{"id":3445,"date":"2021-01-06T10:20:46","date_gmt":"2021-01-06T09:20:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3445"},"modified":"2021-01-06T10:28:58","modified_gmt":"2021-01-06T09:28:58","slug":"estructuras-fundamentales-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/06\/estructuras-fundamentales-2\/","title":{"rendered":"Estructuras fundamentales"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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LMr9ti\/fWSN6H5X+U9j0MvJZ67w5bcNuZHX7bK8BxnqMkEEfBBH9pivFvM36nWTq6\/r4WsrgV3v22n+A45IPTnGZeMfxO2OO8+xNoiNy1z9KHiYZ69Gpzs\/a2c9yCEVh79W+MLNNVJVizMzucu7M7n3ZjkmSos9fxOPGDFFHjudyvjZZt7eyqLJq15BBIIIKkHBUjoQfeURZOizZ0505Jidw6t5F8fOqp22nN9WFt6DdxkWAexH9wRMh\/tysamzTFtvpVC1ywwOcnhjwcKCSO05h5U1noa2i3gK+aLM8\/TbjZge\/qBBnsGab\/AEeXKq9SL2uY3WvczKxJrdXVQypUTtUgKnPXr78Ul67gcn4+GLz58SvfCfNek1Hp+jcG9QArgEjJ\/gLj6Q\/9JOfie9J5p0lmAl4O4kAlXUcdyxAAB6AngkYGZjfCPJ\/oba1vzSLVuKemA5srChD6gbGMKuRtySCcjOIp8lgVeibiQU06E7AOKLnt9++\/HxjMhuM54d4xTeWFL7ivXhl4PRhuA3L\/AFDI+ZfzCeB+BNQ257fU21rTXhNm2pDlQ3J3N7tx+AmbgIiIFMymZpnjvjGqTUaiupSa1Gj+rcq+l6ljB8KRl8gdumJi6vG7bLWra5agninpLUCd9yDU\/eGZs465AGOD0gdIzKic41Xjt7JuusTKqdTSu01m22u2xU0ykONx+gcc53jgy91PmfVtZqBpqlcVZG1uDsGMumCWZwS30lQMLwTAtdb5e1FmoO2t0u9TVH9bypT0rUsFVa\/VuyAUU\/TxjvLHzJpLdN4Nqx+1QNZQgWxkOEe2qu1VVOAjZbuSQx6dBkdN5n1ZYbnqISq21tmLBYEspQDePpX943TPQfMxnmnxC3V6LUVs6fuW1LoF+qg6W+uwVNg5JdVONwHTpCtvEubBZKqyqCTIsu8lewiyYL\/rr8\/85VFjU1nbleowwx3xyR+YyPzk+GDe7aeUpLnLZVf5O7f48dBntM34H4gKGKWHFLYwe1T9yfZG46dCPmWFLBgGHQjI\/OXCLMObDXLTpsti52Tj5eqvt7N4qwQCpBBGQR0IPcGTqs0zwvXvpzhRuqzk145GerVnoPfb3m2eGeIV3ruqbOOGBBV1OM4ZTz+YyODPNcviZME9+8fN6\/ic7Fya7pPf3j3XaiSqsKslUTQmfk3dAE9gQBPYEqCiSIsIskkJBKiAJgvH\/Nmn0pKEmy7GRWnJ5+0u3RBL48dsk9NI2ra9aRu0sr4j4hVp09S+wIvTJ6k9cKP4j8Cch8weKNrLmtsBCdKq252Jx17bj1PtnHaePFPE7tTZ6uoYEgYVV4RF9lHv7k8nHaQqs9LwPTow\/bv97\/DzXqHqXxPsY\/HzW6Iyccsvbuy\/j7j+8vkWRahtqE9zwMcEs3Ax7S40tO1QvHAA498czquNktuvVL2qyVBCiSKslp2s83MVG8cFSrA9wysCCPkGbg\/l3UWMcVOl5S8WaospS1bHVkrX6iwygCElBjHeanZTv21ZwbHrrB7Au4XJHcDOZvVHi+q9c1YJqGvan1Nyj9mtAb0vTxnG7vmUs9P6Fv4Np+v+mb8m6F6aCjixQXLKtrIWVcKMAJwoyCcZPXPfAz2Zy\/wbzFdZVprmuUOtepY6cZ3L6dL7XfcxZlOAef5pkafF7fUrsvtVrK2qC1hWRrE1C1my0IGO4IGbs32HpKu46BE57\/6Va563tqrr2eptZmKg1KWIVxyQyEBcltpG\/pwce6vNGrANjemwVKh6aAtvew3\/AFCwdf3acAY5OM8QN\/icy8T8+6ukqtNSawMiuzoCAjtndSdmeVx35+rpEDpZQew568e3SeTQud21cjocDPv1kkQIrKVOPpHByOBwfcexmP0ngVNdzXohFjZydzEDd1KqThSe+JlYgRrSoGAo\/wAh+M8WadSGG0fWCGwBk54595PKQPnbW+Gtp7X0zgq1bEAHkmsk+m2e+Vxz759oRJ1nz95VOqQX0AevWDxgD1U71k+\/cfM5Yg7dwcMCMMpBwQw7HMtDy\/qPHtiv1e0ipJlWFWSoss5E2lbaIbT6J\/hAKn+ZOn+Y6H\/rL4CRXUbsEHaw+1uuPgjuPcT3pbty5Iww4Zc\/afaIRk+1HXH5\/wDfVKBNk8k+Xl1PqamwMBxXS6NsOUJ3sCOuGG3ng4IwZifB\/B7NXYaaztUfvbOyA9h7uew7dTOt6LSLVWtVahUQAKBwABK31Mal3PROHaJ+Pb8I\/drNnhGrq\/dsNSnX68V3fOCoCMT24XGOcy0bxZa+NRVdRjgtZU3p56hRauVYn4+ZvGIM5uX03BfvEa\/B6aLy07T+L6dxldRVjpy4Q\/5Ng\/2k48Ro\/wC8U\/8AjV\/\/ANTYb\/D6nO6yqtz0yyKxx7ZIkf8AsfT\/APd6v\/DT\/lNWfR6\/3\/ot1\/Rr1\/j+lQgNqK+Rn6SXGPkpkRX4lZZxp9Lex\/msQ0V4PRgz4Lj\/AA5OCJs+n0iVgitFQE5IRQoJ98ASeZMfpGKPvTM\/oTklraeCX2\/7zcUU9atOdoI9muI3n8V2Yz8Tl3nLwQ6XW2IEK1WEW0knORtX1Bn+lsjB7ETuuJgvOHl9dZQa8hbFIap8Z2sD0P8ASehx2M6OLDTF2pGmny8M5sc193ElSTqskv0r12NTauyxD9Sn\/wAwPdT2MiuYjCJ9x\/PaO7EfB4\/GbO3kL0tF+iY7vAG+wY+2snPy5GAB8AHn5l8qzxp6Aq7V9yeepJ5JPyTJ1EmGvlvudR4gVZKqyirLjR6V7rVopAaxsnB6KBjLv7KMj5JIElipjtlvFax3llfJHhxu1qWYPp6YOzEdPVdNiIfcbHdsDoQpnUgg9h1z07+8xvl7wZdLStKncRy74wXc8sxmUmKZ291w+P8A+fDXH8vP4vA06ZzsXOMZwM49syj0KeSoPGBwMgHjA+JLEhtMX4Z4FRQXNSY38NuZn47KNxOF+BxMiKl9h27e3Se4geK61X7QBzngY594nuICIiAiIgIiIFCJrfmXyfTqv2g\/Z3AHFijGTjgWD+McTZZTEK3pW8atG4cf1vlLW0nmkXLnG6hsnnnmt8EAe+faYshgcGm4EcEehacH24XB\/IzumIxJi2nKyejce87jcOKaXR32cU6a5+QCfTKAE9Nxs28fIzMzp\/0f6qzFlrpSQOFRmZm\/oscDATvleR2nUtsbYm0yycf0nj4Z3qZn6sH5fuqRRpVqWixAd1K4HTrYn86n+b\/PmZwSy8T8NS4AHKspDI64Dow6MpP5\/jnmWH69fp+NSpur\/wCPUnKjsLagc\/O5RjrwOJDpM7I7bgoLMQAOSScAD5Mg0PiNVy7qbFcd9vb8R1HQ9Zqv6V9EH0DttZ2UptVdzfdYgJ2D7jjjJBxk+5hLbP16vf6W9fUxu2bhu2++3riVr1tZc1B1LqMsm4FlB55Xt1H+c5edBfg1KG\/XW8U9fdn6zpQ7FHNn\/D9PC4zwOMCPALLdN4rbfraHQvpQbbco4Zn1LhANjEt9OytV+4BBkYxA6WPFqN5qF1fqDOU3jdx146y40+oV1D1sGVuQynII+CJz1gX1LaBMWVao6o3MtTV36YnB+uw9ckkDp+c3Twbw9qUYMwZ3cu5Vdq7mAH0Lk7Rx0zAyc8tMfr\/G6ajsdsv2rQF7D8BF5zLIUanU82k6ao8emu03OAf47ASEVhnhfqAI5B4AY3zLoa9efRpVSycNqe9PP21sB9b9fp+0d5qWr8i6yjcyKuoUkncjbbNo4UFG4Jx2BAnWdPp1RQiKFUcAKMAD4Akm2NtfPxcWaNXhwy6ixDtsovVh1Hou390BH95JpqLXO2rT3u3XApZePfL7R\/edvAgiW6pc3+B4N+Zcv8O8mau0g2hKEOM5O+4qeu0D6VPbknGZv3g3gtOmTZSmM43MeXcju7dWPMyW2MSNujx+Hh48fy4ViIkNkiIgIiICIiAiIgIiICIiAiIgIiICIiAlMSsQMZ4h4JTad7KVftZWxRx87l6kY75lkfDdXX+51m8dFTU1hwB7+om12b8SesrECq2+ILwadPaf5lseofhtKuePfP5CUe\/XHro6DggjOoJ5HQ\/uoiALeINyq6an4b1LifncpTHtjB6QPA7nP\/rOstcHnZWFpT+pSVG5k7YJz\/eIgZTw\/wAOqpG2pAo745J\/FjyfzMu8REBERAREQEREBERAREQEREBERA\/\/2Q==\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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JtbVI29v8ApVcOGcnJv0z5iI1Mz+\/9u8+K9P4kAZQG2kMDVmiKJB\/PNL0rrjRLsq\/as7bMCaOINuEag+9C8vfFabdVZ08XbyHp\/wAPwjqj6+c2PE8RIgKUPXdvfnn756Dp+j6HXTfjJtJG8i0qO63wvPY8Gie9ZtZ+j6d23tGL9fS\/vkyKNVAVQAB2AzSs5t+qyNV9oX4xjLhjGMBjGMBjGMBjGQuqdV0+lQyTyqij3PJ+gHcnImdeVq1m06rG5S5EDAqRYPByKPFj4rxF9\/4wPr6NnnEn7UdQ0vhwaZJAW2oTuVns0LWzWekaWaUQh9QFV9tuEsqD3oE98yrkrf8Ax9nVyeDm40ROWNb8d+\/\/ABhn1yuREG2E\/Nu8pVfYX6nGt0KlCERWUoUePgq6EVVe+Z9JB5bcAs\/ma+e\/YfYDjKnQxeiV\/wBNr\/bLame7kcj06GVIpIF025HVl+Xy1VV\/6zUfDXwlpPwj6TVxNIC4kkke1IK\/Kqeo9qHJvO41enERDRs9k8oGNv8AUfX+mV0el8Qb3kYkHhd3yH2PHzZTH\/Ep6ayiYie8qdP6TGsaxiMRxoKjjHAQfzH\/ABf2yVBqgoKysAycEkgWPRuff+4OX\/gl9S5+7t\/lkfU6WOMrKqDymjxflPB7+3fLzuO6WY6svxEpP+IghB9efm\/LM+ni2KFu\/c+5PJOZMZeIQYxjJDGMYDGMYDGMYETTdNgid5I4lV3O52AG5j7k5LxjIiNJtabTuZMYxkoMYxgMYxgMYxgMYxgMYxgM83+K\/gHUazXmVZqicAkuSxjPYqi+xq89IxlMmOt41Z08Xl5ONeb4\/OtOW6F8B6LSPHKgZpEvzObtiALrsK5qvfOh16kxmhfY17gEEjMGq6xp4nKPJRUBm8rkKGNKWYClsihZ5zFL8Q6RWdDNzGCXpXOwAlSWIFAWCOfbEUrWNRDPNnyZrdWS0zPyl\/j4q+cfb1+1d8tM0j8Iu0fzOP7L\/rkc9c0tK3icO\/hg7HoSb\/D8Nzt8j7jVNRzKnWNM0byiZSkbFHbnysDRX6m+OO98ZOpZM+n0ypzyWPdjyx\/0H0GWz6azvQ7X9\/Rvow9R\/XI79b06lFdyhf5Q8ciHhgtkMo2i2UWaskZU9a0u5k8ZdyOI2HPDkFgp+tA\/pk6jwMq6yuJRsPv\/AAH7N\/rmTVuvhtZFFT\/UZA\/3h0bLYkLKSq2I5GG6QAoOF7kMK+4zGOp6AEldpKyeEdsTMVloHadqmjyPvkakbaC9i332i\/vWZM1TfEejH\/O9dopXO8gkHZS+cWp5Wxxl8nXtIoZjMNqKjs1Nt2yfIQao7vSssNljLUYEAg2CLB9xl2AxjGBTK4xgMYxgMYxgMYxgMYxgMYxgMYxgMYxgMYzXazrEUMqxOaLKWuxQoMwFXdkI54H8P1GBscxavULFG8r\/ACorO1CzSgk0PsMhTdZjXja13trbXn2lgn\/VXp9csGvg1MbxGyHTawAbkOoDBT60HHPpga3W6XQzvJJJLseZFSmKBk8Jjyl\/Vue4Oa89G0ErSudS1zRkOx8IcNJIxK2LU2G7cUubfqcWiEyGQNuR1oLYUPsdl4HBJAYUPfLdIuhmkbYzbvDphbCo7YlCPQfvDx9vbAip0rSJMqjUsPCclFYxsvizktwWBJk4NE8jfmNekaHSo+kOodRIisxZkpWiZPOSezMWXjtx6ZI0Om0UzlkLtRWVnLnkxsCoI9uAcu1D6CZt7NJZG7b5hQtCZNv\/AGqLwMWq6NpfEjebVuXt3jLOtHfIknAqioKCh2onIP8AsHpkkbhtW3\/1ClmLOquxMxk31XBDMRx75t9VqdCzoDuJCNGu3d8rKAw49aYc++RVl6buUbmJXwwi2TwrBolA79zQH3vAzyaDRjdeq2h54nAtAFeEJSLxyKQX3OQdH0zp8MilNSx3bJCdyFWeFywZuOGbxSOOOPTJkg0U1hvFpZGPc0KYM\/2UMRfsTlOpw6GKQb94sGNyGYLXmmCN7klrr6jAwJ8NaKUKPxDsEY7VDKCu9nbZai+7nm74yus6Fo93hy6thxDaXGtiAMiDhb7yqePUL+c+JtLAUKb9si+IhBY8X4lAextmP55jeLTSu2q8RmRTtCqDRkZoxu78m1UCgPXvgTdDrdNBp1UagOsaqu7cpY0Sguu5tSPyOZl61pzR8VQCoYEkAc9h3u\/yzRRP05V2sDyzBbJLPZT87J4A+\/1zKNRoRIgUyO6uoC2SVewhse42gH6LgdMjAgEGwRYPoRl2avQdT01rp4nsraAd62Adz9iP1zaYDGMYDGavqGulSYKiWgQO\/lJ43EN5r4oAkCjZ44zXx\/EkrruXThQrFXLPxYRz5CF55QckC7A9TQdJjOa1nxGyad3CDf4bFPNbFhQAddoprN7RfAyfF1rcsx8M\/umoc8MCaBPFr9eDX1wK9Y6o8MkEaR7zMzD\/AKQqFia9e2aUfGTM+njSCzPGr\/Ne0tv4r1+T+ubDo\/V2nfbJCNyKSJAQRfrssA7aNbvWjwM18fUkKqx0Ee1vEc8AsRESp42UJCb2rZsHuMBD8Z7opZDGAUYKg8xMjM7osaCrZjsuxxyeeDkzp3xQJNUdK8YVghJpw1SqqO8fHsH\/APtb2zHF1CORRu0MQpgtsVMYJDPe7YTXB5rlmArkkI+toGITRrSM5sGv5BajZ3IfkGvl9cCPp\/jRm3K+laNkheQhjwdsbSLsbsysoHI7WR3ByTovidpEil8JQsuoEAG47lNMSx4qvLmCLq6yKiyaWJiRwWrwwPNtDnYdhAUigDW4c85s9S8HgtqDpoybU04UGztrxDtO0jdz3qsDVav408KEzND\/AM5okW\/mWNnEjj3pUJ7dyB9cn9C+JRqp5IlQbULgMCSCEcKDyKbdd+W6rnI8fVIhIEj0SbnA5AUckgNflHlpu\/ryOMaHqu2idPGpCgnaaC7tu\/Ydlk82wNVtPJrAiTfF8rLGiRAPO4VCp3bAWkW2B\/i\/d2B9fpl0Hxk7Er4ABDIvLdw07wE9u4KX+eXjq0AJH4NGQyGgFQfKSquLXa1mzdggH1yZqXRYY5U0cbeJyVWO6cDcp5VSf4hZANsPrgbXouv\/ABGninqvERXq7rcLq8v1HT4ZCS8SsTVkiz5e2Q+j7+GESxxMhYKqKvJc7N1G92zbYqrvnJX40+K0WwjapYv\/AAgcUfzO7j\/CcC09JgPdSfqXcm627rLfPXG7v9cyR9OhUUsYFe1\/4f8A+V\/TIvS555QkhkjKHddKQx7bPU0e98+ozaYETV9OilB3LyTe4cMG2lAyn0YBjRy3Q9LhhACKfl22zFiR6k2a3GhZ7mheTcYEXT9PijvalWKPJJr2snt9PTMZ6Tp7B8IcccWOP5TR5X3U8GhfbJ2MCI3TYCQxjFgkg\/VjuP6nLE6PpgQREBRB9atSCpIuiRQo9xz7nJ2MCEelQXfh+pJosASTbWAaIJ7jsaF3Qyuo6ZDI29ks+4ZhzVbgAaD1xu71xeTMYESbp0LhQyfKKWiQVHagQbHHH2JGWv0uEo0dEBmDHazBrUgimuwBtAFVQFCsm4wNeei6awfCHBB7sASDaki6Yg8i+1n3OX\/7J09k+HRJLGiw8xbcWFHhiT8w59O2TcYEKHpUCMGVOQdw8zFQaoEKTQocDjj0rJuMYDGMYFM1fXZpY0UQRliWttqg0qjcRzxzwPfnjNrjA0D9RmIH7miSePDfcCCBtuquiTu7cVlui6hqTZaDy+QtasDcj7So47R3zwbA\/POhxgaTqnU5YTGI4gzPE77Qr2ShjAUUPKP3h7+2G6jqFYg6cMFokKGs2qm1J4PmYivTYSc3VZXA0SdQn3eG0CgXRIRyoIJ8o991WG7C+ecuh6jM0DyeBtYSbeUb5TXn2jk1fp7Zu8jdRnaOGSRV3MqMwX3IFgYGg0XVNXtVX03qqklWLH0LEVXPzfS+cJ1HWOiGTTghkLMhRuWF7EbjhiVu6A57ds1f7PPjCfXO0c1FgCx2rQTngf8AzneZSl4vG4RE7jbmP9uajfGngIHfgLT2Vpj4g9lsVR5y9OrahrH4fbTUPI1tZXgcEKaJsnjg50e0Xdc+\/rlculzf+1NVtLDSBgqqdu1gWZyQVW+23198mdN6jO7bZIQo2FuFaiQaHftY9OTm4xgc23WdVe06fbagltkhVCV3dhy3cLxXN5h0PVtUAgbTtuaMb3ZGsEOq220cjaSa4PGdVjA57TdQ1a2DDupV7IVpi0t8Vzwi3z\/EvbnM\/SeqTyybZIdgpudriyCK79hz9bo5usYDGMYDGMYDGRn1i3tQF29l7D7nsMptmbuyp9ANx\/U8ZHUJWMi\/hCe80n5FR\/YY8CQfLKT9GAP9RRxufoJWMjwagk7HG1hzXcEe6n1GV1urjhjaWVgqICWJ7ADG48piJmdQz5Gi18LSNCsqmRRbKCCVF1yPTPF+p\/Gev1k0kWmdwsz+RE\/4m0DaFBHIBAs17nOq+AfgbU6aZdXPLsaj+7HmLBhyJG7ex49R3znryJvbVI7fV7Gb9Jjj4pvnyRFtdq+8\/vw9HxjGdLxjGMYDGMYDGMYDGUJ9ciL1XTEWNRH\/AOa\/65G4haKzPiEzPPOs\/tV08WqbTQQGbYad94RAw7qvBLffjO+V1kS0YEMDRBse3BGfK\/XdHP07WSRzAqwdiCf41JJDA+oOdPHpW8+phmm1Y7PpH4V6xpdXGZIIxG1\/vFpQwP1I+YfXN5nlv7E9PqHWXVSKVjcKsdit9EksPcel5suh9U6gOoywzxykNIdpo+EsQ7EHtVfnlM1a1vMV8LY5max1eXoGMYzJcxjGAxjGAxjGAxjKE1ycC2WQKNzGgMjBHl5a0T0XszfVj6D6ZSFfFIkb5R8i\/wD7n\/LJZcA1Ys9hfOV8\/YI4wopQAPYZdjGWDGMYGl+JJ3j8N1BoN5iO4Ht9jk6Bk1EYLR2pPAcXdetHLtfyFT+Z1H5A7m\/oP65KzOK+qZTvSIemaewfAjsGwQigg\/QgZLxjL6JtM+ZMYxkoUyuMYDGUyP1J2WFyvcKayJnUbF41UZYqHBI7gc198zZxXw\/1JYid3r651eg1YlUsO10MyxZYvCZh558aftA1MUz6TTwmNlO0uw3MfYoozn\/h74K1eq1KPrInWN7kdmoM4BHBHddxPrXF57CelaczfiDEploLvIs0O2TMpPHm9t3nfw9mn6rXBi6OPjiszHefffwsiiVFCqAFAoAcAAdgMs1GljkrxI1euRuUNR+l9szYzpeLPdQCuBlcYwGMYwGMYwGMYwGMYwGRdb5isf8AMbb\/AKV5P68D88lZpOuLrDIv4Ro1bYeZASK3C6r17ZW3gRPiDqWp0Uo1BG\/S1UgA80X+P6jOf1HxdoNT1LSyQ6gFIw6u9OqAsPKLIAPPrkT9pEXWR02YyzQtHQ8RY0IbZfPN9vfPH+ldUWJdrDOrj8euSN2lhlyWr4h9S6nqcERUSTKpYgKL5JPahkzOD\/Zr0nTTaOLWOgeVrNsd20bjtAB7cVneZhMatMNoncbMozACz2GUkcKLY0B65E2tMbIqMdge7\/U+y\/T1ysyldpQXYyntVIP8P835\/wBsl5TK4iNBjGMkMYxgMZTGBXKHIXWoJZIdkTFWLxcg0QglQvzY\/gDeuazVN1FSscKWF33IdjbhuXw9oMgN1uu6+l4Eib4a0zNuphfoDx\/6zawQqihEFAdhmhcdSsHudhNfu9u87vKRu5AAXn3P3rYaX8UYWD8SbOCQoG7muFZvpfOVrSte8QNljOY1Gl1Rc7I9Qq+GAu6ZDUm59zNU11RTsD+WXCDWxsGJYqpQN5wRsEzuzrZsgJtXnzEe+WHS4zT9WOoeNHiic+W\/DDCNg52kbjuXgDcDR7kcHIZPVAq7QLLPusI2wBwI6843bgbPPFe\/GB0mM5nTDqSpt2nhf4vCLFrPbz8qBRFkE9jWb7p7SGJDMtSbRvHHDevYkf1OBIxjGAxjGAxjGAzT9e+JdJolueUBqsIOXP2AzcZw\/wAS\/s9j1ms\/E+LsVgPFAFszDgEH0sd\/tmeSbxHoju6uHTBbJ\/ftMV+Pw5Fv2g9Sl1Hh6V7DvUavHGXF9gSoGeqaXTagRIZZA8y8k0FUk\/MgA7D\/AEyP0r4W0Wm2GKABkshjyxJFEknuazdZTFjvG+udujn8rBl1XBSKxHxG5c58Ta2Z4fA08dySnw2DAfu1bhmIPcVf0zU9N\/ZT0iIo7acu61e6SQoW99m6vy7fTO1mhRxTqGH1F5h\/ARex\/wDJq\/vm1bXr4l5sxEuZ1\/SpNBL+J0RAjdh4sBICmzW5L7H6Z0i6wsP3aE\/U8KPzPf8ALMsWjiU2qKD71z+uZ8rESIqaWzukbcR2HZV+w9T9TkrGMtEaFMrjGSKZXGMBjGMCmMrjAYxjAYxjAYxjAYxjAYxjAYxjAYxjAYxjAZTK4wGMYwGMYwGMYwGUyuMCmVxjAYxjAYxjAYxjA\/\/Z\" alt=\"Las fuerzas fundamentales de la naturaleza y su part\u00edcula mediadora:  Fuerzas fundamentales de la naturaleza\" \/><img decoding=\"async\" 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\" alt=\"Estructuras fundamentales del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRd0gpxXdUAFjPCzPeodboaCJKo8qhosiab_w&amp;usqp=CAU\" alt=\"Estructuras fundamentales del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTsamzhkpgGDIF_2kvHJP2uPX-J_zuRKxDugg&amp;usqp=CAU\" alt=\"Estructura celular\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTX2SWKgX2GxszIr3w0m_G1Ltorn_JKyNzfQA&amp;usqp=CAU\" alt=\"Curso: IV\u00b0 Medio: LA MATERIA\" \/><img decoding=\"async\" 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alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"exposici\u00f3n] galaxia - THE-GIFs | \u0432e\u0442a en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">La lista ser\u00eda interminable, y, he tenido la osad\u00eda de incluir el ADN que nos afecta, aunque es dudoso que sea una estructura fundamental a nivel universal, es m\u00e1s bien la importancia localista que nos afecta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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lista ser\u00eda interminable, y, he tenido la osad\u00eda de incluir el ADN que nos afecta, aunque es dudoso que sea una estructura fundamental a nivel universal, es m\u00e1s bien la importancia localista que nos afecta. Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3445"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=3445"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3445\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3445"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3445"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3445"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}