoCL\/5VV1Gl8Nxb4IuDYiRoSJgi02Sc0KY\/FO+gqb5W5QKboRsyQ3ZpiYDCYw9STBdFjfvFh2nSdkq1yHKU0OToPiq8E+1jI91tkwlHWklGo1LIWi4yt9GMtkRr7Jb4s2WOfAQUO2SGTX7rYfKTo3RGVVG\/0FF36N\/EiyLRrXCTjkG+im1hy5pFoBvcTMW9ChqxinqPuxMa3S2PxxyEsME77+6U+Io1TIU1Qx5pSVIselVc9MNc4SNCdx5TM5TqqanSyuLczbAGQ6QZAMA7m+nYo9OogaY3HlWqRb\/1JWKu+IsVUM\/lKFrkSm6dkB1QQIEWE3mTz28LYK1HDQxUrmNVnxi4CXEwIAJ0EkwO1yY7lDouggjUEEeQZBWE3MqIjQ\/TpuLS4AkNAJMWAkATxcgKIqqLa1tUMkJqAaDFxJWPdChUqOcXVDJvcgQJdMTFhMG3ZDrVwSSBlE2EkgepuogJIK6oR5UBUul\/iLbTKuxTVssaGIcwhzTBBkHulqjVnxNFs21Cl2hrXSTa735QbhgyiABAknUC9yblROt1PDvAuFDGG5ci+kcVraNPNwn8LVFkhRfaSbrdB0AyDqL7DW2mpj6FMg6YjJHh1\/TKYdZXdToJylw+91zXQsTJgHv9\/Vejt600UDTIbbeL8Loxf9U0jmzj1ps896tGrQRaCDczuVzeIbJXS9ZrNdMEfvef4+q5mqbrN+SkaPxpNIA9ig10G6I\/yhAE2WCXGdKDtEw5ac9Y2jrcW+vhRfRKHZMdUqA1TyiUxY9lJ+HiJI09r\/6WntyiUDki1FrpNminEhApTp3U61rpbYxLg3SgBDqEHRLU6liVOi4GZVL0ZaaoZwuIAkFrXS0tGaflJj5hB1HedVOoYlsggEwRoeSLaGAl2sUHOAKPUC6JvWs1lB1QHT9VoFCwk+kqLJcBIEkCToL6k8IzTeJFpv4SwN4RWa6ga3Omk7AnsgGph\/iLEv8AF+7LFKC3K1ZmUQEbBYY1ajKYgF72sE6S5waJ7SVpo5l0apVUSqbygVqeUkcEj2RqJlpjUD3vH7j2S3xjYuyXxNITL6L2hpLSGuEtJFjsSDuJB9kphqZcbHQE34CO\/EOgAuJAsAbwJmANkztA2iD3IeZYdFBpU8Bl0wOUw8ffCE8LKLTqrsXVOhppkotWpyknG9kVz0cSnKhhjhzzt9\/YWqdF9QkMBIa1zyOGtuSewQGuspNdvyiZcesNS4CyoIQpi6k15N1FImSKG8HinMghW9PrBi5XOucRvMcqArE+qbDM4maeBSZb4zEAuOU+DpN7EibKFSswVJaC5gIID7EgRIOU79lWPqcEkbTr+pW2VNEEsl9DhjpUOVRO33OyBDiCGNmLk3sOfChUrcWWYLqNRge1ji0VG5HQTdsgkHkWCXJ30enSpEy0xG\/0Pqfu6i59rlapWsoPd\/xS2Ni3QQPYQDJmTIIsBaLzffbZSLJEj8unrt+iV+ANz9lTLXMIIImA4b2I7hLbVje10nVrPgBziWtkN7Akn9SsFQEIdOrmEcoTeFKsidBBT2W\/hlp\/i491ptRN0bkRFg43Eg5QSZHpCC6GKKZD4pQ5vqsJUqbJV2W42aa7LcWOvt3US66IWCVrIiaB1IQVJoJ+476rbwh5yJ9vvjRAw6ol8NYo5hwsVUS0f\/\/Z\" alt=\"Las nebulosas, esas bellezas difusas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es una nebulosa? Tipos de nebulosas - AstroAficion\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Nada de lo que ah\u00ed podemos ver tiene la facultad de pensar pero&#8230; \u00bfEs inerte?<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">Est\u00e1 claro que aqu\u00ed trataremos sobre la f\u00edsica y la naturaleza de la materia que, por lo menos yo, no tengo muy claro que sea &#8220;inerte&#8221;, ya que la vida, tal como la conocemos, sin lugar a ninguna duda proviene de esa mal llamada materia inerte que, en su momento y mediante unos procesos y circunstancias muy especiales, en presencia de agua, elementos diversos que como un caldo primordial fueron bombardeados por los rayos c\u00f3smicos provenientes del espacio exterior, dio lugar a esa primera c\u00e9lula que nos trajo millones de a\u00f1os despu\u00e9s a nosotros, los humanos.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Rusia quiere recrear primeros momentos Universo con ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQKSqyBmZoKLSAzK9wysO2nzkEijj0eGeIqmg&amp;usqp=CAU\" alt=\"Rusia quiere recrear primeros momentos de Universo con un ...\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">Los f\u00edsicos utilizando tecnolog\u00edas avanzadas y muy poderosas, han investigado y experimentado creando en los laboratorios y aceleradores de part\u00edculas las iniciales condiciones del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, mediante la f\u00f3rmula de hacer chocar haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> (u otras part\u00edculas) que circulando a velocidades cercanas a la de la luz, hacen aparecer otras part\u00edculas m\u00e1s ex\u00f3ticas que est\u00e1n escondidas en el interior de los n\u00facleos at\u00f3micos. De los escombros de esas colisiones sacan y obtienen datos de esos nuevos componentes de la materia; as\u00ed han ido confeccionando la lista, cada vez m\u00e1s larga, de las familias de part\u00edculas elementales, unas m\u00e1s elementales que otras.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Modelo at\u00f3mico de Thomson: caracter\u00edsticas, postulados, part\u00edculas ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructura nuclear - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Mucho hemos avanzado desde el primario modelo at\u00f3mico de Thomson<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">Siguiendo el camino marcado por J. J. Thomson, Ernest Rutherford, Niels Bohr y James Chadwick, se continu\u00f3 indagando en la estructura interna del modelo at\u00f3mico descubierto por ellos y que nos hicieron ver que, lejos de ser el material constitutivo m\u00e1s elemental, los \u00e1tomos est\u00e1n formados por un n\u00facleo que contiene <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, rodeados por un enjambre de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que describen \u00f3rbitas a su alrededor.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El importante modelo at\u00f3mico de Dem\u00f3crito\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Democrito, La Teor\u00eda At\u00f3mica en la Antigua Grecia - YouTube\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">Durante cierto tiempo muchos f\u00edsicos pensaron que los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> eran los \u00e1tomos de Dem\u00f3crito que, como sabemos hace ahora m\u00e1s de 2.000 a\u00f1os, intuy\u00f3 que la materia estaba compuesta de infinitesimales part\u00edculas a las que dio ese nombre y que el cre\u00eda que eran invisibles e indivisibles.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Tecnologia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Linear Particle Accelerator Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Linear Particle Accelerator Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQy9vPam9ydc9bCfHPew4MCg_fLgSL7cEOHOQ&amp;usqp=CAU\" alt=\"ELECCI\u00d3N TERAP\u00c9UTICA: \u00bfCUALQUIER ARGUMENTO? | Contar es vivir (te)\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No es el LHC pero tambi\u00e9n cumpli\u00f3 su cometido<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">El experimento en el <em>Stanford Linear Accelerator Center<\/em> de tecnolog\u00eda avanzada, explor\u00f3 las entra\u00f1as de la materia y se pudo comprobar que los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> no eran part\u00edculas fundamentales; demostraron que cada una de ellas estaban constituidas por part\u00edculas menores que, m\u00e1s tarde, Murray Gell-Mann, llam\u00f3 <em>quarks<\/em> y que en esa primera fase se limitaron a dos formas o tipos, los denominados up (arriba) y los de nombre down (abajo), que se conformaban en tripletes para crear un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>: uud &#8211; dos <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> up y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> down -, mientras que el <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> estaba compuesto por ddu &#8211; dos <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> down y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> up -.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Buscando las reglas de la QCD para los hadrones ex\u00f3ticos - La ...\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\">Todo lo que vemos en la tierra o en el cielo resulta estar hecho de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que son <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que forman los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, part\u00edculas que pertenecen a la familia de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>: <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a> y <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>. Toda la materia que podemos observar es bari\u00f3nica; la otra, esa que se nos escapa, es la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> de la que se hablar\u00e1 m\u00e1s adelante.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Seg\u00fan las energ\u00edas de las que en este momento podemos disponer, no tenemos los medios t\u00e9cnicos ni energ\u00e9ticos para profundizar m\u00e1s y comprobar si existen part\u00edculas a\u00fan m\u00e1s peque\u00f1as que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>. Existen teor\u00edas que postulan la existencia de filamentos o cuerdas vibrantes, que son cien mil veces menores que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, muy masivas, que pudieran ser los componentes finales y m\u00e1s peque\u00f1os de la materia del universo, los ladrillos fundamentales de todo lo que existe. Est\u00e1 por ver, y a lo largo de \u00e9ste trabajo tratar\u00e9 de explicar y profundizar en esta interesante teor\u00eda del todo que pretende, nada m\u00e1s y nada menos que unificar todas las fuerzas de la naturaleza, o lo que es lo mismo, unir la mec\u00e1nica cu\u00e1ntica con la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, algo hasta el momento imposible.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTzFMMspy_q9iPciPCra9SQEyfYWZNLHY-VaA&amp;usqp=CAU\" alt=\"Oscilaci\u00f3n de neutrinos Archives - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La resoluci\u00f3n del problema de los neutrinos solares ...\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los neutrinos captados en la Ant\u00e1rtida abren una nueva ventana al ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRTIeZKnuG5fE3rLYT_welE7VL7vVJTbF4Zkw&amp;usqp=CAU\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: EL ...\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<table>\n<tbody>\n<tr>\n<th colspan=\"3\">Neutrino\u00a0<a title=\"Neutrino electr\u00f3nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neutrino_electr%C3%B3nico\">\u03bd<br \/>\ne\u00a0<\/a>,\u00a0<a title=\"Neutrino mu\u00f3nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neutrino_mu%C3%B3nico\">\u03bd<br \/>\n\u03bc\u00a0<\/a>,\u00a0<a title=\"Neutrino tau\u00f3nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neutrino_tau%C3%B3nico\">\u03bd<br \/>\n\u03c4\u00a0<\/a>,\u00a0<a title=\"Antineutrino electr\u00f3nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antineutrino_electr%C3%B3nico\">\u03bd<br \/>\ne\u00a0<\/a>,\u00a0\u03bd<br \/>\n\u03bc,\u00a0\u03bd<br \/>\n\u03c4<\/th>\n<\/tr>\n<tr>\n<th scope=\"row\"><\/th>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" src=\"https:\/\/www.solociencia.com\/fisica\/12042601.jpg\" alt=\"Transformaciones de los neutrinos\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">A mediados de la d\u00e9cada de los 50, Frederick Reines y Clyde Cowan encontraron pruebas experimentales concluyentes de la existencia de un cuarto tipo de part\u00edcula fundamental, llamada <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a>, de cuya existencia ya hizo vaticinio y predijo el f\u00edsico Wolfgang Pauli a principios de la d\u00e9cada de 1.930. Al tener poca o masa nula, son muy dif\u00edciles de encontrar; recorren el espacio a la velocidad de la luz y su inconsistencia les permite atravesar f\u00e1cilmente incluso un hipot\u00e9tico muro de miles de kil\u00f3metros de plomo sin que en su movimiento se produzca el menor efecto. De hecho, nuestro planeta y nosotros mismos somos atravesados por cientos de miles de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> provenientes del Sol, sin que nos cause da\u00f1o alguno.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Se pudo descubrir que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> son de tres tipos; electr\u00f3nico (asociado al <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, mu\u00f3nico (asociado al <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a>) y tau\u00f3nico (asociado a la part\u00edcula <a href=\"#\" onclick=\"referencia('particula tau',event); return false;\">tau<\/a>). Todos, los seis, son los que forman la familia de los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Ahora, con el moderno LHC, y, sobre todo con la potencia descomunal de 14 TeV, estamos a la caza del Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y, nuestra pretensi\u00f3n es la de ir mucho m\u00e1s all\u00e1 hasta poder dar caza a las cuerdas vibrantes en la d\u00e9cima dimensi\u00f3n donde reside la teor\u00eda cu\u00e1ntica de la Gravedad.<\/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%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' 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%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;t=%C2%A1La+Materia%21+Ese+gran+misterio' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/22\/libreta-sobre-la-materia\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/07\/22\/libreta-sobre-la-materia\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;title=%C2%A1La+Materia%21+Ese+gran+misterio' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F&amp;t=%C2%A1La+Materia%21+Ese+gran+misterio' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1La+Materia%21+Ese+gran+misterio: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1La+Materia%21+Ese+gran+misterio&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F22%2Flibreta-sobre-la-materia%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>La MATERIA &#8211; \u00bfviva? \u00bfinerte? &#8211; &nbsp; &#8220;Cuando hablamos de materia inerte, nos referimos a\u00a0todos los cuerpos y\u00a0sustancias\u00a0que no forman parte de un organismo viviente, o sea, que no se encuentran insertos en alg\u00fan\u00a0ciclo de vida: nacer, crecer, reproducirse y morir. En ese sentido, la materia inerte se contrapone a la materia viva o a [&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":[7],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1855"}],"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=1855"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1855\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1855"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1855"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1855"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}