{"id":26431,"date":"2021-05-18T06:42:20","date_gmt":"2021-05-18T05:42:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26431"},"modified":"2021-05-18T06:42:20","modified_gmt":"2021-05-18T05:42:20","slug":"%c2%bfvacio-un-poco-de-historia-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/05\/18\/%c2%bfvacio-un-poco-de-historia-2\/","title":{"rendered":"\u00bfVac\u00edo? Un poco de Historia"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.cienciaonline.com\/wp-content\/uploads\/2007\/04\/vacio.jpg\" alt=\"El vac\u00edo perfecto? No existe. |\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El Vac\u00edo perfecto no existe<\/p>\n<p style=\"text-align: justify;\">Habiendo llegado un mensaje a esta pagina de los alumnos de 2\u00ba de F\u00edsica de una Universidad Espa\u00f1ola, nos piden que hagamos un\u00a0 comentario que verse sobre el Vaci\u00f3 y hagamos un poco de historia. Como el principal motivo de esta pagina es el de divulgar la F\u00edsica y la Astronom\u00eda, no tenemos inconveniente alguno en prestar dicha colaboraci\u00f3n y, para ello, nos hemos documentado y hacemos este primer comentario (muy breve) y otro posterior de mas amplitud que, esperamos les pueda ser de utilidad a dichos alumnos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Incre\u00edble! La f\u00edsica descubre que en el vac\u00edo existe esta fuerza - VIX\" \/><img decoding=\"async\" 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\" alt=\"El profesor Bigotini: PART\u00cdCULAS VIRTUALES: LOS FANTASMAS CU\u00c1NTICOS\" \/><\/p>\n<p style=\"text-align: justify;\">De eso que llamamos &#8220;vac\u00edo&#8221; surgen part\u00edculas virtuales que aparecen y desaparecen de inmediato para volver<\/p>\n<p style=\"text-align: justify;\">El vaci\u00f3 comienza con un concepto filos\u00f3fico en la Antigua Grecia. La primera noticia corresponde a Dem\u00f3crito de Abdera (460-400 a. de C.), quien razonando sobre la naturaleza de la materia concluye que esta formada por \u00e1tomos y vaci\u00f3, pensamiento que permanece hasta Arist\u00f3teles (384 a 322 a. de C.)que, con su concepto de la extensi\u00f3n del cuerpo f\u00edsico, niega la existencia del vaci\u00f3. El Renacimiento cient\u00edfico con Baliani, Bert y Torricelli, pero en controversia con Galileo, demuestra la existencia del vaci\u00f3 como espacio exento de aire.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-0UocF8atFRI\/VVtsOqr-0WI\/AAAAAAAAAAg\/WXYxI-u57nY\/s400\/tumblr_static_el_espacio.jpg\" alt=\"\" \/><\/p>\n<blockquote><p>En el espacio, nadie puede escucharte gritar. Esto es as\u00ed porque en el espacio no hay aire: es un vac\u00edo. Las ondas de sonido no pueden viajar a trav\u00e9s del vac\u00edo. Sin embargo, all\u00ed hay mucho, lo de vac\u00edo es una forma de hablar y referido s\u00f3lo al aire respirable.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pascal define el concepto de presi\u00f3n. Otto von Guericke inventa la bomba de \u201caire\u201d (bomba de vaci\u00f3) y es perfeccionada por Boyle y Huygens. Se despierta el inter\u00e9s por la descarga el\u00e9ctrica y se entra en el siglo XIX con la utilizaci\u00f3n del mercurio como fluido de bombeo y la invenci\u00f3n del man\u00f3metro de compresi\u00f3n de McLeod, descubrimiento de los rayos cat\u00f3dicos, los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. Queda abierto el camino para el gran desarrollo durante el siglo XX y el advenimiento del ultra alto vaci\u00f3.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dem\u00f3crito de Abdera\" \/><img decoding=\"async\" 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\" alt=\"Filosof\u00eda de DEM\u00d3CRITO de Abdera (Espa\u00f1ol) - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Hacer un recorrido serio por la historia del vaci\u00f3, desde Grecia hasta finales del siglo XIX, nos obligar\u00eda a recorrer un largo camino hasta llegar al Renacimiento Cient\u00edfico \u00a0del s. XVI y XVII y detallar todos y cada uno de los descubrimientos que se pudieron hacer a lo largo de ese tramo de la Historia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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LOS DISPOSITIVOS PARA HACER VAC\u00cdO\" \/><img decoding=\"async\" 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7tHw7+KxyNC\/55YC9lJRczkUqbXVaRz07\/AKXU7kja9zQLZnJaIHLMzbHcnffyC8ufTc4W85NvBw2D+tkYmQLR0dSWO4tRXLa6u7rAN3ZrKonDpim6yCZrPX3r+V6q8xvvd4KcBzWnh8UjFVC5eNiWalUd0hJLb0BubxazmVWLJvEgpUgZVHoEIGErtzO0fA4yAdNZcOLo6dKVv+9p+PLrgOnC+34zExy2WgzU+kg95pULoAGzFtxq394KbJHTDpwvMKVWMRNAVUVEwUUo2GnQSpUbDwnba6sYFez+TLSZRZssoVZPeFAEFfDpNeVfx64OZtRqiPUPt6+FrH03+QwCj2+7X5bK\/duZZHC20cWkaAxpWdiQVJ3AAN72VIxd7K9p48yvenLSZfvStO+kh7FJupsWNhqABsUTYxnXZ\/Pd\/n87FoBzBmkcM9EHu5Suiq2pKUHfl6Y2F8sghI06Ro8uW3pyPwwBDExzs4mAF8denym13mK\/3UuBvtLyvecNnU+S\/wCYA\/gTi92kcq2UI\/8ANID8Ckinn8cdO1MerJZgH\/wWPzAJH4jAL\/YPOFuG5cOxLtp2BvYnUL5\/o7nDxjKfZHny2W7onZGKjkTQAIB8v58rxqjjbnXr5YChnXGuBr2EjAnypJL\/ABGLkEgZQwBAPmCD8wdx88IOd4+j57LZXKtHmVMhbMOhY92FV6BKHSDuxoVvWwvGgqRW24wGQ+13s66vFmoA2rWdJG9O1HSd\/DqIJXmCWZdrUFVg4fl+IRB10wzgU4UDY9Tp1BipN1uOe91j6Az+SjmjeGVQ0bqVZTyIPPGG9tuyU+TzAeIk62qNyx++22V2bwiZd\/e2cUV8QZQAPMcBlgfnoIUAOV9\/ndGiQduVfleO3DMzxDLH7mvEbJVgQaurJfblyrFuDtlFMixZlCjrtrAIN8iG00bHwHIjB1cgppkkWQH3SrCjXMgkE2PLat8B7y+beVUbORxsx5MsbOTdbeAEjzsGhXzxePC43rQZVatwrAX\/ALZ5emOMORVlrvHQDc6Hbf8A4R8sEoZG0kKwvoo8RY1191QTYG5A5emAPcH4dpXUS5PI224\/n0xYkeNAWYhQObXz+Z9OmA\/BJpFTVMasXVDY+V1ucLvEMvmc21RnUrHrdbcgLFg+dk7DlvsFrtF2hab\/AKvlQxLbBkFvdHZP1TsfEegbYVeGHsB2VGVUzy7zMPESbCjmQDQv1PWgOSrgh2Y4CsESoN2A8cnmTWoIfI0LPkKHoczWV1po1FR101uP1TtyPpR9cBVzmaSTLSlSD921ixYtbF0TVgg15EYF5d4JMnFlZh3newIDEPeZe7BJAsVVHfbcbb1glPlljy03uksjsxUaQx07mh\/zxz4DkkMELMoZhFGLYXX3YBq+VgkGqvAKXsvyYyknEMuA+iORHXWPGFeJH0sB+koIG3M3h3yMLk95JQcigo5IOem+p5W3WhtthE4csrcez6pOUQLCXTQpD+CEaSxGoAKxIo7F78wdLwGOy9nTLmeIcSQvDomk7lkKjeFSsrmwbUyKQQask7jnjTeE577TBBKBQliSQ\/BgGA+fz2B88La3\/RWaF76M2LHmzyAfO8NPBcsI4kjUUqIiKPIKigD5b4C9pGJj1iYAXx0DTET0nj\/FtP8AHFzMwa4mjP6SFfqKxV44fu1P\/wB6H8ZYx\/HBLAYh7O2IyukCyM0tncULU8ht1vfl8qw8+17PvDwyXu2KlyqEg0dJPjA+Kgr88JfZErG+diq1TNLvQ2OpQKNbb\/UqPm1e24f9mnevvV\/JsAR7A5FocplEkALd23JeR25m96Uab9MHJZXGajUAaGjfV56lKaT8KLD5jn0B9muIl1ywNWJJUIsXpAYqa+AXf19cHpYUE6PzcqV+Cizt5b1dc9vIYAjitnsnHNG0UqK8bimVhYI9RiziYDIO2ns4lUmfKzE0oVVZwsgIvSBIxAk\/VGohq5sxwt8O4xJlZTDnY2B82iYFulgAEn4gY1jtdxwJUEao7tHM5J8Wnu1S1CjcuRIDVil1E7Y8cR7P5SeHu84IzI8ZvSwvwKoLxFtxpCg3y332wCtxEq8AGXnZZGI5FiRVXaahXz\/5Y95LNIkQkZjWgMS1LdAEmrv+eeMmz2WOVzUkEjkiNith6sEAobUmrBUkAmuW9Y0n2Zdi45ohmJiGIKtErAONNDxlWsEmqUVSgXuSCAucJz02db\/q8chiBB16PC18whcBeQ56vqcaBw7hhVafTVAaFsiv2mO7778gN+R54LAVsMVZc1pcLz5agBZGo0pO+wO\/Tp06hcwL43HrVIbIErhWKmjQDOQPiFr4E4tpIS5FeEAVsdzbXvyqgPr8MDOJcWy6ZiNJZ40ZVZ9LOARZWNdr6l6HmTtgO02UEWWlS7GhzyA5g8gBQGP3swT9kgvn3Md\/HQmPcubinhlEciONDA6WBrYjeuWOPZRw2Ty7DkYYiPUd2mATuCp\/25LJW0sc4u+ZilysfL0Cj640nGdcEWs3kn3Ik\/pB7\/fnhlUfQ40XAIUTH+i5eped0\/2824A+jDDvlxt82\/M4TJQG4dlQvKbMZRvPnLFI35HDnlfcX90flgO2JiYmAFdomAhBJAAlhNkX\/bR9MEFbcitgBvfx6fT64G8ZgYwsNVkvHVjlUinoaPyrBJYwCTQs1Z865XgMSy+dEU\/FSSAPtYNn0lbYedgcvQYdfbVCW4W5HJZEJ+F6fzIw1LwPKiQyjLQiRm1M4jXUWG4YmrJ9eeCLLYo7jAYNwbt4sEkNqGEanU0RBoMApoGro0drxpHZ\/tPHnswHy\/3iRxPqatJBJTStHkWpufOvTGZ9s+2sBnliy\/D8gVjYr3s0Cuz0aJUUABd171jf0wy9gO2pkgli+wBTDCWZoTo7wgAaUVVGl2FkBTtW1bYDSoDJoIrfVQNmzv4m8Y2rcgbjYVti6q0AOdeeMsymXzKPPMnE+6neN2jyk84k7snxIrF2IFcr3A358x74J2i4rLmmyQeFwq0+YMLFVdQBKqMpVH0tajYbjcGtwMcb7hc4FmlKxQRiZPeISd3ca3aiuugNCtsbkOk0MVc92SzT5gZvLT5aTVF4ZJ4V1AmzpHdKoZGDXbAkHffanHhHCEy6FVJdmbXJI5tpH28TH5AADYAAAADC97TVzYyUpy5cDwBzGTrEYvWVA5dLIN6b8sAB7CRSxZvMZXOCEmDLwgMpLqotqA1AAbs3QHkLNA4bOzqcQMmvMtlDDTFGg16nsjTqD7LtZNM2+M57FdmJ43aTJFgksIaN5lQpJbmiRYZSvha9N+LlytxyWUTJSCGJR9okliUKPCHiAVZG0gnZVDEkgDVRFXgHzHJowaJANGxY5GiLHkaJHzOPOVDBF1m2oaiBW\/XbFDhfGosw8qRBiInKGQrSMy1rVD10nYmqu6ujgCbtQJ8hjMez+aiEaTSZow5hhHK1RqzyGSPwtO5169QJIVSiqKAA076jjM+G5yWCNYGzIi8UgjR40jEio5VmEjGtI2296iLG4wHbN8ZZnpTqm02tqQWu6COsSXf6p1D6Xhn7LTKnDcs491crG3yESn8sAMnnGcqFlV1ZhqSMRspF+80i0Vo\/si+WLXDR\/wBhRqhotkY1U+rQoq\/iRgK3DMq0K8IV93WKVHP7Xc234ph2zkuiN3\/VUn6AnC9x5am4b\/60gPwOVzJ\/MYK9pD\/1ScfrRMo+LAqPxOAXOJwGOHhkK8ln\/COCdh+IXDqBhZ4sLzGQQ9BI1f3Fj\/8AkwalzJEgQAnbpWxOoi7\/AHTy+eAu4mB6IxAOqYX6L\/8AziYD1xsD7PLfRGP0F\/wxex5ZbFHcY8qw3A6bfgDgOmOcr0pPkCcdMTAfLfA8gczl3hEYM0Z70tTa2XZWXkarnRA6dbvZezvs5iy8ah\/vpK3kE0kd2CK0oSKUbA8+uxAOMzygPDuKsHRljSVl8TEDeiDfK2AVq50Rj6DyubSQEqQa578sACynZHKRvrTJZVX3OsrrazzPiUE\/XBaPJ92zyL4mZVFGgPCWO1Db3jt\/Ekm\/ipLmRqMYGo7ah5BrHlvyOAmQEndqZaEhFuFNgE\/oqSBYHK6F1dC8Y37Qu1M+bz54fBM0MCN3blTWtv09RBsqPd08jRu7Fbfj5ZSQPxJmsgPm3Ng0aaRjzHndfPAaV2GXPQgZanXLo1JKxQnxutoqpISFNFgx5DX6V4y\/DZ8ln584cxD3rAgxd3sybEAkGxYAIbc7dRYLj2JhIfMsV02673zpRXQV8N\/j5KntXkK5lPCAGiPi23u10\/j+PzAaLm+JgZRsym47rWgJAslbUWdtyQPLFHs3lfs4jyoXwRRBRIW99+chrqWazZ3sNsAbP5lOGrmeHQRMzoGihYNG1MpXQ6kEgjZgOYIPXB+NaAF3Q5nr6nAdMLvEeGxvNoV3ik3kUiqs2GK7hgT1AIBs3dnDFhG7CZ7v8xn5yWOrNNHHdkd1EqopXoAzWa5nc4C0sMkWZETs89pqZ2fSEHj0eDct4l6EDezdYrcLB\/ojIoDuyZMfGhC7D\/ZVsceIcWZeKJAoDJNFJrZrsd2XrR4qA1NpNjy87PLgma77L8MhRqlWOKU+QrLAC\/S3U8vxwB\/tbtLw\/wD\/ACmH1yuaxb7WX9mIHMyRD5GWO\/wvFTtcDeSPUZof+zOP44sccLEZZGq2njDVy2DOa9PDgOOfjDcRywv3IJTX7zwEH\/dn64r5jjbfaKAOhMwIFGi9bGPvGINWQPEuxXToJOoGsdorbisnlHlovqzZjV\/wYC5MtI0B2r+lM18wq52P8wuAfsTExMBMJvHuIyrncvkoVDvNG7SvIxAWMEAnSoALHkD0rkbOHLGVduuKZjI8WTOjLNNGcr3SUSFvWWa2CtpIscxuD8cBpuXFeCx4QK58uQuybOx3vFjCf2K7SS55mkbKvl1CAeI2CbtSpIUtYJ6bVzN4ac1mFjRpGNKilmPkALP4YBK9qHZH7XA0sUeuZV2UGi1XVXsSLO21g1ewGM87HduhA6JmWkj7s6dQDHkCumVebUSefiB643HIZ0SLroAEnR4gdS9GFdGHiHXSRdGwM59qPZpczmIJMuivOSI5VFptIG7qZ3HIIVPQ3y6VgHTJ9pYZoVdJ4tTnSmklrboFWtRPmK2wZy6EAatz\/PP1wq9gezYygk192ZmI9wNUaAABFZgC1sGYtQsnfkMOOA8sa3x8ndnnZszAy1qMinf1Nm69Lx9WZx9Mbt5KT9AcfKPZmQJNCTsAQOnlXX1wH0Z2Pk8UwoCtJ\/S3sczqA3+F\/hhP9qals3AB5W2\/QSL8\/phw7KZgfeEmhQu6qwN9J5GuRwq9r9L53VqvTFfoN7r193l6DAOXD88QuWy6ABmy6uS3JVXu1qgQSSWr0r4WQXNsFsjWdZHhrZdRC2eV1V\/wwJ4rlgqZZ2id1jXSzxAmSIFRuunx6SVAOmzuLFAkDs92LLhJMpnMxESdRErPKrBqJJWRrViNudeYvfAGMz2gFmNUKuYGmQuygFVoE2CdgWS7rn1o4C+zXIHKcNgEi1KWbVq57ub8VbihYPI7Vdg4B8U9lMlyPFxCamiKN3o1sRqD6AVKgISq7VtWCHAuEHiHAcrD3zRMUTS48WnQ1AVYsACqsfhgP3jmXnbicIWYCRoJSrGIHu07yO1q\/EaFaj53WOXsq4p9qiyp06fs+V0AXd7rGGOw5iInHbiHYrOomUfKZtRmMvAYGeVdpFJUmjT6aIrcEkVvsbIezjsyMjHLFqDMuhGI5WF7whb3q5Dz586F0AKdqzvlB55n8opj\/DFrizfe5cAaqZ3oczpRhte3Nhir2qP3mRHnmiP\/ANfMn+GLk6k5yE9Fhlv4s0On8A2AocBYvnM855LKqL6gRQn\/ADaxgTwGOhkx+tPmZvkzuf8A5fxwY7HgmOaQ83zEx\/u97JoP+wVwJ7NAs3DNtvsMjt+8TlK\/4vpgHfExMTATA7j6McrOEkETGJ6kaqQ6T4je1DngjhH9qeSzs+WEGU0aZCe91NTEAFgi7VRo3uOQG4JwB3spnxPlIZVuivVQp225Ch9AL9MGJBYIHlhX7M8QzjyFJssFiC\/1neoW1UNiik+HmAQf1TyOzXgFE9mDJlpIo3myLknT3Ungj2IHdqtLook0Apsk2GAIE8X4dNkZctmDnJphLmoYpFcJWk94FC0AQoZthZO\/M40TALtZwtsxDGqAFkzEEtXViOVGaj56QawHfhvCzHLNK08sneHwo5GmIWbCUAd9rsnkOWC2OOXQhQDz3J+ZvHbAYr7TPaNmUzM2SyxWNI6R30hmYlQWq7VRvp5XsdxjKgpRkJFXRXVtq5crqxjTPbfNAmbi7ldGa065ZEYg1yjBr9LmdWxAC9CKA8G9pefiAjkkWeOvdliWSh6U0ZPzb\/TAcOGcfeLNkj3TISacAmzuLahufTBntTxuM5xFje0CkMbr9FjuANjd4uf\/AOyyLqJX4dk283bK1v6UHv64n\/SJl4\/+7ZPLI43tMrdHezu0RFfzywGo9jc\/mp8tHNmViBkUMO7V0oHoVez87\/DDFjMPZ52jzGczsgzHeUiFo7rSDYUrSqADRse83PxEbY0\/ATCd7Mcp3eQiQHZGmjry7uedT9bHTphxwK4RkY4u9SPUB3rsQTYDSVI9ehLXW9fhgCuB\/CU2kfq8rk\/3ToX\/AAquCGOGVi0oq+QF\/HrgKHGOGGZssyuE7ibvTa6tQ7uSNl5jSSJCdW9VyOOyqe\/lYb1GgHxuUkfiuCGOYUCz57n8sAA4LFJl+HASqVkSAlwSD4lWibUkG6vn1x14XlQk6RjlFlkUegLMB\/l\/DFrtKLymYHVonUfFlIH4nHjIC8zMw6KifRdX\/HgC+JiYmAmBcbP333uws91VaaoWTvZar6AAWPUr3aTtbHl5xl80ZssrEGKZFBjcAgkFtyp2KsCNgbvcY5wcY4Mza\/tMLyEadTyEsRd14ul70BV9MAXbLEZwNCYkVYzqU3bFiN1rYKK3HU77UdRbIZ5JQdLKWU06g2UbqGHMH44TeG8PyKSI+Ud5CZGR21u9MVJNljz206AQBqJrrhC7T+zudMxDUoCkLFG8rEyuwDt4QgO9BuoPkLqw3vEwvdieFz5bKrFmJmmcMSGYkkKeQtiT5kWdgQOmGHATFHi3EEy8Mk8hpI1LNXOgLoeZPIDzxexk\/tm46ToyER8pJq6j+zT5kavMUnngMm43m5MxJLmpf6yRyWrp5D4AUo9FGKmVAAZt9lo8ubGrH928Ws8PutXIFgB4hv8AAHc0RVgcgL54sdnMgZ5cvBViWVQf3dVH4fp\/XAM3bPKLlsjwzKDZ2HeuxA21EsbvyMv+HDB2h4LHluFxWY5GZr7zYA7VseZB2G5PM8hVBfaDnkm42qnxRwaFYAivDbtzIA2IBJI5YOe1PtDAmXysUIRwQSDsyhaAqweZ2OoXuAcAw9iSBDkZhQ7yJC\/q5XQx+Oq8PssoVSx5AE\/TGX+ziUnhkQOzwSSJ4tiDq7xQRz5OPljS3QSKNzpNHY8+ov05bdeR2sYDxDnkYXqA30kHbxVdC+fyxz4SxKszDSzObF3RFKRfXlzx7zSRrGWl9yMFyW6afEWPSxV3gF7OpppMoJppRIZj3ygIF0CQBtOxN7ktf7VdMB27T8XkhfLwxFA8xc+JgCwjAJSPV4dbEgC9hua2wp8b4\/xLKgEx97KxP3cQmkCjatR0gE781AB3rlil7f8ALuyZVgjGNe91vpJVb7vTrI5XR5+WDHYeXh6ZSIS5nLs+\/vTDzJAKs5sgef02wBDsp2izLrefiGWLMiRKTTSljR+7a3FGt7IIJ2FE4dcKkb5WXNxHL5iNxEpBhhKkBiUKu+jlpUMov9bb1a8AL7Qj7mvOSIH4GVL\/AAvFbs+h77OuTYbMDT6BYokI+qnBDiS2Ix0Mi38rP8MUeylmKRj+lmJz8u9cL\/hAwBvExMTALvaDiOT7plz4jERfQqTKG7w9DGtEsfLSCfhhQzHs84bmE+6jzkSk2AAQBfl36MQD5Db0xd7ZTiLORRqpTXESPssQOZlOptSh6qGNdmZrBJc1yOJwHNRWV0wR1trkzwmkc8zr0tfkd2PyrAWeE9m4stdSZ9gxtqpSxAoEmGNGbYAWT0GDHZ1o9bgqgm30ksWlMQal7wuS\/kdzXi6HbHDNZmNFLsAwUXSNMxPoo5EnyvAbgGbkn4pfhMUMbgAyAyQmQRkxyLpBGqgQNwND+InZA0PExMTAUeL8QTLwyTyGkjUsfPboPMnkB1Jx8557PvM8uZk\/rJn8+RI2A8wqih1pU+b17aO0wYRZJCaNSy+o\/slPxPjrYik88ZvlcrJms1BlYTTM6gHyPNnI6hVBbz2OApZzJCwV6iyfzJ\/A\/wB4eWHz2TcPBzrS\/o5aEkk9HI0ivTdz8sLHEkeFnUgqQxDAchpJRl5eYK\/SvTQfZNwxXyObkY6TmWMYKnxFFUXp8t3O+AzOFMznM1K8CM7SuxNDkrEmiTsABQ+WG\/hHs2Ip8y\/iUj7uNrNWPeY8gN7oH5Y0LIRw5RDCkAhiWglG+81bcrLMeQ3BJN4vxcKmn3cmCPpyMh+W6p052TyKjAKnCMgV7yJUVVDeHu+RFkjvL1EtWxNi\/JcaLwJiYIw3NRpP93w386vGQeyGSWPiOay05LSSRWzEk20bAAfRm+AFY2DhOwZfJv5\/EHAJPtLz0k8sfC4WK96uuYqNzHqA0\/PkRvYO9DmY4jxODhuUgfYX3MYXkWGwb1sLbb\/q+uA\/F4b4qzxlDIkYEisaZUK2sikimXUrIyiyNjsDjn7RI8tm8mIBOGmDUsaspcyGhpOxYAFhdKTWA0rAnPZPKRJJNJDCqqpd27teSgknlZ2vBOMUAPTCB7X+FNJlRKstaXjQQt7kheVFFladCLslDZAIwD1kyhRTGAEIBAArY7jbpixgXwTKCNAV2DKtLqJCitqs\/jQvrZ3wUwFLObyQr+0W+ikfmRin2RN5OBuRZAx\/vb\/xx541mdEmromWnc+ld1X\/ABYvcHi0QRL5Iv5YC7iYmJgE\/tX2ebMTK7B3i7sI0cbabouT3tFWkTdaS6uyQb2A5b7RC6wNly8K0FKcL2Ued9+eXovy83riecKkKhFga23A8IIFbggWfPmFavRf7cDN\/wBHTyZcMMw6JrVPeUeHvO7IprC6\/Xy3rALnE+0vDpBJEshkdTRGXgeJ9Sncd4FIXfY6Tq32xe7DQ5yXN\/aZYFiy6xFY+87wyAnSPC89Svagai6qppdIJtiy9l51RIofCC8QaNEHhRFVRQ22oFfibrkavmMzWjio6BGxUt4mNEHoFC2K5k8qrAFcUuKcQSCKSaQ0kalm+AF7eZPIDqcXcZZ7ceO6Iocmp3lbvJP3EPhB+L0R+5gMv4vnJM1O8zi5JGLOLNC\/dW\/JVFXXui8aR7F+zyhpM2R7o7uM1W5pnb6aRfqwwmcB4UBlpcyygs7CCEHqxoyab56V0opG1sw5jG89nOFjLZaKAc1XxV1Y7sfqT8sBjntqyCRZ0Op\/rowzJ5Nekv5eJVUV5qx64NT8X\/ovhWTjWDVK6Cy3uxmU942th6kL68rFHCx2\/k+38a7hfEveR5fbmACFf6MznGucTy6NHm3aLvI0Qr3YjDl9CEgLGfCxsilOxIHLAZnk+JAw5TO5lkeeSWWpJC\/dQd2yr3emNWRWaPUbYUVBJbkRo\/Cu2GUbUsTMyJoWoUaYJqsLbQB13IoUxrqFxnnszyaw8SiUGgMtJK7a\/C51aA9DwqQDpIF6dxZG+Gftrw5RxTh6xLp+0DMCZV2WRUQG3C1ZAYgMd7I8sAv8RYZbj8EnIHMFD5ETCgPhbg41bhhYGmFE6xsCAdLkAgEnmDfPGS+2PLGCdZo7tRGw+K7C\/moxsEWYDiKVfdcBgfMMNvzGAU+33ZgzMc3FAk8oheIxOiNq2YxMBJ4bSQ6j1K2BZ2IrsT2Pd83Jns1B3dPcEZsVWytp1GtI2FgG9R3uzp+JgJjHvaTlHk4iNUbTwxJHM0IZtenxK7Qd3RWgt6WcFm90Dc42HCJm84Uz+ec6iqQID3QtOQIE97iW2JXSa0G26YCz7Ps+cws0vcPl1VxGsblrICq+sqdgTq32J2Ns3RywvdkXJSYnb73l5VHGK2JHO+WDqyAki9xzwAvPZITPPExIV8uEJXmA5lDEXYvYdMFUSgB5CseEhAZn6sAPkLr8zjtgJiYmJgKeegRgpddWhtS\/vUQD5dTzxnubykvE8zKMzNNHlEkZIsvCCO8CM6M87UV0sykhWO6jYdTomfzIijeQqzBQTpUWT6AdThX4fnXEQ+4SleS7kIa1kYDSqrueviK16AE4BXbtzLls3FCvdy5RmjjQrEY3RXoICL302LGgAgiqJxpuRzyS6tF+B2Q7dVJVh9QfwPIgnDe06rLxSIQnS5zSDQWsMS6ln94Mu\/i0kHmd+mNo4PxhMwZVUpcbspCtqoAkKWoUC1XW+1YAvj5n7YcRfiHEpWjGrVIIIV81U6V38na2\/vHG6e0Hjn2PITzA0+nRH++\/hU\/K9XwBxknsY4ODO+bcfd5ZfD6uwIHxoWfQlTgNG4XwGISZXKpvHkhrY17777t6mT7zbqpw5ZzMLHG8je6ilj8ALOBnZrKBIu8qjKde\/Oq8A35bb10JOBntPz3dcOm5XJUYvqGPjHr4NW2Ayn2ZQGbirZmT+yEsxN7a28AHzLkj4Y1HtGpXhExCM5dCSBL3bU7WTrI20qbqt9NdcI\/sv4YPsuYmJ8UkyRpV1agnkRyuUfNR5YfPaTAP6OkACeAxldbaQul1Nr4ltgN1W\/EQBvdEEf2ZJr4mRaMiZGhoBVTqeF9QF2L3\/HDpxZw3GcuCCTDk5ZBX7csKfkG\/HCt7KvFxHNOWLH7PF4iKLaq8RWhoJr3aFeWGzJxiTi+aYgER5fLxb+pnkI\/FD8xgF32zxXFFIB7ysu48qYA7epGGD2d5vvuEZV+ZSPR84iUH+UY5e1mJDkdTECnHM1dgih63X0wO9hua1ZCSM\/2U7rXowR\/zY4DQpZAoLEgKBZJNADqSfLC7xnjPdsrjvEDfdR6iqiSRyukIjnUW5iyKF3RF4FdoO2MGXzaZWYO2mJXRFW+9mLlI057EFbF7WwJI0iy+U7LpI\/2nPKs853Ct4ooPJIVbbbrIRqY2fCCFAWuA8XXMqJYm1xEEAlaYMDurj9EjqD18sLWUYvnM\/NuyWIldfDESmlXjdTRklUg\/eHUoHhBBBGHObIpTFVCsRVrsduVEcsInYqRpFzU0neN3klrKAFglGogGJKXx7W0hXxHkxFYBs7JwaYW\/alc\/jpP5YpcNgzC5t+8MbtpFskaraFvCzmw4aldQg1jYHULodYOIdxlO8WMyHXI2lf1e9YuQeVqpLAX4tNDFCHtAynMZuWJBEsIYGKTvHZU71wSpCFSwZaHxsjngDHG+OxwskQkiEzuirG8mknUSByVjvR6Dkd9sG8IGc41FmXyc+XLRtM2kzoi2Ygkkjxs\/jVCGUWjUw8VdcMHC+1GSlKxRZnLs55RpKrMeuwB323+GAP4mOXfr5jEwHXGZzyyZTNShW73JZh2ljKGzDMaaRWq\/AxbVq5AkDYkHGlkYDZThW7yFQrSUCte4gFBRpPOuZ3sk9KADPcj2cnl4uMyykZeMLNQHgaURhQqbC6YFtrqtvexp2VyYVjILXUoGg1S+fIc+V7kbbVZurxKVIYO9nIAjIYs1kJvWrYAkLfkPlhb4R20zEueSAZdWysjOI8wG06wqk61VveXUNJI8wb6EEj26cc73MR5JDawDXJ++48IPqqH\/AHmK3YPtXlkyf2GSR8sxdmaUKGWSzsHNEp4dK+7VDnvjUO0Ps+yGbLu8Rjlf3pYm0sT5kbqx9WU4zXj3spzOX8WXIzMY5gDTIN\/1SaevQ35LgNNyPGsxp1aYsxHdB4m8vMixfpS1hJ9rXHxKsEIR0rXIwegQa0JWkkGwX64QcvnZYGqMywSjmviVl8gQaYfP+GPfFc7PnnRpXEkz6YY2ofrkIDpAuyb5b3gNY9nOSK5PIoOT6529QWJQ\/Id2MEvait5Em0GmWNvECW2ax3AHOa60g7E7HY4C8V4pkcrm0y02YbL9zCixaQ9afdpmT3dkHOsX+Nr9sywigzceZV3UlU7t2ZVI1aH\/ALMqaOs7ggAMrEEAt+yBTLmuIvrP9gusbFgDJZOkAAsFF1XPDP2eldsxxCaFVZ3zTJZOyiOOGMFgNz4lfaxfmMV\/Z1wGDJ5Z5TO0iyFdRZCinTYAQMoZwSxrnqsdcAOJ5fhUmZkeKTOZLMOxZ3hd42Ykk2yN7oJs1S9eRwBTins7fPSd5nM5JIQfCqqFVB5AWQvyFna754YezvZ2DhsfcwB5HdtR1N4moUTWygAGug5czhWyOX4yql8ln485CB4ftMQXb9lx\/WH11Aflhg7EcfWS4JyiZzcyJ3okc6aGolbUDewqmgD03GADe0TJxwTZHPOFE32pFZ7NKgEshXc0eWx0g2WI51h74VxSPMKWjJNUDsRzF7WKI9RYxS7Y9n0z2VfLsdJNMjfquvun4cwfQnljLOzHaLMcLzTZTNqQpI9aJsAg9VPirpQ6EEYDa530qzWFoE23IUOZ9MZ92KVjk3Y94C029qVhagKfJJSgQsDYNCzd4cOK51Wyc0sbRFe5chpT917prvCP0POul4D9mSI8hDpM5UX\/AN42dQOSja9ArwnexW5wFHiuWzM3BpoVUd5JExj0\/pqW1aCLPjZPD5EnpdYyPKx5M5lYWCfZ5iobXrjkyrFFDBnYAeF9QIBYELuReNvz\/EUy3DoneRI9MUdd41KTpHhNbm99gCdtgawiZVsvxWdZ4Mun2qJ1k7x1k+z5lVFd27FRTg1TFL8HIiwAudls3BNG7MjvHkpDEuYMyxxuAGRWI1qhYo3OuTrudqb8twyJUMcXD4ogjUL7tRfhYMtBrFnqBuDthZ7K8JzsUU0fdHKN9taaKysqnUoBjfTpLRsDpDje7uiotk4fxtxMuXngbLSHcDVqikI5iGQCht+g4U+Q64BgRJKGru760p59euPzF3EwExMTEwGe+16QrFlzKHOT7wjM6DuLoRkgc1vV89PWsW+F9oeF6cumUVC8g0QRxx+MBb3YVaAbnU1fpeuFLtXnp+JcQfh\/eNFlkvwoAdZXYsx3ve6HIVysY0bKdm8uiZekAeBajcABlB94fAjYjr8awB0Y\/ceE+N494ATx7hWVnib7VEkiICbYbqANyrc1NdQRjGOwXDFk4nlwAO7iDS1Z2CCl577MU3O5xrHtBz3c5CY9XATlfvEBtv3dR+WEP2U5YKmbzIANqIUoHdqLuCa2v7vf\/lgPU\/s8m4lnJc3mJe7y7v4Au7sigAV0UGrBOrnywzcG4VkMm2nJxF5V2LamIv8Aaa6Y+gutuW2DmXysrqFfwRqAoUdQBW\/LV+A9Mfq5AnaNFQdXI3I9K5\/zvgM+7QdtM1lc80RMUqhQxV4x4bUWEKkFd+rasXsr7QMjmUC5zKFLFnwiVAduWwcnlyQ9N+WC\/G\/ZzBmJGm72VZWADHYqaFC1oEbeTD674U877N8zCdSVMo6xmm+asR9AzdMBpXD89HMpOXmjzEfusuoHTtyNbj1DAnGf5b2amPMnNZHMdyVJZMvLG3zTvFe9B5BgpK7dRhGTJyxS3445Rde9HIBvuCNLKPWt998ax2S4pmJ8vDIZVkeESa027yU2VTUdgihTZNWTpPQhgM8B7RrLqhlDRZmP+shf3x5MNOzq3R12PofCOPa\/srDxHLgE6JKuKUDdb3phtanqvzFEAix2g7PQ56NGNpIo1Qzps8djp5qeqHYjngTwftPLDMuQ4iBHM20M4\/qsx8Cfdf8AZPWudjUGZZbi2b4cuZ4ZmQqhopNPeAuhJBojbxI1ECh7x3F2MafFlCOGxyusqtDBI2nMMruDpJBYglTVBh1Hh5URiz7ROEZefJu88eswgshANqeXRkOk7ahqAoWSKscc+gg4JOFjSMLlJSEjkMii0YjS7C2Bu79cB+cE7Jh2jzWdInlCr3Ud6ocuKFCMHZ35XKdzQrSBWGiOEjUGNqT4RQAUeWwwt+zztSmdy48Q7yMAOL5Xy57+l8tsce3XbiDILoYd9OwtIVNbcg0h\/RXn036A0SAOnPxd4kTSA2bQ3zO9KfPrR61XPmTeMHYgHcHfzG4P1xkPYPtxn81nkgKwLDTF40j06UHUGybBK89jdULGNiwExMTEwFbNvIAO7VWPUMawG4jnc+ikxZVJWsUO8VQfM2zbfTDFiYDHxwriwzRzC8ORSzlj97C5Aai6rqdaBO\/p64c4puIlWAy9F6I72aNRFyBX7tZCw5m+t1tzw24mAp8Ny7JGqu+t68TAUCepA6C+mLmJiYBK9p+RM+XSMPGo1XUjBdTVSgXzO52+GPPYfIGHJxQAa37wvJpPunVqXU3IeEIK3JB5VhzmG2OmArCG6L7+nQf6\/P6DFnExMBMTExMBU4hkIpl0SxpIvkyg16i+R9cAsj2MggmM0DSLaFDGWtGBIaiWBerA\/S5WORw0YmADZf7ZVMsK7mj3pba9rUQqAa6A\/M88cOKcDfMp3eYbLyx2DoaBiLHL+1\/h5+eGDEwCz2oyci5ExRmR3BjAKkj9Nf6wi2MQHvgWxQNve+PzimQWXIfZBoHeRpCe4XwoG0qxRd6RbJF8gN8M+JgMR7GcCl4XmM\/mJ1JOUguMA0s3eFtDL8dBX0LEcxhOy3DsxnpWc3NmJW1MR\/NAVQHQAV0x9J8XgV4JVdVZTGwIYAgijsQeeAvY3h0MayGOKNDqItUA28thy9MBR9m\/YscPjcudU0taj0UDkq\/mT1PwGHTExMBMTExMB\/\/Z\" alt=\"Del vac\u00edo \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><img decoding=\"async\" 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\" alt=\"Propuesta para la realizaci\u00f3n de una bomba de difusion de aceite\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En los laboratorios se hicieron experimentos con bombas de vac\u00edo<\/p>\n<p style=\"text-align: justify;\">Fueron muchos los progresos que se hicieron posible a partir del s. XVIII, durante esa centuria fueron cuatro los centros de difusi\u00f3n y desarrollo de la ciencia y la tecnolog\u00eda del Vaci\u00f3: Florencia, la Haya, Londres y Oxford. Ya en el siglo XIX, podemos considerar que prevaleci\u00f3 el mercurio y la teor\u00eda. El mercurio se convierte en el elemento b\u00e1sico como fluido de bombeo en las nuevas bombas y con vaci\u00f3 final que llegan a los 10<sup>-5\u00a0<\/sup>\u00a0mil\u00edmetros de mercurio al finalizar el siglo del siglo. La obtenci\u00f3n de vac\u00edos mas bajos y controlados abre el campo de la teor\u00eda de los gases que, sin ser exhaustivo, resumidos en: John Dalton (1776-1844) y la ley de proporciones m\u00faltiples.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Avogadro | Los Avances de la Qu\u00edmica. Educaci\u00f3n Cient\u00edfica (y algo de  Historia \u2026).\" \/><img decoding=\"async\" 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\" alt=\"MI PRIMER ARTICULO: Ley de Avogadro y la Ley de Gases de Boyle\" \/><\/p>\n<p style=\"text-align: justify;\">La Ley de Amadeo Avogadro (1776-1856) y la determinaci\u00f3n del numero de mol\u00e9culas en el volumen. John James Weterston (1811-1883) y el concepto cin\u00e9tico de presi\u00f3n. William Ramsey (1852-1916), composici\u00f3n del aire, descubrimiento de gases nobles. Rudolf Julios Emanuel Clausius (1822-1888) Que desarrolla la Mec\u00e1nica Estad\u00edstica. Luwdwig Boltzmann (1844-1906), la constante universal de los gases y la teor\u00eda de los micro estados. James Clerk Maxwell (1831-1879) que desarrolla la teor\u00eda cin\u00e9tica de los gases. \u00bfSe pod\u00eda pedir m\u00e1s al desarrollo del estudio te\u00f3rico de los gases en esa \u00e9poca?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.vixdata.io\/pd\/jpg-large\/es\/sites\/default\/files\/f\/fisica_2.jpg\" alt=\"Incre\u00edble! La f\u00edsica descubre que en el vac\u00edo existe esta fuerza - VIX\" \/><\/p>\n<p style=\"text-align: justify;\">En el vac\u00edo existen fuerzas<\/p>\n<p style=\"text-align: justify;\">El impacto del vaci\u00f3 en el desarrollo de la F\u00edsica moderna ha sido grande y de una importancia capital para las nuevas tecnolog\u00edas y materiales durante los comienzos del siglo XIX, ya que, tuvo una gran incidencia en su desarrollo, especialmente en el descubrimiento del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>, y, desde luego, serian muchos mas los datos y acontecimientos y personajes que deber\u00edamos poner aqu\u00ed. Al mismo tiempo que se desarrolla la Ciencia y la T\u00e9cnica del Vaci\u00f3, se utiliza como herramienta para inventar o desarrollar dispositivos o procesos en vaci\u00f3.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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ASyXXDJcugmc964WUaDyB5UdRNAtrYBBbcgaiOEcazCinGVkvZmnblBiMSuJ8fdLDxMhAAqA+Mt7gO3jVjCbRNvDJcKh4JUDNBgHqGhA91Z3AXIW8OL28gA1JJdGgAdSmpFCojJvuuAoC6hBmUmTuzMBGm710OKY06NDZ5S2X0bOnaJHetErOIV9UZWHSCDWHfZt1ULvbdEBCyylecZIjNv3HUVVs3WQyjFT0gxUvTT4HkdEJPqpyyazGz+UpHNuiR6QGo\/mHH1Vo7d0FQwIIImRuispRceSlKxBDOpqQIaSt1U4OagoaFINeQempDcqLxh40AOszm3xVHlQf3Sj\/Wv96tzvofyi\/wCkuvnr\/etdHvREu1nR\/Bn9D+0b8K0qXgz+h\/aN+FaVdxgX9qD+IufyW\/z0NvxMTRHao\/iX\/kt6et6F4m5rqNa5tXuNVwim46KrOlPZ9+tRu9YNljWnSsHys2qzObKNzEMN\/rYbwekA6R01uLtxVBYkBVBYnoAG\/wBVc1xezrwzubblAzS4VimhObnRwmtNOmwlwUBrUqYZ2RnVGKJGdgJCzumN1MRSRlGYnoGtWMHtG5abMjZTlKkQpVlO9WU6GtDMscnkJxFqBMOh9QYSa1HL7HPbxKPbd0OQaqYnU7xuProJyMxEYxNPLDroN0gtIH9NEuW6+MK3FgospmUhpYamQDKx\/m6pezGuAFiNseNCi\/bVyghWU+LaD0gc1u6qTpbPksy9TKD\/AMlP9qgIrwmmIMYCyxARHRjOgzMD3MtH22Di1tZgg46ZxmiN\/RHrrI7PvFLiMODCuxi+Ww2fiUnurOS3KT2OY7MwN8XMgUANAIDJocuXNE74J9RraXNjXYLBbZeEUMCxfIokoNIktWJ2VjCMXbdpP7waeuK7NdICliNB3b+mhq92OzjO1ldSUuNlbiIYn+w9tCVZB5rt2kKPZrV\/lJic+IuMNRm4GYjTfQmriqRL3LIxrgMqQisIYKBqN\/lGW4cDValFeCrEWmZ2YIGL5iABmzAk6CCe2liMC6As6lYcoZiQ4EkEbxpVdWIII0IIIPQRqDUt\/GO+bO7NnbM0nymiMx64ooVkVGeT20ijBGPMcxr5rcD2aUFpKpJgbzAHaTSatUxrk6QRSY6RVYPHbxpZzwrkNUPe7A3frUauTSDia9SSwAoGTWULMaj5V2Yw6GPPX3GiGDsQa85c2MuEtnSTcXdw0PCttFXJESf5Nb4M\/of2jfhWlS8Gf0P7RvwrSruoxLm12IxL\/wAlv89B8eYPXRnav0m5\/Jb\/AD1n8ceFcmtyaR4Bl67B31Gbpr1441YwmzXdcyrpwkgE9grDd8FlO9iSqO+UvlUkoNcy+cI46SfVQzE7ZspcNwXHBZnZ0IbI2cLELJHSd3nGjVu02Zk56vkcc05WDFSFIPDnEd9Yf5Tb+Vu1wEIcysrAsZCZSNNZzCJq4boUmUNqPZL5sOHVTvVhAU9CazHUapkqQAAc3EzofVwqxirdsuTazZOAeM3s4VWK1sQXdlXGtYi04iVdeggyYPsJqvini65Bg531G\/ym4io7RysDJBBkabiNQaMYHCXcTnZQjwQWBIQ84nWNOINF0NAlWnT\/ADvohse4M4EDnyDIB3jQidxqLauzmsvkcKGAmEbMB0ZjwNe4QFHVkg8QMyyRxBBIipe62DydH2FsC0kPqSQN4WAQIBAiKM7RuhEyGd2h0juoNyf2tn5psumm+FKT\/MGNP5S7QS0IYPmIJkI7L62AgVFOvpS3Zlrdq2cSIRYCFtR5wdecI46++uk4d86TuB6h11yixtZBdDQ3kMuitvLKRpv3A10jZO0A9tCqvEcUYHuNG65CgJtfk1bOZ2d9eAyR6pFYjlFcm4FLFgiqFLRMRxygV0DlJtdEUgo7E8AUWOs5jXObzrevZnIRcussCeapgAgamYpxTv4Jg7xhEgEgHeNYIqPLRDZOzXvNlQoCBPPJAPVuOtXsThPkwVb4Ul+cFDMyRJEldIM8K0uiQFl0OoikGERGvTJ7op+IcMxYCATIHRUYFFgKjuwdmmRefyRqo35jumOgUHw1wKwYqHjzWmD3Vp8JthLmjcxugwB2Aj3VM3KqQ4ovm5rTWvRUdw6xULqRqfbXNVGpKtyTRbAWtZoJaOvH\/Oii2Cv7tfVQBocNZA1OnGhnL4\/wyCf\/AOi+41cw2L\/z+1DuXTzhk\/3F9x0ro0X+kZy4Nh4Mx\/B\/aN+Fa8peDP6H9o34VpV2Gdk3KC9lxL\/yW\/e9Z3H4gk0Z5Un+Kf8A27fves7ieoGK4tbuZpDgpXbhnfXQUtiAAdwHurnTrM1ueTlxzYRnEHVQToWVdA3XIqNPmhyAPKHHrYxKl5WQgY5SRLFgvtArnfKXCv8AKsS2RsgutzoOXU8Dx30fx20HN18Ri0YouMKZWWQqqj5cqnQwWVqC7VxTXnusgJUKXcutsPHEyvDdAGorbHEQE3V45mtvZ5CBlDHE6EA81J3idDmqY8icOmr37sf0IP8AkDUgYbDJmYKSQDPQdwJ49lGOTOzrjOlwJCyGzhohQYIy+dJU6UYuYbZloyXDEbue7tPYgAoRicMmJ8YmHdVS22dFfMoyFRmCAgnRgTB6aoRa5RPlDWrzS9sM1tssls5gIxU6wIIJ3RrNZjEWCgQmOeocAa81pifumn4zCm05TMrERmyzAO+JI1Imrey9nviXyBwuRF1IPkgkAabjqdaaqgooYS2GdFhecyrqDGpA1gg8emre2tnCzdyc0nKjHLmjnCY5xJ9tGv2CX8QqqbbuGYuS5yZW0WJgk6Ebt1E8dyMuuQ5vhiFVSchM5Vyk6Nx30WFMwW47ootsXZz4hyucqAMzEk6LmAJidTrRNuRlzNGf1+Lb9aObM5JXbQYrfWXQp5Dc2SpmM2p5vtqW74BJ2c4KiZgdsVKoXLxzTwEjLHsM1t05GtaS4rOjl1CqchBQgzmGu+hd\/k5cRHAuO4icqoVzMN2s61VoKYAtu6EMjkQQea3GN8A61YcsVDMEnKWz6s786JY6xv3QKSbKuMUVUfMfKzIVVZPSd4rzG4d7WjW2TMN5PlCerrg0Cook9Neg0wV5NDQD68NNmlNAkFdnbTK8xtV4Hiv6ijmQerhWPBrQ7GvFky8UPs4VlqR2tFxe5dY9dSWwdCTu6K9C6a05I0rE0C+zr4Jg\/rXnLJv4ZBMjxinrmDVHDXYcRVnlbcnDJP1ie41vov8ASIn2m48Gf0P7RvwrSpeDM\/wf2jfhWlXYYDOVFonEvBj93b970AuYYjjNa7bGHzYi51Jb\/PQDE2gNJrj1l+mbRexndo22CMwDaHnFYlRB1g7xIHZQm3y8xSottShUKqgussoHWGA75rT3rIIYDQMpBI00IgihOzNgYcYm3bCK+dWy+MYsudIYKw00MRu41MGkUzM3cdiL9wpccuWfMQdAGgCQJ00AGlTbJwbM5uEmVJjriV3HQiivLHYCy+Iw5dlJCvb8p7N2YNtguoAG46zwrKvj7pgG4\/NGUCToBpl9W71Vo02SS3MS9h3SzcdFB3BiP\/VUbzM5lmLnpYlj7a8LHj\/efbTSTTJe4ghrQ8mdkpdK+MuFMzZEgiXJ8qOoaD11nZrXbFwKX0sqM2caDJ5Stm0PV0z1UpOkOPIT\/wDjVpUuNlZ0ts4LsZIeNxAIkDqoLyJUh7jFgoyqpJBILFiQo9Va7HXyxW0XA8+IIFwt5dwtx1nSsxsZ1bxyLu8aWAB4NoIHqNRlsyjc39lXWYopBVVVtDBgmdM2lcsXBt490bOpDNMGCNdJ1iNa6RtW+9uxaR25p5rsJJldURzPotw0rJKRdxrhAGLKnk8SoGaJ6BE9lEXV0DL2G5Eh\/F5L94l0LyXVVABgjyd8jprN7UwAtX1t5nbUZlLGRu3kaEEHeK6IpexaMZWYLJXiiM24cGGZZrGbX2it7F2maFhcpbVt\/kz+nXTU22IvHYdi6ltrUA3HKHIzEKwE6hix3caB8qNjfJnVRnghucYIaPRI49IrW7LwpsI11BJaciNzQzqrEsvEEJn7ZoHtrbSX0sk+bdDazosc6fZRFuxnmD2Nbu2nc5WdMgKDQgNAkxodTFV+V2xRh2UkQzHXLlyRlEQBqpkbjWl2Vs5VuNcttK5crmf3bZipVSeJzZTO7SgW38ej27qOrC6GHlHUNm13aUoybYq2Mka8ivaVbEngWvctIV7QIblozyeWWfogUIIjto1yf0zdY\/vUT7WOPIYZOuvbdvrpxGsxXtlRmGnHWuY2Cey9lMWmOzdU\/LnClMIn+6o9hozstmiAvYeMUL8IM\/JklY\/errw3E99dGiv0jOb2o0\/gz+h\/aN+FaVLwZ\/Q\/tG\/CtKu0ysL421mxF3XzLf56CYyzB4+utDdScRd\/kt\/noTjrEEmDXNqrcuLAF62ZpqYQ+MRgSCjgyN4BESOwwavXRuBFQWruV1MAgEadM6RXM0aeDMcvr9xMSmISbTlFzOpGVmXc2m+evdrWZxG2hcvG7dsWnJjMMsSYgt2nfrNa3wj4dg6Ou8LlKkbwTujcYrAXFU6jmnoPk+o7xWvJL4HbQZWuOyLlQmQI3btNKpmpecBxj2GpkdD5awOld\/caokgsIGaD1+40V2Fty7hs2TL5LEhgCDp3g9lU1wynyHHr099RNhWHmmOFJtMODR7e2jiPk2GDhFBVwpTNnywjQWJiCH4dFAtl49rFxbiRmXcCAV7CDvFRXr9wqFdmZVEAMSQo00E7tw7qJbDwCXLV\/MmZwAEM+ScpMxx1EUbJDXIbxe2cS2Be6wtZblwa5WLgszqSsmFjIBu41jsLimR1dSQysCCDBmZ30ZwOz3OHvm4rgKpKBmZVDLJJC7t5oRgsIHmXCgD0WYk8AFTX11SrcGaq3t3FMl\/E5rfkBCChJyo6oAuuUHnzNZC5dLMWYyTqe+pOeBllwpPk88Kf6fUDRHk7hVbEItxJUhjlcGCQumho2SEGdibTxN8D94gGGl0LJnYko8AmRIhSPXWVv4lnYu0SxJ0EASZ0HAdVajZ2xbiYt2NsCzLHeMhBEAQDOmY76zW0barduKohVdgANwAYwKE1ZT4DfJ3GX7g+TLcVLYGcllzZQrLOsiAJBg9FCts497t12cqWJg5RlU5dAYqkARukSI0MSOIPSOqneLneY9tGyJIqVOK+uvQaLAaF0rypbVhmPNUn3VLcwuUc469XDqotAV1o\/wAnUjO3CAB27zQCatW8QV0B9QqZbqhpqzWEHhUiLurM2tot10Z2LinuOFjQak1hjXJeRv8AYVslRqZAH\/qqXhMSMInT41fwmi+y8QE80dtCvCheDYW3w\/er+E106KVozkG\/Bn9D+0b8K0q88Gf0P7RvwrSrqMw1iS4v3im4Jbn\/AJ1WukumaNePVFWcQrm\/dCbsluddPP8A7U75KUTcDxPaawmty0Zu\/ag6mqLwDmYgKsEmYAA1k0R2udVWY6YrPbU2J8qCoLjogYFlVA7POgAGYTG+P0rmpWaeBnLnFJdDXEYMuRGR0III52k+qucG+GOvfx\/80Y5Q4NMC74ZWvsdCGYottgfOVFBJ4jeNaBYyzkbISA48oTIB4DtjeOmtMbdk2yZVPA\/52V5C9Hd+m6vFwl3IXyOEG9mUqvUAW8o9QrwXTpPspNNBZKMJOgPqIj27qXi3XySfU24dOhpW7o6Y6TuqdI6QSZBnf6t9TbGQHFvENrv8pZkntFaPkRilZ7iFVEqrDKIJykhp6dCKpW8SoAU7tfJM9WtVjjIvI6SkMoJA80lQd28RNF3tQ6Nxyutpawl0gnM4CAE8XMTHUAa58+Iw+gWw6kecLzEz0wU076P8t8\/j0zz4k6rocpILE+8UMXC2SJJVR0zG\/qmqvFBW5UO1WkS1zKBAl2nfMzVvZu0rS37LkXCysoYu4YFW5rTImBM7+FWhs3DxP5iDp1A61Sx+HswQijNx8rdp0tSUohR024ttVLkrkUEltCCFnvmK5g21LLZ3OGt53JbnF336yZaB2RV7E4sJYsYUtorM7tOkNmyow6OdRPD4jCKggWswGuVJMj1U7xWwUZA3i5JVAD0Imns1FSWdj4h9RbaOloUe0zWtu7UtjyVcrBJIAQCOmYoe\/KQycqqOskn2D9anN+ELFFKxyYYxndV6lGY+3SrQ2Rh7UFyD\/OfcKoY3bjsIDmf9Iyj9aD3bhYyZJ6SST3mmlJ8sVoMYraiLog04cB6umhF2+zGSajJnjVi\/hCiKxIliQV85YCkE9obTsq4xSE3ZXU08mm2bbOwVFLMdyqJJ9Q99TNYIbJvacu8RPGD2+7rpsSH4SyzsEXymMdnXXRti7HFlAN7Rqao7B2OtlZMM53ngOoGtLhJiD7fdWMnZqtj1SQJoJy6vZsOmoPPHuNG8SpMRunqrN8tFAtIB6a\/3q9LuRMu1m48Gf0P7RvwrSpeDP6H9o34VpV2mIbxGJy37y5lWUt7yB6e6aSFUUAOhkyecvH10WfDoxllVj0lQT7a5xtnwc3Ltx3U2gGZiBqIkk8F66lxsdmg2oVYjK6SN4BWgN4KXg5CNAVLQDBkaqQVII0YaihY8FV\/07f3m+GkPBZe9O13t8NZPQTd2VkDcTtlLdzI74tIbQF7F1OMFXuoWjt6Kh\/b1sc8fKma6WIbPhlbmnnE5EzDU7zHGjPzVX\/Tt\/eb4aXzU3vStfeb4afS+hkY\/HbaLAhUh5\/6j3Gu3BwOUsMqaaSo40PwGz3utCDQbySAB6zvNb\/5qb\/p2u9v0pfNXe9O13t8ND0r8hkYLH7LuW5kAjq\/ShhMdRrqPzVX\/AE7f3m+GvPmpv+na72\/ShaNeQyOXreI3NTnxTGJbdXTvmqv+na72+Gl81V\/07Xe3w0+khZs57itt3HsJYeGVGJVjOcTvBM61Vwl8hgJQSRJaDGu\/WumfNVf9O13t8NL5qr\/p2u9vho6S9hkznGIxKsZ5rNzhuyqBOjDXWfZSw+0CkQqGJIkcYgajo4V0f5qr\/p2u9vhpfNVf9O13t8NLpIMmc3sY8qjLlUl\/KYzmaN3VAqK3imUkhoJrpvzVX\/Ttd7fDS+aq\/wCna72+Gn0l7DJnL3vs2hYxv38ajrqnzVX\/AE7Xe3w0vmqv+na72+GhaSXkMjlWlOtsAQd\/VMe2up\/NVf8ATtd7fDS+aq\/6drvb4aOn9DIytnEYJozXEAET47DZnHVntuoYdomKuYixgTmdsThjnMg\/JcQcx6RN2KPfNVf9O13t8NL5q7\/p2\/vN7ObR0\/oZGabbeGsqVtubk70t2lw9pujOwzXH61zQazTO11yYGZ2mF0AngANygR3V0r5qr\/p2u9vhpDwVX\/Ttd7fDQ9P6GRFspfF20VmDMAATI30Ut4hYEsvHzhpVD5q73p2u9vhr35qb\/pWvvN8NR0Po8\/gRLIxEFTHWKC8u0HiUIIPPXcRO49GtWPmqv+na72+Gn2\/BZfBnPb+83w046OLuwcrVGj8G8\/I\/629y0qN8mdhth7PiyROYnQmNQP0pVvZFn\/\/Z\" alt=\"EL MUNDO DE LA ILUMINACI\u00d3N\" \/><img decoding=\"async\" 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\" alt=\"1880 Electric Im\u00e1genes de stock en blanco y negro - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Un 27 de enero Thomas Edison patenta la bombilla el\u00e9ctrica | ponteGeek\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una breve historia de la bombilla - Fontanero en Murcia\" \/><\/p>\n<p style=\"text-align: justify;\">Todos sabemos que no fue Edison el inventor y que abus\u00f3 de la idea de un genio como Tesla<\/p>\n<p style=\"text-align: justify;\">Edison en 1879 inventa la l\u00e1mpara de incandescencia con filamentos de carb\u00f3n y utiliza la bomba de Sprengel modificada. En 1852 W.R. Grove da evidencia del proceso de pulverizaci\u00f3n cat\u00f3dica. Mediante la descarga el material del c\u00e1todo es transferido y depositado sobre una placa pulida. Proceso que con las innovaciones introducidas se sigue ampliamente utilizando en nuestros d\u00edas. En 1882 Dewarl describe el m\u00e9todo para almacenar l\u00edquidos criog\u00e9nicos. En 1887 el f\u00edsico alem\u00e1n Karl Ferdinand Braun\u00a0 (1850-1918) bas\u00e1ndose en el tubo de rayos cat\u00f3dicos inventa el osciloscopio.<\/p>\n<p style=\"text-align: justify;\">Los principios b\u00e1sicos de la Ciencia y Tecnolog\u00eda del Vaci\u00f3 han sido establecidos y queda abierto el campo al tremendo desarrollo que experimento durante el siglo XX y el gran impacto que tuvo en el desarrollo de la Ciencia.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F05%2F18%2F%25c2%25bfvacio-un-poco-de-historia-2%2F&amp;title=%C2%BFVac%C3%ADo%3F+Un+poco+de+Historia' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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